From 394074cd5037db4dfdf66c0903d23ed430686983 Mon Sep 17 00:00:00 2001 From: Chentao168 Date: Sun, 14 Jul 2024 14:59:48 +0800 Subject: [PATCH] upload bader, grid --- README.md | 48 +- SUMMARY.md | 2 + _book/abacus-bader.html | 1468 +++++++++++++++++++++++++++++++++ _book/abacus-candela.html | 64 +- _book/abacus-conv.html | 64 +- _book/abacus-dcu.html | 64 +- _book/abacus-dos.html | 64 +- _book/abacus-dpgen.html | 64 +- _book/abacus-elastic.html | 72 +- _book/abacus-gcc.html | 64 +- _book/abacus-gpu.html | 64 +- _book/abacus-hpc.html | 64 +- _book/abacus-intel.html | 64 +- _book/abacus-libri.html | 64 +- _book/abacus-md.html | 64 +- _book/abacus-nac1.html | 64 +- _book/abacus-nac2.html | 64 +- _book/abacus-nac3.html | 64 +- _book/abacus-namd.html | 64 +- _book/abacus-ofdft.html | 64 +- _book/abacus-oneapi.html | 64 +- _book/abacus-phonopy.html | 64 +- _book/abacus-pw.html | 64 +- _book/abacus-question.html | 64 +- _book/abacus-sdft.html | 64 +- _book/abacus-shengbte.html | 64 +- _book/abacus-sol.html | 64 +- _book/abacus-surface1.html | 64 +- _book/abacus-surface2.html | 64 +- _book/abacus-surface3.html | 64 +- _book/abacus-surface4.html | 64 +- _book/abacus-surface5.html | 64 +- _book/abacus-surface6.html | 64 +- _book/abacus-tddft.html | 64 +- _book/abacus-upf.html | 64 +- _book/abacus-uspex.html | 64 +- _book/abacus-wannier.html | 64 +- _book/algorithm-delta.html | 64 +- _book/algorithm-mix.html | 64 +- _book/algorithm-wannier.html | 64 +- _book/contribute.html | 64 +- _book/develop-C++.html | 64 +- _book/develop-addinp.html | 64 +- _book/develop-addinp2.html | 64 +- _book/develop-design.html | 64 +- _book/develop-dox.html | 64 +- _book/develop-format.html | 64 +- _book/develop-formatter2.html | 64 +- _book/develop-grid.html | 1359 ++++++++++++++++++++++++++++++ _book/develop-input.html | 64 +- _book/develop-issue.html | 64 +- _book/develop-linedete.html | 64 +- _book/develop-path1.html | 64 +- _book/develop-path10.html | 74 +- _book/develop-path11.html | 66 +- _book/develop-path2.html | 64 +- _book/develop-path3.html | 64 +- _book/develop-path4.html | 68 +- _book/develop-path5.html | 74 +- _book/develop-path6.html | 66 +- _book/develop-path7.html | 64 +- _book/develop-path8.html | 64 +- _book/develop-path9.html | 64 +- _book/develop-rule.html | 64 +- _book/develop-sm1.html | 64 +- _book/develop-sm2.html | 64 +- _book/develop-test1.html | 68 +- _book/develop-test2.html | 64 +- _book/develop-vtune.html | 68 +- _book/index.html | 68 +- _book/news.html | 64 +- _book/picture/fig_Bader1.jpg | Bin 0 -> 475761 bytes _book/picture/fig_Bader10.png | Bin 0 -> 17894 bytes _book/picture/fig_Bader11.png | Bin 0 -> 18396 bytes _book/picture/fig_Bader2.jpg | Bin 0 -> 471812 bytes _book/picture/fig_Bader3.jpg | Bin 0 -> 485903 bytes _book/picture/fig_Bader4.png | Bin 0 -> 25190 bytes _book/picture/fig_Bader5.png | Bin 0 -> 19729 bytes _book/picture/fig_Bader6.png | Bin 0 -> 14227 bytes _book/picture/fig_Bader7.png | Bin 0 -> 17073 bytes _book/picture/fig_Bader8.png | Bin 0 -> 13649 bytes _book/picture/fig_Bader9.png | Bin 0 -> 18611 bytes _book/search_plus_index.json | 2 +- abacus-bader.md | 275 ++++++ develop-grid.md | 100 +++ picture/fig_Bader1.jpg | Bin 0 -> 475761 bytes picture/fig_Bader10.png | Bin 0 -> 17894 bytes picture/fig_Bader11.png | Bin 0 -> 18396 bytes picture/fig_Bader2.jpg | Bin 0 -> 471812 bytes picture/fig_Bader3.jpg | Bin 0 -> 485903 bytes picture/fig_Bader4.png | Bin 0 -> 25190 bytes picture/fig_Bader5.png | Bin 0 -> 19729 bytes picture/fig_Bader6.png | Bin 0 -> 14227 bytes picture/fig_Bader7.png | Bin 0 -> 17073 bytes picture/fig_Bader8.png | Bin 0 -> 13649 bytes picture/fig_Bader9.png | Bin 0 -> 18611 bytes 96 files changed, 6273 insertions(+), 1317 deletions(-) create mode 100644 _book/abacus-bader.html create mode 100644 _book/develop-grid.html create mode 100644 _book/picture/fig_Bader1.jpg create mode 100644 _book/picture/fig_Bader10.png create mode 100644 _book/picture/fig_Bader11.png create mode 100644 _book/picture/fig_Bader2.jpg create mode 100644 _book/picture/fig_Bader3.jpg create mode 100644 _book/picture/fig_Bader4.png create mode 100644 _book/picture/fig_Bader5.png create mode 100644 _book/picture/fig_Bader6.png create mode 100644 _book/picture/fig_Bader7.png create mode 100644 _book/picture/fig_Bader8.png create mode 100644 _book/picture/fig_Bader9.png create mode 100644 abacus-bader.md create mode 100644 develop-grid.md create mode 100644 picture/fig_Bader1.jpg create mode 100644 picture/fig_Bader10.png create mode 100644 picture/fig_Bader11.png create mode 100644 picture/fig_Bader2.jpg create mode 100644 picture/fig_Bader3.jpg create mode 100644 picture/fig_Bader4.png create mode 100644 picture/fig_Bader5.png create mode 100644 picture/fig_Bader6.png create mode 100644 picture/fig_Bader7.png create mode 100644 picture/fig_Bader8.png create mode 100644 picture/fig_Bader9.png diff --git a/README.md b/README.md index dcf3f39e..402b824f 100644 --- a/README.md +++ b/README.md @@ -87,13 +87,14 @@ ABACUS 网站访问: 8. [ABACUS+Hefei NAMD 使用教程](abacus-namd.md) 9. [ABACUS+Wannier90 使用教程](abacus-wannier.md) 10. [ABACUS+pymatgen 计算弹性常数](abacus-elastic.md) - 11. [ABACUS+pyatb 能带反折叠计算](https://nb.bohrium.dp.tech/detail/2012704420) - 12. [ABACUS+DeepH 建立碳材料的哈密顿量模型](https://nb.bohrium.dp.tech/detail/6242632169) - 13. [ABACUS+ASE接口使用技巧](https://bbs.abacus-dft.com/forum.php?mod=viewthread&tid=4&extra=page%3D1) - 14. ABACUS+ASE 做过渡态计算 + 11. [ABACUS+Bader charge 分析教程](abacus-bader.md) + 12. [ABACUS+pyatb 能带反折叠计算](https://nb.bohrium.dp.tech/detail/2012704420) + 13. [ABACUS+DeepH 建立碳材料的哈密顿量模型](https://nb.bohrium.dp.tech/detail/6242632169) + 14. [ABACUS+ASE接口使用技巧](https://bbs.abacus-dft.com/forum.php?mod=viewthread&tid=4&extra=page%3D1) + 15. ABACUS+ASE 做过渡态计算 1. [ATST-Tools: ASE-ABACUS过渡态计算工作流套件与算例](https://github.com/QuantumMisaka/ATST-Tools) 支持NEB,Dimer,AutoNEB等过渡态方法。 2. [ABACUS-ASE做NEB计算](https://dptechnology.feishu.cn/wiki/wikcnzar41sN8ZtGLtm3PLnarSc) (简单算例) - 15. ABACUS+ASE 遗传算法 (暂缺,待更新) + 16. ABACUS+ASE 遗传算法 (暂缺,待更新) # 三、使用经验 @@ -125,24 +126,25 @@ ABACUS 网站访问: 7. [ABACUS formatter-2.0 版本使用说明书](develop-formatter2.md) 8. [ABACUS 全局数据结构和代码行数检测](develop-linedete.md) 9. [性能分析工具:vtune 快速上手教程](develop-vtune.md) -10. [ABACUS 中的测试(一):测试的重要性](develop-test1.md) -11. [ABACUS 中的测试(二):测试工具 gtest](develop-test2.md) -12. [Introduction to ABACUS: Path to PW calculation - Part 1](develop-path1.md) -13. [Introduction to ABACUS: Path to PW calculation - Part 2](develop-path2.md) -14. [Introduction to ABACUS: Path to PW calculation - Part 3](develop-path3.md) -15. [Introduction to ABACUS: Path to PW calculation - Part 4](develop-path4.md) -16. [Introduction to ABACUS: Path to PW calculation - Part 5](develop-path5.md) -17. [Introduction to ABACUS: Path to PW calculation - Summary 1](develop-sm1.md) -18. [Introduction to ABACUS: Path to PW calculation - Part 6](develop-path6.md) -19. [Introduction to ABACUS: Path to PW calculation - Part 7](develop-path7.md) -20. [Introduction to ABACUS: Path to PW calculation - Part 8](develop-path8.md) -21. [Introduction to ABACUS: Path to PW calculation - Part 9](develop-path9.md) -22. [Introduction to ABACUS: Path to PW calculation - Part 10](develop-path10.md) -23. [Introduction to ABACUS: Path to PW calculation - Part 11](develop-path11.md) -24. [Introduction to ABACUS: Path to PW calculation - Summary Final](develop-sm2.md) -25. [如何在 ABACUS 中新增一个输入参数(v3.7.0 后)](develop-addinp2.md) -26. [如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)](develop-addinp.md) -27. [C++ 程序设计的一些想法](develop-design.md) +10. [以格点积分程序为例:一些代码开发习惯小贴士](develop-grid.md) +11. [ABACUS 中的测试(一):测试的重要性](develop-test1.md) +12. [ABACUS 中的测试(二):测试工具 gtest](develop-test2.md) +13. [Introduction to ABACUS: Path to PW calculation - Part 1](develop-path1.md) +14. [Introduction to ABACUS: Path to PW calculation - Part 2](develop-path2.md) +15. [Introduction to ABACUS: Path to PW calculation - Part 3](develop-path3.md) +16. [Introduction to ABACUS: Path to PW calculation - Part 4](develop-path4.md) +17. [Introduction to ABACUS: Path to PW calculation - Part 5](develop-path5.md) +18. [Introduction to ABACUS: Path to PW calculation - Summary 1](develop-sm1.md) +19. [Introduction to ABACUS: Path to PW calculation - Part 6](develop-path6.md) +20. [Introduction to ABACUS: Path to PW calculation - Part 7](develop-path7.md) +21. [Introduction to ABACUS: Path to PW calculation - Part 8](develop-path8.md) +22. [Introduction to ABACUS: Path to PW calculation - Part 9](develop-path9.md) +23. [Introduction to ABACUS: Path to PW calculation - Part 10](develop-path10.md) +24. [Introduction to ABACUS: Path to PW calculation - Part 11](develop-path11.md) +25. [Introduction to ABACUS: Path to PW calculation - Summary Final](develop-sm2.md) +26. [如何在 ABACUS 中新增一个输入参数(v3.7.0 后)](develop-addinp2.md) +27. [如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)](develop-addinp.md) +28. [C++ 程序设计的一些想法](develop-design.md) # 五、算法文档 diff --git a/SUMMARY.md b/SUMMARY.md index a9642835..14b4c753 100644 --- a/SUMMARY.md +++ b/SUMMARY.md @@ -35,6 +35,7 @@ * [ABACUS+Hefei NAMD 使用教程](abacus-namd.md) * [ABACUS+Wannier90 使用教程](abacus-wannier.md) * [ABACUS+pymatgen 计算弹性常数](abacus-elastic.md) + * [ABACUS+Bader charge 分析教程](abacus-bader.md) * ABACUS 开发者文档 * [ABACUS 开源项目 C++ 代码规范](develop-C++.md) * [ABACUS 中使用格式化工具 clang-format](develop-format.md) @@ -45,6 +46,7 @@ * [ABACUS formatter-2.0 版本使用说明书](develop-formatter2.md) * [ABACUS 全局数据结构和代码行数检测](develop-linedete.md) * [性能分析工具:vtune 快速上手教程](develop-vtune.md) + * [以格点积分程序为例:一些代码开发习惯小贴士](develop-grid.md) * [ABACUS 中的测试(一):测试的重要性](develop-test1.md) * [ABACUS 中的测试(二):测试工具 gtest](develop-test2.md) * [Introduction to ABACUS: Path to PW calculation - Part 1](develop-path1.md) diff --git a/_book/abacus-bader.html b/_book/abacus-bader.html new file mode 100644 index 00000000..46a002b6 --- /dev/null +++ b/_book/abacus-bader.html @@ -0,0 +1,1468 @@ + + + + + + + ABACUS+Bader charge 分析教程 · GitBook + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
+
+ + + + + + + + +
+ +
+ +
+ + + + + + + + +
+
+ +
+
+ +
+ +

ABACUS+Bader charge 分析教程

+

作者:黄一珂,邮箱:huangyk@aisi.ac.cn

+

最后更新时间:2024 年 7 月 13 日

+

前言

+

我们在软件开发时不可避免遇到化学相关应用场景的需求,其中一个可能重点关注的信息便是“价态”。尽管从原理上考虑,“价态”这个量的定义并不明确,但化学场景的使用者总希望找到各式各样的方法来契合他们的“化学直觉”,便诞生了各种布居分析(Population Analysis)方法:如 Mulliken、Hirshfeld、Hirshfeld-Iterative (Hirshfeld-I)、ADCH、DDEC6、CM5、Mayer、Bader 等,以及各种电子的定域化分析方法,如 Wannier、ELF 等。尽管他们各自存在或致命或物理上定义不明的问题,如 Mulliken 电荷具有非常显著的基组相关效应,Hirshfeld 电荷经常对过渡元素计算出携带负电,Bader 对于电荷分布极其不均匀的体系会得出异常结果等,但仍然有足够普遍的受众群体。

+

Bader charge 是将电子密度进行类似于 Voronoi tesellation 的剖分,在原子间以电荷密度的梯度为 0 处创建截面,然后将原子周围所有截面包络出的 cell 进行实空间积分,即为 Bader charge。考虑实际计算,我们总能对价电子的密度进行切分,但对近核电子的处理则有所差别:CP2K 支持构造出核电荷分布,VASP 支持从 PAW 势中重建核电荷分布,而 QE 和 ABACUS 则不支持以上处理方式。

+

Bader 分析软件部署

+

网站:https://theory.cm.utexas.edu/henkelman/code/bader/

+

我们可以直接运行 linux 命令以下载 Bader 电荷分析软件的可执行文件版本,也可以选择下载源码然后手动编译:

+
wget https://theory.cm.utexas.edu/henkelman/code/bader/download/bader_lnx_64.tar.gz
+tar -zxvf bader_lnx_64.tar.gz
+chmod +x bader
+
+

下载源码:

+
wget https://theory.cm.utexas.edu/henkelman/code/bader/download/bader.tar.gz
+tar -zxvf bader.tar.gz
+cd bader
+make
+chmod +x bader
+
+

使用示例

+

在了解 bader charge 的原理后,我们首先从 nspin 1(only one spin channel)开始讲解具体使用。

+

nspin 1 case

+

生成所需 cube 文件

+

bader 程序需要读取以 cube 方式,或者 CHGCAR 格式存储的实空间电荷密度,因此运行 ABACUS 时,只需要添加

+
out_chg 1
+
+

即可输出电荷密度。

+

运行 bader 电荷分析

+

只需要以

+
/path/to/bader Si2-ELECTRON_DENSITY.cube
+
+

即可,屏幕会有如下输出:

+
GRID BASED BADER ANALYSIS  (Version 1.05 08/19/23)
+
+  OPEN ... Si2-ELECTRO
+  GAUSSIAN-STYLE INPUT FILE
+  DENSITY-GRID:   60 x  60 x  60
+  CLOSE ... Si2-Si2.cube-ELECTRO
+  RUN TIME:    0.02 SECONDS
+
+  CALCULATING BADER CHARGE DISTRIBUTION
+                 0  10  25  50  75  100
+  PERCENT DONE:  **********************
+
+  REFINING AUTOMATICALLY
+  ITERATION: 1
+  EDGE POINTS:         97653
+  REASSIGNED POINTS:    7908
+
+  RUN TIME:       0.23 SECONDS
+
+  CALCULATING MINIMUM DISTANCES TO ATOMS
+                 0  10  25  50  75  100
+  PERCENT DONE:  **********************
+  RUN TIME:    0.02 SECONDS
+
+  WRITING BADER ATOMIC CHARGES TO ACF.dat
+  WRITING BADER VOLUME CHARGES TO BCF.dat
+
+  NUMBER OF BADER MAXIMA FOUND:              8
+      SIGNIFICANT MAXIMA FOUND:              8
+                 VACUUM CHARGE:         0.0000
+           NUMBER OF ELECTRONS:        8.00001
+
+

同时生成了 ACF.dat,AVF.dat 和 BCF.dat 文件,ACF.dat 中即是 bader 切分该电荷密度后在“Voronoi cell”切分的结果:

+
#         X           Y           Z       CHARGE      MIN DIST   ATOMIC VOL
+ --------------------------------------------------------------------------------
+    1    3.653762    2.109500    1.491642    3.999891     1.952476   137.965434
+    2    0.000000    0.000000    0.000000    4.000124     1.952474   137.962879
+ --------------------------------------------------------------------------------
+    VACUUM CHARGE:               0.0000
+    VACUUM VOLUME:               0.0000
+    NUMBER OF ELECTRONS:         8.0000
+
+

我们将“CHARGE”列数据和赝势中 PP_HEADER 部分的 z_valence 值相减,即可得到该原子所携带电荷量。

+

nspin 2 case

+

ABACUS 目前分 spin channel 进行电荷密度的输出,若 nspin 2,则会在目录下输出 SPIN1_CHG.cube 和 SPIN2_CHG.cube。然而,直接对每一个 spin channel 进行体积剖分,然后按照原子序号相加的结果可能是错误的,因为两个 spin channel 中不一定每个原子均具有位置相同的“0 梯度面”。因此对同一原子,可能在两个 spin channel 中具有不同大小的 cell。为了避免这种情况,可以首先将两 cube 文件进行加和,之后再调用 bader.x。

+

Cube manipulator

+

Cube manipulator 是处理 Gaussian cube 格式 3D 实空间格点数据的小工具,可以在 ABACUS 代码包 tools 文件夹下找到(https://github.com/deepmodeling/abacus-develop/blob/develop/tools/plot-tools/cube_manipulator.py)。

+

通过 --help 可以查看可用选项:

+
myaccount@mycomputer:~/abacus-develop/examples/spin_polarized/AFM/OUT.ABACUS# python3 cube_manipulator.py --help
+usage: cube_manipulator.py [-h] [-i INP] [-o OUT] [-s SCALE] [--p1d P1D] [--s2d S2D] [-p PLUS] [-m MINUS]
+
+manipulate the Gaussian cube format volumetric data.
+
+options:
+  -h, --help            show this help message and exit
+  -i INP, --inp INP     the input Gaussian cube file.
+  -o OUT, --out OUT     the output file.
+  -s SCALE, --scale SCALE
+                        scale the Gaussian cube file by a factor.
+  --p1d P1D             integrate the Gaussian cube file in 2D, followed by the axis: 'x', ...
+  --s2d S2D             slice the Gaussian cube file along one axis, followed by string like 'x=0.0', 'y=0.0', 'z=0.0'. Note: should be fractional coodinate.
+  -p PLUS, --plus PLUS  plus the two Gaussian cube files.
+  -m MINUS, --minus MINUS
+                        minus the two Gaussian cube files.
+
+Once meet any problem, please submit an issue at: https://github.com/deepmodeling/abacus-develop/issues
+
+

生成所需 cube 文件

+

我们选择 abacus-develop/examples/spin_polarized/AFM 算例,将 INPUT 文件中 out_chg flag 修改为 1,得到两个 cube 文件分别对应于两个 spin channel。此时我们只需要将两个 SPIN*_CHG.cube 相加即可:

+
python3 cube_manipulator.py -i SPIN1_CHG.cube -p SPIN2_CHG.cube -o ELECTRONIC_DENSITY.cube
+
+

运行 bader 电荷分析

+

对文件 ELECTRONIC_DENSITY.cube 使用 bader.x,得到:

+
GRID BASED BADER ANALYSIS  (Version 1.05 08/19/23)
+
+  OPEN ... ELECTRONIC_DENSITY.c
+  GAUSSIAN-STYLE INPUT FILE
+  DENSITY-GRID:   36 x  36 x  36
+  CLOSE ... ELECTRONIC_DENSITY.c
+  RUN TIME:    0.00 SECONDS
+
+  CALCULATING BADER CHARGE DISTRIBUTION
+                 0  10  25  50  75  100
+  PERCENT DONE:  ********************** 
+
+  REFINING AUTOMATICALLY
+  ITERATION: 1
+  EDGE POINTS:         39985
+  REASSIGNED POINTS:    6753
+
+  RUN TIME:       0.07 SECONDS
+
+  CALCULATING MINIMUM DISTANCES TO ATOMS
+                 0  10  25  50  75  100
+  PERCENT DONE:  **********************
+  RUN TIME:    0.00 SECONDS
+
+  WRITING BADER ATOMIC CHARGES TO ACF.dat
+  WRITING BADER VOLUME CHARGES TO BCF.dat
+
+  NUMBER OF BADER MAXIMA FOUND:            108
+      SIGNIFICANT MAXIMA FOUND:            108
+                 VACUUM CHARGE:         0.0000
+           NUMBER OF ELECTRONS:       31.99909
+
+

该例为,呈反铁磁态,每个 Fe 原子有 16 个价电子,最终积分得到电子数量为 31.99909,因此符合预期。同样查看 ACF.dat 文件:

+
#         X           Y           Z       CHARGE      MIN DIST   ATOMIC VOL
+ --------------------------------------------------------------------------------
+    1    0.000000    0.000000    0.000000   15.999544     2.060461    76.704205
+    2    2.676622    2.676622    2.676622   15.999544     2.060459    76.704205
+ --------------------------------------------------------------------------------
+    VACUUM CHARGE:               0.0000
+    VACUUM VOLUME:               0.0000
+    NUMBER OF ELECTRONS:        31.9991
+
+

发现两 Fe 原子均为电中性,同样符合预期。

+

附录:cube manipulator 更多的使用方法

+

Cube manipulator 还有除了加法之外的更多功能,例如两 cube 文件进行减法、一个 cube 文件进行乘法等,以及还有面向更实际的应用场景,2D 平面积分与 cube 3D 内容切片。

+

AXPY 类操作

+

AXPY 是 BLAS 中函数,代表了诸如:

+

+

的操作。因此-p flag 即为$\alpha=1, \beta=1$,-m flag 即为$\alpha=1,\beta=-1$,-s 为$\alpha=?, \beta=0$。

+

例如将 SPIN1_CHG.cube 和 SPIN2_CHG.cube 相减可以获得自旋密度:

+
python3 cube_manipulator.py -i SPIN1_CHG.cube -m SPIN2_CHG.cube -o SPIN_DENSITY.cube
+
+
SPIN1_CHG.cube
图 1. SPIN1_CHG.cube
+
SPIN2_CHG.cube
图 2. SPIN2_CHG.cube
+
SPIN_DENSITY.cube
图 3. SPIN_DENSITY.cube
+

Profile1d 操作

+

在进行表面模型的功函数计算时,需要对 Hartree 势进行面积分,得到沿某个轴的 1 维曲线。我们分别使用 ELECTRON_DENSITY.cube 和 SPIN_DENSITY.cube 对该功能进行演示:

+
python3 cube_manipulator.py -i ELECTRON_DENSITY.cube --p1d x -o charge1d.dat
+python3 cube_manipulator.py -i SPIN_DENSITY.cube --p1d x -o spin1d.dat
+
+

即对 yz 平面进行积分,进行简单的绘图:

+
charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75
图 4. charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75
+
spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期
图 5. spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期
+

Slice2d 操作

+

有时我们会考察某个截面的电子密度,对原子周围电子的局域化程度进行分析。我们仍然分别使用 ELECTRON_DENSITY.cube 和 SPIN_DENSITY.cube 对该功能进行演示:

+
python3 cube_manipulator.py -i ELECTRON_DENSITY.cube --s2d x=0 -o charge2d_000.dat
+python3 cube_manipulator.py -i ELECTRON_DENSITY.cube --s2d x=0.25 -o charge2d_025.dat
+python3 cube_manipulator.py -i ELECTRON_DENSITY.cube --s2d x=0.5 -o charge2d_050.dat
+
+python3 cube_manipulator.py -i SPIN_DENSITY.cube --s2d x=0 -o spin2d_000.dat
+python3 cube_manipulator.py -i SPIN_DENSITY.cube --s2d x=0.25 -o spin2d_025.dat
+python3 cube_manipulator.py -i SPIN_DENSITY.cube --s2d x=0.5 -o spin2d_050.dat
+
+

进行简单绘图,电荷密度:

+
charge2d_000.dat
图 6. charge2d_000.dat
+
charge2d_025.dat
图 7. charge2d_025.dat
+
charge2d_050.dat
图 8. charge2d_050.dat
+

自旋密度:

+
spin2d_000.dat
图 9. spin2d_000.dat
+
spin2d_025.dat
图 10. spin2d_025.dat
+
spin2d_050.dat
图 11. spin2d_050.dat
+

Have a question? Submit issue!

+

如果在使用 ABACUS+Bader Analysis 过程中发现了 bug 或者运行结果不达预期,可以在 deepmodeling/abacus-develop 仓库下提交 issue。

+
Copyright © mcresearch.gitee.io 2023 all right reserved,powered by Gitbook该文章修订时间: +2024-07-14 14:58:20 +
+ +
+ +
+
+
+ +

results matching ""

+
    + +
    +
    + +

    No results matching ""

    + +
    +
    +
    + +
    +
    + +
    + + + + + + + + + + +
    + + +
    + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/_book/abacus-candela.html b/_book/abacus-candela.html index 064a8e4f..20ff443c 100644 --- a/_book/abacus-candela.html +++ b/_book/abacus-candela.html @@ -603,6 +603,19 @@ + + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1356,7 +1382,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+Candela 使用教程","level":"1.1.30","depth":2,"next":{"title":"ABACUS+USPEX 接口教程","level":"1.1.31","depth":2,"path":"abacus-uspex.md","ref":"abacus-uspex.md","articles":[]},"previous":{"title":"ABACUS+LibRI 做杂化泛函计算教程","level":"1.1.29","depth":2,"path":"abacus-libri.md","ref":"abacus-libri.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-candela.md","mtime":"2023-12-13T03:02:29.991Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+Candela 使用教程","level":"1.1.30","depth":2,"next":{"title":"ABACUS+USPEX 接口教程","level":"1.1.31","depth":2,"path":"abacus-uspex.md","ref":"abacus-uspex.md","articles":[]},"previous":{"title":"ABACUS+LibRI 做杂化泛函计算教程","level":"1.1.29","depth":2,"path":"abacus-libri.md","ref":"abacus-libri.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-candela.md","mtime":"2023-12-13T03:02:29.991Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-conv.html b/_book/abacus-conv.html index 3cf4f4af..d5622e1e 100644 --- a/_book/abacus-conv.html +++ b/_book/abacus-conv.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1278,7 +1304,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 收敛性问题解决手册","level":"1.1.8","depth":2,"next":{"title":"模守恒赝势生成方法简介","level":"1.1.9","depth":2,"path":"abacus-upf.md","ref":"abacus-upf.md","articles":[]},"previous":{"title":"ABACUS 答疑手册","level":"1.1.7","depth":2,"path":"abacus-question.md","ref":"abacus-question.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-conv.md","mtime":"2024-02-22T04:50:47.014Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 收敛性问题解决手册","level":"1.1.8","depth":2,"next":{"title":"模守恒赝势生成方法简介","level":"1.1.9","depth":2,"path":"abacus-upf.md","ref":"abacus-upf.md","articles":[]},"previous":{"title":"ABACUS 答疑手册","level":"1.1.7","depth":2,"path":"abacus-question.md","ref":"abacus-question.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-conv.md","mtime":"2024-02-22T04:50:47.014Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-dcu.html b/_book/abacus-dcu.html index 949eb82a..3004a455 100644 --- a/_book/abacus-dcu.html +++ b/_book/abacus-dcu.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1327,7 +1353,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 在曙光 DCU 集群上的编译与使用","level":"1.1.6","depth":2,"next":{"title":"ABACUS 答疑手册","level":"1.1.7","depth":2,"path":"abacus-question.md","ref":"abacus-question.md","articles":[]},"previous":{"title":"在超算环境编译 ABACUS 的建议","level":"1.1.5","depth":2,"path":"abacus-hpc.md","ref":"abacus-hpc.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-dcu.md","mtime":"2023-08-04T02:08:19.202Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 在曙光 DCU 集群上的编译与使用","level":"1.1.6","depth":2,"next":{"title":"ABACUS 答疑手册","level":"1.1.7","depth":2,"path":"abacus-question.md","ref":"abacus-question.md","articles":[]},"previous":{"title":"在超算环境编译 ABACUS 的建议","level":"1.1.5","depth":2,"path":"abacus-hpc.md","ref":"abacus-hpc.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-dcu.md","mtime":"2023-08-04T02:08:19.202Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-dos.html b/_book/abacus-dos.html index 9ba02b38..14fcf8bf 100644 --- a/_book/abacus-dos.html +++ b/_book/abacus-dos.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1297,7 +1323,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+Atomkit 计算态密度和能带","level":"1.1.25","depth":2,"next":{"title":"ABACUS+Phonopy 计算声子谱","level":"1.1.26","depth":2,"path":"abacus-phonopy.md","ref":"abacus-phonopy.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(六):补偿电荷","level":"1.1.24","depth":2,"path":"abacus-surface6.md","ref":"abacus-surface6.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-dos.md","mtime":"2024-04-22T12:24:44.516Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+Atomkit 计算态密度和能带","level":"1.1.25","depth":2,"next":{"title":"ABACUS+Phonopy 计算声子谱","level":"1.1.26","depth":2,"path":"abacus-phonopy.md","ref":"abacus-phonopy.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(六):补偿电荷","level":"1.1.24","depth":2,"path":"abacus-surface6.md","ref":"abacus-surface6.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-dos.md","mtime":"2024-04-22T12:24:44.516Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-dpgen.html b/_book/abacus-dpgen.html index 757ddcb7..4cb90d48 100644 --- a/_book/abacus-dpgen.html +++ b/_book/abacus-dpgen.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1649,7 +1675,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+DPGEN 使用教程","level":"1.1.28","depth":2,"next":{"title":"ABACUS+LibRI 做杂化泛函计算教程","level":"1.1.29","depth":2,"path":"abacus-libri.md","ref":"abacus-libri.md","articles":[]},"previous":{"title":"ABACUS+ShengBTE 计算晶格热导率","level":"1.1.27","depth":2,"path":"abacus-shengbte.md","ref":"abacus-shengbte.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-dpgen.md","mtime":"2023-09-25T02:30:38.879Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+DPGEN 使用教程","level":"1.1.28","depth":2,"next":{"title":"ABACUS+LibRI 做杂化泛函计算教程","level":"1.1.29","depth":2,"path":"abacus-libri.md","ref":"abacus-libri.md","articles":[]},"previous":{"title":"ABACUS+ShengBTE 计算晶格热导率","level":"1.1.27","depth":2,"path":"abacus-shengbte.md","ref":"abacus-shengbte.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-dpgen.md","mtime":"2023-09-25T02:30:38.879Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-elastic.html b/_book/abacus-elastic.html index ddffdfba..1332dbf5 100644 --- a/_book/abacus-elastic.html +++ b/_book/abacus-elastic.html @@ -106,6 +106,8 @@ + + @@ -601,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -739,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -752,7 +780,7 @@
  • -
  • +
  • @@ -765,7 +793,7 @@
  • -
  • +
  • @@ -778,7 +806,7 @@
  • -
  • +
  • @@ -791,7 +819,7 @@
  • -
  • +
  • @@ -804,7 +832,7 @@
  • -
  • +
  • @@ -817,7 +845,7 @@
  • -
  • +
  • @@ -830,7 +858,7 @@
  • -
  • +
  • @@ -843,7 +871,7 @@
  • -
  • +
  • @@ -856,7 +884,7 @@
  • -
  • +
  • @@ -869,7 +897,7 @@
  • -
  • +
  • @@ -882,7 +910,7 @@
  • -
  • +
  • @@ -895,7 +923,7 @@
  • -
  • +
  • @@ -908,7 +936,7 @@
  • -
  • +
  • @@ -921,7 +949,7 @@
  • -
  • +
  • @@ -934,7 +962,7 @@
  • -
  • +
  • @@ -947,7 +975,7 @@
  • -
  • +
  • @@ -960,7 +988,7 @@
  • -
  • +
  • @@ -1217,11 +1245,15 @@

    No results matching " + + + + + @@ -1229,7 +1261,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+pymatgen 计算弹性常数","level":"1.1.34","depth":2,"next":{"title":"ABACUS 开发者文档","level":"1.2","depth":1,"ref":"","articles":[{"title":"ABACUS 开源项目 C++ 代码规范","level":"1.2.1","depth":2,"path":"develop-C++.md","ref":"develop-C++.md","articles":[]},{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"path":"develop-format.md","ref":"develop-format.md","articles":[]},{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"path":"develop-dox.md","ref":"develop-dox.md","articles":[]},{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"path":"develop-issue.md","ref":"develop-issue.md","articles":[]},{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"path":"develop-input.md","ref":"develop-input.md","articles":[]},{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"path":"develop-rule.md","ref":"develop-rule.md","articles":[]},{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"path":"develop-formatter2.md","ref":"develop-formatter2.md","articles":[]},{"title":"ABACUS 全局数据结构和代码行数检测","level":"1.2.8","depth":2,"path":"develop-linedete.md","ref":"develop-linedete.md","articles":[]},{"title":"性能分析工具:vtune 快速上手教程","level":"1.2.9","depth":2,"path":"develop-vtune.md","ref":"develop-vtune.md","articles":[]},{"title":"ABACUS 中的测试(一):测试的重要性","level":"1.2.10","depth":2,"path":"develop-test1.md","ref":"develop-test1.md","articles":[]},{"title":"ABACUS 中的测试(二):测试工具 gtest","level":"1.2.11","depth":2,"path":"develop-test2.md","ref":"develop-test2.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 1","level":"1.2.12","depth":2,"path":"develop-path1.md","ref":"develop-path1.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.13","depth":2,"path":"develop-path2.md","ref":"develop-path2.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.14","depth":2,"path":"develop-path3.md","ref":"develop-path3.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.15","depth":2,"path":"develop-path4.md","ref":"develop-path4.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.16","depth":2,"path":"develop-path5.md","ref":"develop-path5.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.17","depth":2,"path":"develop-sm1.md","ref":"develop-sm1.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.18","depth":2,"path":"develop-path6.md","ref":"develop-path6.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.19","depth":2,"path":"develop-path7.md","ref":"develop-path7.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.20","depth":2,"path":"develop-path8.md","ref":"develop-path8.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.21","depth":2,"path":"develop-path9.md","ref":"develop-path9.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.22","depth":2,"path":"develop-path10.md","ref":"develop-path10.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.23","depth":2,"path":"develop-path11.md","ref":"develop-path11.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.24","depth":2,"path":"develop-sm2.md","ref":"develop-sm2.md","articles":[]},{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.25","depth":2,"path":"develop-addinp2.md","ref":"develop-addinp2.md","articles":[]},{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.26","depth":2,"path":"develop-addinp.md","ref":"develop-addinp.md","articles":[]},{"title":"C++ 程序设计的一些想法","level":"1.2.27","depth":2,"path":"develop-design.md","ref":"develop-design.md","articles":[]}]},"previous":{"title":"ABACUS+Wannier90 使用教程","level":"1.1.33","depth":2,"path":"abacus-wannier.md","ref":"abacus-wannier.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-elastic.md","mtime":"2024-07-12T13:19:27.960Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+pymatgen 计算弹性常数","level":"1.1.34","depth":2,"next":{"title":"ABACUS+Bader charge 分析教程","level":"1.1.35","depth":2,"path":"abacus-bader.md","ref":"abacus-bader.md","articles":[]},"previous":{"title":"ABACUS+Wannier90 使用教程","level":"1.1.33","depth":2,"path":"abacus-wannier.md","ref":"abacus-wannier.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-elastic.md","mtime":"2024-07-12T13:19:27.960Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-gcc.html b/_book/abacus-gcc.html index 163f9a09..03bb9554 100644 --- a/_book/abacus-gcc.html +++ b/_book/abacus-gcc.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1295,7 +1321,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"GCC 编译 ABACUS 教程","level":"1.1.1","depth":2,"next":{"title":"Intel oneAPI 2024.x 编译 ABACUS 教程","level":"1.1.2","depth":2,"path":"abacus-oneapi.md","ref":"abacus-oneapi.md","articles":[]},"previous":{"title":"ABACUS 使用教程","level":"1.1","depth":1,"path":"README.md","ref":"README.md","articles":[{"title":"GCC 编译 ABACUS 教程","level":"1.1.1","depth":2,"path":"abacus-gcc.md","ref":"abacus-gcc.md","articles":[]},{"title":"Intel oneAPI 2024.x 编译 ABACUS 教程","level":"1.1.2","depth":2,"path":"abacus-oneapi.md","ref":"abacus-oneapi.md","articles":[]},{"title":"Intel oneAPI 编译 ABACUS 教程","level":"1.1.3","depth":2,"path":"abacus-intel.md","ref":"abacus-intel.md","articles":[]},{"title":"编译 Nvidia GPU 版本的 ABACUS","level":"1.1.4","depth":2,"path":"abacus-gpu.md","ref":"abacus-gpu.md","articles":[]},{"title":"在超算环境编译 ABACUS 的建议","level":"1.1.5","depth":2,"path":"abacus-hpc.md","ref":"abacus-hpc.md","articles":[]},{"title":"ABACUS 在曙光 DCU 集群上的编译与使用","level":"1.1.6","depth":2,"path":"abacus-dcu.md","ref":"abacus-dcu.md","articles":[]},{"title":"ABACUS 答疑手册","level":"1.1.7","depth":2,"path":"abacus-question.md","ref":"abacus-question.md","articles":[]},{"title":"ABACUS 收敛性问题解决手册","level":"1.1.8","depth":2,"path":"abacus-conv.md","ref":"abacus-conv.md","articles":[]},{"title":"模守恒赝势生成方法简介","level":"1.1.9","depth":2,"path":"abacus-upf.md","ref":"abacus-upf.md","articles":[]},{"title":"数值原子轨道(一):ABACUS 中的数值原子轨道命名和使用方法","level":"1.1.10","depth":2,"path":"abacus-nac1.md","ref":"abacus-nac1.md","articles":[]},{"title":"数值原子轨道(二):生成给定模守恒赝势的数值原子轨道","level":"1.1.11","depth":2,"path":"abacus-nac2.md","ref":"abacus-nac2.md","articles":[]},{"title":"数值原子轨道(三):产生高精度数值原子轨道","level":"1.1.12","depth":2,"path":"abacus-nac3.md","ref":"abacus-nac3.md","articles":[]},{"title":"ABACUS 的平面波计算与收敛性测试","level":"1.1.13","depth":2,"path":"abacus-pw.md","ref":"abacus-pw.md","articles":[]},{"title":"ABACUS 分子动力学使用教程","level":"1.1.14","depth":2,"path":"abacus-md.md","ref":"abacus-md.md","articles":[]},{"title":"ABACUS 隐式溶剂模型使用教程","level":"1.1.15","depth":2,"path":"abacus-sol.md","ref":"abacus-sol.md","articles":[]},{"title":"ABACUS 随机波函数DFT方法使用教程","level":"1.1.16","depth":2,"path":"abacus-sdft.md","ref":"abacus-sdft.md","articles":[]},{"title":"ABACUS 无轨道密度泛函理论方法使用教程","level":"1.1.17","depth":2,"path":"abacus-ofdft.md","ref":"abacus-ofdft.md","articles":[]},{"title":"ABACUS 实时演化含时密度泛函理论使用教程","level":"1.1.18","depth":2,"path":"abacus-tddft.md","ref":"abacus-tddft.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(一):静电势和功函数","level":"1.1.19","depth":2,"path":"abacus-surface1.md","ref":"abacus-surface1.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(二):偶极修正","level":"1.1.20","depth":2,"path":"abacus-surface2.md","ref":"abacus-surface2.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(三):表面能计算","level":"1.1.21","depth":2,"path":"abacus-surface3.md","ref":"abacus-surface3.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(四):表面缺陷能和吸附能计算","level":"1.1.22","depth":2,"path":"abacus-surface4.md","ref":"abacus-surface4.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(五):外加电场","level":"1.1.23","depth":2,"path":"abacus-surface5.md","ref":"abacus-surface5.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(六):补偿电荷","level":"1.1.24","depth":2,"path":"abacus-surface6.md","ref":"abacus-surface6.md","articles":[]},{"title":"ABACUS+Atomkit 计算态密度和能带","level":"1.1.25","depth":2,"path":"abacus-dos.md","ref":"abacus-dos.md","articles":[]},{"title":"ABACUS+Phonopy 计算声子谱","level":"1.1.26","depth":2,"path":"abacus-phonopy.md","ref":"abacus-phonopy.md","articles":[]},{"title":"ABACUS+ShengBTE 计算晶格热导率","level":"1.1.27","depth":2,"path":"abacus-shengbte.md","ref":"abacus-shengbte.md","articles":[]},{"title":"ABACUS+DPGEN 使用教程","level":"1.1.28","depth":2,"path":"abacus-dpgen.md","ref":"abacus-dpgen.md","articles":[]},{"title":"ABACUS+LibRI 做杂化泛函计算教程","level":"1.1.29","depth":2,"path":"abacus-libri.md","ref":"abacus-libri.md","articles":[]},{"title":"ABACUS+Candela 使用教程","level":"1.1.30","depth":2,"path":"abacus-candela.md","ref":"abacus-candela.md","articles":[]},{"title":"ABACUS+USPEX 接口教程","level":"1.1.31","depth":2,"path":"abacus-uspex.md","ref":"abacus-uspex.md","articles":[]},{"title":"ABACUS+Hefei NAMD 使用教程","level":"1.1.32","depth":2,"path":"abacus-namd.md","ref":"abacus-namd.md","articles":[]},{"title":"ABACUS+Wannier90 使用教程","level":"1.1.33","depth":2,"path":"abacus-wannier.md","ref":"abacus-wannier.md","articles":[]},{"title":"ABACUS+pymatgen 计算弹性常数","level":"1.1.34","depth":2,"path":"abacus-elastic.md","ref":"abacus-elastic.md","articles":[]}]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-gcc.md","mtime":"2023-12-04T04:04:49.654Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"GCC 编译 ABACUS 教程","level":"1.1.1","depth":2,"next":{"title":"Intel oneAPI 2024.x 编译 ABACUS 教程","level":"1.1.2","depth":2,"path":"abacus-oneapi.md","ref":"abacus-oneapi.md","articles":[]},"previous":{"title":"ABACUS 使用教程","level":"1.1","depth":1,"path":"README.md","ref":"README.md","articles":[{"title":"GCC 编译 ABACUS 教程","level":"1.1.1","depth":2,"path":"abacus-gcc.md","ref":"abacus-gcc.md","articles":[]},{"title":"Intel oneAPI 2024.x 编译 ABACUS 教程","level":"1.1.2","depth":2,"path":"abacus-oneapi.md","ref":"abacus-oneapi.md","articles":[]},{"title":"Intel oneAPI 编译 ABACUS 教程","level":"1.1.3","depth":2,"path":"abacus-intel.md","ref":"abacus-intel.md","articles":[]},{"title":"编译 Nvidia GPU 版本的 ABACUS","level":"1.1.4","depth":2,"path":"abacus-gpu.md","ref":"abacus-gpu.md","articles":[]},{"title":"在超算环境编译 ABACUS 的建议","level":"1.1.5","depth":2,"path":"abacus-hpc.md","ref":"abacus-hpc.md","articles":[]},{"title":"ABACUS 在曙光 DCU 集群上的编译与使用","level":"1.1.6","depth":2,"path":"abacus-dcu.md","ref":"abacus-dcu.md","articles":[]},{"title":"ABACUS 答疑手册","level":"1.1.7","depth":2,"path":"abacus-question.md","ref":"abacus-question.md","articles":[]},{"title":"ABACUS 收敛性问题解决手册","level":"1.1.8","depth":2,"path":"abacus-conv.md","ref":"abacus-conv.md","articles":[]},{"title":"模守恒赝势生成方法简介","level":"1.1.9","depth":2,"path":"abacus-upf.md","ref":"abacus-upf.md","articles":[]},{"title":"数值原子轨道(一):ABACUS 中的数值原子轨道命名和使用方法","level":"1.1.10","depth":2,"path":"abacus-nac1.md","ref":"abacus-nac1.md","articles":[]},{"title":"数值原子轨道(二):生成给定模守恒赝势的数值原子轨道","level":"1.1.11","depth":2,"path":"abacus-nac2.md","ref":"abacus-nac2.md","articles":[]},{"title":"数值原子轨道(三):产生高精度数值原子轨道","level":"1.1.12","depth":2,"path":"abacus-nac3.md","ref":"abacus-nac3.md","articles":[]},{"title":"ABACUS 的平面波计算与收敛性测试","level":"1.1.13","depth":2,"path":"abacus-pw.md","ref":"abacus-pw.md","articles":[]},{"title":"ABACUS 分子动力学使用教程","level":"1.1.14","depth":2,"path":"abacus-md.md","ref":"abacus-md.md","articles":[]},{"title":"ABACUS 隐式溶剂模型使用教程","level":"1.1.15","depth":2,"path":"abacus-sol.md","ref":"abacus-sol.md","articles":[]},{"title":"ABACUS 随机波函数DFT方法使用教程","level":"1.1.16","depth":2,"path":"abacus-sdft.md","ref":"abacus-sdft.md","articles":[]},{"title":"ABACUS 无轨道密度泛函理论方法使用教程","level":"1.1.17","depth":2,"path":"abacus-ofdft.md","ref":"abacus-ofdft.md","articles":[]},{"title":"ABACUS 实时演化含时密度泛函理论使用教程","level":"1.1.18","depth":2,"path":"abacus-tddft.md","ref":"abacus-tddft.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(一):静电势和功函数","level":"1.1.19","depth":2,"path":"abacus-surface1.md","ref":"abacus-surface1.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(二):偶极修正","level":"1.1.20","depth":2,"path":"abacus-surface2.md","ref":"abacus-surface2.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(三):表面能计算","level":"1.1.21","depth":2,"path":"abacus-surface3.md","ref":"abacus-surface3.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(四):表面缺陷能和吸附能计算","level":"1.1.22","depth":2,"path":"abacus-surface4.md","ref":"abacus-surface4.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(五):外加电场","level":"1.1.23","depth":2,"path":"abacus-surface5.md","ref":"abacus-surface5.md","articles":[]},{"title":"采用 ABACUS 进行表面计算(六):补偿电荷","level":"1.1.24","depth":2,"path":"abacus-surface6.md","ref":"abacus-surface6.md","articles":[]},{"title":"ABACUS+Atomkit 计算态密度和能带","level":"1.1.25","depth":2,"path":"abacus-dos.md","ref":"abacus-dos.md","articles":[]},{"title":"ABACUS+Phonopy 计算声子谱","level":"1.1.26","depth":2,"path":"abacus-phonopy.md","ref":"abacus-phonopy.md","articles":[]},{"title":"ABACUS+ShengBTE 计算晶格热导率","level":"1.1.27","depth":2,"path":"abacus-shengbte.md","ref":"abacus-shengbte.md","articles":[]},{"title":"ABACUS+DPGEN 使用教程","level":"1.1.28","depth":2,"path":"abacus-dpgen.md","ref":"abacus-dpgen.md","articles":[]},{"title":"ABACUS+LibRI 做杂化泛函计算教程","level":"1.1.29","depth":2,"path":"abacus-libri.md","ref":"abacus-libri.md","articles":[]},{"title":"ABACUS+Candela 使用教程","level":"1.1.30","depth":2,"path":"abacus-candela.md","ref":"abacus-candela.md","articles":[]},{"title":"ABACUS+USPEX 接口教程","level":"1.1.31","depth":2,"path":"abacus-uspex.md","ref":"abacus-uspex.md","articles":[]},{"title":"ABACUS+Hefei NAMD 使用教程","level":"1.1.32","depth":2,"path":"abacus-namd.md","ref":"abacus-namd.md","articles":[]},{"title":"ABACUS+Wannier90 使用教程","level":"1.1.33","depth":2,"path":"abacus-wannier.md","ref":"abacus-wannier.md","articles":[]},{"title":"ABACUS+pymatgen 计算弹性常数","level":"1.1.34","depth":2,"path":"abacus-elastic.md","ref":"abacus-elastic.md","articles":[]},{"title":"ABACUS+Bader charge 分析教程","level":"1.1.35","depth":2,"path":"abacus-bader.md","ref":"abacus-bader.md","articles":[]}]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-gcc.md","mtime":"2023-12-04T04:04:49.654Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-gpu.html b/_book/abacus-gpu.html index ccb93d12..b0563c58 100644 --- a/_book/abacus-gpu.html +++ b/_book/abacus-gpu.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1195,7 +1221,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"编译 Nvidia GPU 版本的 ABACUS","level":"1.1.4","depth":2,"next":{"title":"在超算环境编译 ABACUS 的建议","level":"1.1.5","depth":2,"path":"abacus-hpc.md","ref":"abacus-hpc.md","articles":[]},"previous":{"title":"Intel oneAPI 编译 ABACUS 教程","level":"1.1.3","depth":2,"path":"abacus-intel.md","ref":"abacus-intel.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-gpu.md","mtime":"2024-03-15T07:08:11.178Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"编译 Nvidia GPU 版本的 ABACUS","level":"1.1.4","depth":2,"next":{"title":"在超算环境编译 ABACUS 的建议","level":"1.1.5","depth":2,"path":"abacus-hpc.md","ref":"abacus-hpc.md","articles":[]},"previous":{"title":"Intel oneAPI 编译 ABACUS 教程","level":"1.1.3","depth":2,"path":"abacus-intel.md","ref":"abacus-intel.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-gpu.md","mtime":"2024-03-15T07:08:11.178Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-hpc.html b/_book/abacus-hpc.html index 94b96e19..552fe872 100644 --- a/_book/abacus-hpc.html +++ b/_book/abacus-hpc.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1222,7 +1248,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"在超算环境编译 ABACUS 的建议","level":"1.1.5","depth":2,"next":{"title":"ABACUS 在曙光 DCU 集群上的编译与使用","level":"1.1.6","depth":2,"path":"abacus-dcu.md","ref":"abacus-dcu.md","articles":[]},"previous":{"title":"编译 Nvidia GPU 版本的 ABACUS","level":"1.1.4","depth":2,"path":"abacus-gpu.md","ref":"abacus-gpu.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-hpc.md","mtime":"2023-09-26T11:08:07.101Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"在超算环境编译 ABACUS 的建议","level":"1.1.5","depth":2,"next":{"title":"ABACUS 在曙光 DCU 集群上的编译与使用","level":"1.1.6","depth":2,"path":"abacus-dcu.md","ref":"abacus-dcu.md","articles":[]},"previous":{"title":"编译 Nvidia GPU 版本的 ABACUS","level":"1.1.4","depth":2,"path":"abacus-gpu.md","ref":"abacus-gpu.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-hpc.md","mtime":"2023-09-26T11:08:07.101Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-intel.html b/_book/abacus-intel.html index 69a10493..b80d7d50 100644 --- a/_book/abacus-intel.html +++ b/_book/abacus-intel.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1243,7 +1269,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Intel oneAPI 编译 ABACUS 教程","level":"1.1.3","depth":2,"next":{"title":"编译 Nvidia GPU 版本的 ABACUS","level":"1.1.4","depth":2,"path":"abacus-gpu.md","ref":"abacus-gpu.md","articles":[]},"previous":{"title":"Intel oneAPI 2024.x 编译 ABACUS 教程","level":"1.1.2","depth":2,"path":"abacus-oneapi.md","ref":"abacus-oneapi.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-intel.md","mtime":"2023-12-04T04:04:49.654Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Intel oneAPI 编译 ABACUS 教程","level":"1.1.3","depth":2,"next":{"title":"编译 Nvidia GPU 版本的 ABACUS","level":"1.1.4","depth":2,"path":"abacus-gpu.md","ref":"abacus-gpu.md","articles":[]},"previous":{"title":"Intel oneAPI 2024.x 编译 ABACUS 教程","level":"1.1.2","depth":2,"path":"abacus-oneapi.md","ref":"abacus-oneapi.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-intel.md","mtime":"2023-12-04T04:04:49.654Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-libri.html b/_book/abacus-libri.html index 2ebcdf36..ad2fa673 100644 --- a/_book/abacus-libri.html +++ b/_book/abacus-libri.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1275,7 +1301,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+LibRI 做杂化泛函计算教程","level":"1.1.29","depth":2,"next":{"title":"ABACUS+Candela 使用教程","level":"1.1.30","depth":2,"path":"abacus-candela.md","ref":"abacus-candela.md","articles":[]},"previous":{"title":"ABACUS+DPGEN 使用教程","level":"1.1.28","depth":2,"path":"abacus-dpgen.md","ref":"abacus-dpgen.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-libri.md","mtime":"2023-09-25T02:30:38.879Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+LibRI 做杂化泛函计算教程","level":"1.1.29","depth":2,"next":{"title":"ABACUS+Candela 使用教程","level":"1.1.30","depth":2,"path":"abacus-candela.md","ref":"abacus-candela.md","articles":[]},"previous":{"title":"ABACUS+DPGEN 使用教程","level":"1.1.28","depth":2,"path":"abacus-dpgen.md","ref":"abacus-dpgen.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-libri.md","mtime":"2023-09-25T02:30:38.879Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-md.html b/_book/abacus-md.html index 1e335621..4cc90275 100644 --- a/_book/abacus-md.html +++ b/_book/abacus-md.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1593,7 +1619,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 分子动力学使用教程","level":"1.1.14","depth":2,"next":{"title":"ABACUS 隐式溶剂模型使用教程","level":"1.1.15","depth":2,"path":"abacus-sol.md","ref":"abacus-sol.md","articles":[]},"previous":{"title":"ABACUS 的平面波计算与收敛性测试","level":"1.1.13","depth":2,"path":"abacus-pw.md","ref":"abacus-pw.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-md.md","mtime":"2023-09-25T02:30:38.787Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 分子动力学使用教程","level":"1.1.14","depth":2,"next":{"title":"ABACUS 隐式溶剂模型使用教程","level":"1.1.15","depth":2,"path":"abacus-sol.md","ref":"abacus-sol.md","articles":[]},"previous":{"title":"ABACUS 的平面波计算与收敛性测试","level":"1.1.13","depth":2,"path":"abacus-pw.md","ref":"abacus-pw.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-md.md","mtime":"2023-09-25T02:30:38.787Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-nac1.html b/_book/abacus-nac1.html index e76ffe50..b3903987 100644 --- a/_book/abacus-nac1.html +++ b/_book/abacus-nac1.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1220,7 +1246,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"数值原子轨道(一):ABACUS 中的数值原子轨道命名和使用方法","level":"1.1.10","depth":2,"next":{"title":"数值原子轨道(二):生成给定模守恒赝势的数值原子轨道","level":"1.1.11","depth":2,"path":"abacus-nac2.md","ref":"abacus-nac2.md","articles":[]},"previous":{"title":"模守恒赝势生成方法简介","level":"1.1.9","depth":2,"path":"abacus-upf.md","ref":"abacus-upf.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-nac1.md","mtime":"2023-08-28T08:22:24.034Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"数值原子轨道(一):ABACUS 中的数值原子轨道命名和使用方法","level":"1.1.10","depth":2,"next":{"title":"数值原子轨道(二):生成给定模守恒赝势的数值原子轨道","level":"1.1.11","depth":2,"path":"abacus-nac2.md","ref":"abacus-nac2.md","articles":[]},"previous":{"title":"模守恒赝势生成方法简介","level":"1.1.9","depth":2,"path":"abacus-upf.md","ref":"abacus-upf.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-nac1.md","mtime":"2023-08-28T08:22:24.034Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-nac2.html b/_book/abacus-nac2.html index dda94f55..e3e223cb 100644 --- a/_book/abacus-nac2.html +++ b/_book/abacus-nac2.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1522,7 +1548,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"数值原子轨道(二):生成给定模守恒赝势的数值原子轨道","level":"1.1.11","depth":2,"next":{"title":"数值原子轨道(三):产生高精度数值原子轨道","level":"1.1.12","depth":2,"path":"abacus-nac3.md","ref":"abacus-nac3.md","articles":[]},"previous":{"title":"数值原子轨道(一):ABACUS 中的数值原子轨道命名和使用方法","level":"1.1.10","depth":2,"path":"abacus-nac1.md","ref":"abacus-nac1.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-nac2.md","mtime":"2023-09-25T02:30:38.787Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"数值原子轨道(二):生成给定模守恒赝势的数值原子轨道","level":"1.1.11","depth":2,"next":{"title":"数值原子轨道(三):产生高精度数值原子轨道","level":"1.1.12","depth":2,"path":"abacus-nac3.md","ref":"abacus-nac3.md","articles":[]},"previous":{"title":"数值原子轨道(一):ABACUS 中的数值原子轨道命名和使用方法","level":"1.1.10","depth":2,"path":"abacus-nac1.md","ref":"abacus-nac1.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-nac2.md","mtime":"2023-09-25T02:30:38.787Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-nac3.html b/_book/abacus-nac3.html index dff480bf..f98cba64 100644 --- a/_book/abacus-nac3.html +++ b/_book/abacus-nac3.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1314,7 +1340,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"数值原子轨道(三):产生高精度数值原子轨道","level":"1.1.12","depth":2,"next":{"title":"ABACUS 的平面波计算与收敛性测试","level":"1.1.13","depth":2,"path":"abacus-pw.md","ref":"abacus-pw.md","articles":[]},"previous":{"title":"数值原子轨道(二):生成给定模守恒赝势的数值原子轨道","level":"1.1.11","depth":2,"path":"abacus-nac2.md","ref":"abacus-nac2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-nac3.md","mtime":"2023-09-25T02:30:38.911Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"数值原子轨道(三):产生高精度数值原子轨道","level":"1.1.12","depth":2,"next":{"title":"ABACUS 的平面波计算与收敛性测试","level":"1.1.13","depth":2,"path":"abacus-pw.md","ref":"abacus-pw.md","articles":[]},"previous":{"title":"数值原子轨道(二):生成给定模守恒赝势的数值原子轨道","level":"1.1.11","depth":2,"path":"abacus-nac2.md","ref":"abacus-nac2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-nac3.md","mtime":"2023-09-25T02:30:38.911Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-namd.html b/_book/abacus-namd.html index 54250698..0463d5bf 100644 --- a/_book/abacus-namd.html +++ b/_book/abacus-namd.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1287,7 +1313,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+Hefei NAMD 使用教程","level":"1.1.32","depth":2,"next":{"title":"ABACUS+Wannier90 使用教程","level":"1.1.33","depth":2,"path":"abacus-wannier.md","ref":"abacus-wannier.md","articles":[]},"previous":{"title":"ABACUS+USPEX 接口教程","level":"1.1.31","depth":2,"path":"abacus-uspex.md","ref":"abacus-uspex.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-namd.md","mtime":"2023-10-02T02:24:57.009Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+Hefei NAMD 使用教程","level":"1.1.32","depth":2,"next":{"title":"ABACUS+Wannier90 使用教程","level":"1.1.33","depth":2,"path":"abacus-wannier.md","ref":"abacus-wannier.md","articles":[]},"previous":{"title":"ABACUS+USPEX 接口教程","level":"1.1.31","depth":2,"path":"abacus-uspex.md","ref":"abacus-uspex.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-namd.md","mtime":"2023-10-02T02:24:57.009Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-ofdft.html b/_book/abacus-ofdft.html index 8e2dc9c9..09888492 100644 --- a/_book/abacus-ofdft.html +++ b/_book/abacus-ofdft.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1390,7 +1416,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 无轨道密度泛函理论方法使用教程","level":"1.1.17","depth":2,"next":{"title":"ABACUS 实时演化含时密度泛函理论使用教程","level":"1.1.18","depth":2,"path":"abacus-tddft.md","ref":"abacus-tddft.md","articles":[]},"previous":{"title":"ABACUS 随机波函数DFT方法使用教程","level":"1.1.16","depth":2,"path":"abacus-sdft.md","ref":"abacus-sdft.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-ofdft.md","mtime":"2023-09-25T02:30:38.763Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 无轨道密度泛函理论方法使用教程","level":"1.1.17","depth":2,"next":{"title":"ABACUS 实时演化含时密度泛函理论使用教程","level":"1.1.18","depth":2,"path":"abacus-tddft.md","ref":"abacus-tddft.md","articles":[]},"previous":{"title":"ABACUS 随机波函数DFT方法使用教程","level":"1.1.16","depth":2,"path":"abacus-sdft.md","ref":"abacus-sdft.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-ofdft.md","mtime":"2023-09-25T02:30:38.763Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-oneapi.html b/_book/abacus-oneapi.html index 7e9bc777..ac89ebbd 100644 --- a/_book/abacus-oneapi.html +++ b/_book/abacus-oneapi.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1522,7 +1548,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Intel oneAPI 2024.x 编译 ABACUS 教程","level":"1.1.2","depth":2,"next":{"title":"Intel oneAPI 编译 ABACUS 教程","level":"1.1.3","depth":2,"path":"abacus-intel.md","ref":"abacus-intel.md","articles":[]},"previous":{"title":"GCC 编译 ABACUS 教程","level":"1.1.1","depth":2,"path":"abacus-gcc.md","ref":"abacus-gcc.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-oneapi.md","mtime":"2024-07-14T02:09:27.821Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Intel oneAPI 2024.x 编译 ABACUS 教程","level":"1.1.2","depth":2,"next":{"title":"Intel oneAPI 编译 ABACUS 教程","level":"1.1.3","depth":2,"path":"abacus-intel.md","ref":"abacus-intel.md","articles":[]},"previous":{"title":"GCC 编译 ABACUS 教程","level":"1.1.1","depth":2,"path":"abacus-gcc.md","ref":"abacus-gcc.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-oneapi.md","mtime":"2024-07-14T02:09:27.821Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-phonopy.html b/_book/abacus-phonopy.html index bb9b519f..787a985e 100644 --- a/_book/abacus-phonopy.html +++ b/_book/abacus-phonopy.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1309,7 +1335,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+Phonopy 计算声子谱","level":"1.1.26","depth":2,"next":{"title":"ABACUS+ShengBTE 计算晶格热导率","level":"1.1.27","depth":2,"path":"abacus-shengbte.md","ref":"abacus-shengbte.md","articles":[]},"previous":{"title":"ABACUS+Atomkit 计算态密度和能带","level":"1.1.25","depth":2,"path":"abacus-dos.md","ref":"abacus-dos.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-phonopy.md","mtime":"2024-03-15T07:05:26.742Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+Phonopy 计算声子谱","level":"1.1.26","depth":2,"next":{"title":"ABACUS+ShengBTE 计算晶格热导率","level":"1.1.27","depth":2,"path":"abacus-shengbte.md","ref":"abacus-shengbte.md","articles":[]},"previous":{"title":"ABACUS+Atomkit 计算态密度和能带","level":"1.1.25","depth":2,"path":"abacus-dos.md","ref":"abacus-dos.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-phonopy.md","mtime":"2024-03-15T07:05:26.742Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-pw.html b/_book/abacus-pw.html index 59cfa7fb..c231ec64 100644 --- a/_book/abacus-pw.html +++ b/_book/abacus-pw.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1403,7 +1429,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 的平面波计算与收敛性测试","level":"1.1.13","depth":2,"next":{"title":"ABACUS 分子动力学使用教程","level":"1.1.14","depth":2,"path":"abacus-md.md","ref":"abacus-md.md","articles":[]},"previous":{"title":"数值原子轨道(三):产生高精度数值原子轨道","level":"1.1.12","depth":2,"path":"abacus-nac3.md","ref":"abacus-nac3.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-pw.md","mtime":"2024-04-10T01:55:27.154Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 的平面波计算与收敛性测试","level":"1.1.13","depth":2,"next":{"title":"ABACUS 分子动力学使用教程","level":"1.1.14","depth":2,"path":"abacus-md.md","ref":"abacus-md.md","articles":[]},"previous":{"title":"数值原子轨道(三):产生高精度数值原子轨道","level":"1.1.12","depth":2,"path":"abacus-nac3.md","ref":"abacus-nac3.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-pw.md","mtime":"2024-04-10T01:55:27.154Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-question.html b/_book/abacus-question.html index 2eeb7ba6..006dedd1 100644 --- a/_book/abacus-question.html +++ b/_book/abacus-question.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1255,7 +1281,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 答疑手册","level":"1.1.7","depth":2,"next":{"title":"ABACUS 收敛性问题解决手册","level":"1.1.8","depth":2,"path":"abacus-conv.md","ref":"abacus-conv.md","articles":[]},"previous":{"title":"ABACUS 在曙光 DCU 集群上的编译与使用","level":"1.1.6","depth":2,"path":"abacus-dcu.md","ref":"abacus-dcu.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-question.md","mtime":"2024-04-05T09:37:42.285Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 答疑手册","level":"1.1.7","depth":2,"next":{"title":"ABACUS 收敛性问题解决手册","level":"1.1.8","depth":2,"path":"abacus-conv.md","ref":"abacus-conv.md","articles":[]},"previous":{"title":"ABACUS 在曙光 DCU 集群上的编译与使用","level":"1.1.6","depth":2,"path":"abacus-dcu.md","ref":"abacus-dcu.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-question.md","mtime":"2024-04-05T09:37:42.285Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-sdft.html b/_book/abacus-sdft.html index b57fc6e7..eee73673 100644 --- a/_book/abacus-sdft.html +++ b/_book/abacus-sdft.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1288,7 +1314,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 随机波函数DFT方法使用教程","level":"1.1.16","depth":2,"next":{"title":"ABACUS 无轨道密度泛函理论方法使用教程","level":"1.1.17","depth":2,"path":"abacus-ofdft.md","ref":"abacus-ofdft.md","articles":[]},"previous":{"title":"ABACUS 隐式溶剂模型使用教程","level":"1.1.15","depth":2,"path":"abacus-sol.md","ref":"abacus-sol.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-sdft.md","mtime":"2023-09-25T02:30:38.787Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 随机波函数DFT方法使用教程","level":"1.1.16","depth":2,"next":{"title":"ABACUS 无轨道密度泛函理论方法使用教程","level":"1.1.17","depth":2,"path":"abacus-ofdft.md","ref":"abacus-ofdft.md","articles":[]},"previous":{"title":"ABACUS 隐式溶剂模型使用教程","level":"1.1.15","depth":2,"path":"abacus-sol.md","ref":"abacus-sol.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-sdft.md","mtime":"2023-09-25T02:30:38.787Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-shengbte.html b/_book/abacus-shengbte.html index aa471cfb..2792b531 100644 --- a/_book/abacus-shengbte.html +++ b/_book/abacus-shengbte.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1299,7 +1325,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+ShengBTE 计算晶格热导率","level":"1.1.27","depth":2,"next":{"title":"ABACUS+DPGEN 使用教程","level":"1.1.28","depth":2,"path":"abacus-dpgen.md","ref":"abacus-dpgen.md","articles":[]},"previous":{"title":"ABACUS+Phonopy 计算声子谱","level":"1.1.26","depth":2,"path":"abacus-phonopy.md","ref":"abacus-phonopy.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-shengbte.md","mtime":"2023-09-25T02:30:38.787Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+ShengBTE 计算晶格热导率","level":"1.1.27","depth":2,"next":{"title":"ABACUS+DPGEN 使用教程","level":"1.1.28","depth":2,"path":"abacus-dpgen.md","ref":"abacus-dpgen.md","articles":[]},"previous":{"title":"ABACUS+Phonopy 计算声子谱","level":"1.1.26","depth":2,"path":"abacus-phonopy.md","ref":"abacus-phonopy.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-shengbte.md","mtime":"2023-09-25T02:30:38.787Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-sol.html b/_book/abacus-sol.html index fa2026a3..241a5dd9 100644 --- a/_book/abacus-sol.html +++ b/_book/abacus-sol.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1217,7 +1243,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 隐式溶剂模型使用教程","level":"1.1.15","depth":2,"next":{"title":"ABACUS 随机波函数DFT方法使用教程","level":"1.1.16","depth":2,"path":"abacus-sdft.md","ref":"abacus-sdft.md","articles":[]},"previous":{"title":"ABACUS 分子动力学使用教程","level":"1.1.14","depth":2,"path":"abacus-md.md","ref":"abacus-md.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-sol.md","mtime":"2023-10-02T02:20:41.508Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 隐式溶剂模型使用教程","level":"1.1.15","depth":2,"next":{"title":"ABACUS 随机波函数DFT方法使用教程","level":"1.1.16","depth":2,"path":"abacus-sdft.md","ref":"abacus-sdft.md","articles":[]},"previous":{"title":"ABACUS 分子动力学使用教程","level":"1.1.14","depth":2,"path":"abacus-md.md","ref":"abacus-md.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-sol.md","mtime":"2023-10-02T02:20:41.508Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-surface1.html b/_book/abacus-surface1.html index 1a18f246..e740ea8d 100644 --- a/_book/abacus-surface1.html +++ b/_book/abacus-surface1.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1288,7 +1314,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(一):静电势和功函数","level":"1.1.19","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(二):偶极修正","level":"1.1.20","depth":2,"path":"abacus-surface2.md","ref":"abacus-surface2.md","articles":[]},"previous":{"title":"ABACUS 实时演化含时密度泛函理论使用教程","level":"1.1.18","depth":2,"path":"abacus-tddft.md","ref":"abacus-tddft.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface1.md","mtime":"2023-10-09T04:03:12.090Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(一):静电势和功函数","level":"1.1.19","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(二):偶极修正","level":"1.1.20","depth":2,"path":"abacus-surface2.md","ref":"abacus-surface2.md","articles":[]},"previous":{"title":"ABACUS 实时演化含时密度泛函理论使用教程","level":"1.1.18","depth":2,"path":"abacus-tddft.md","ref":"abacus-tddft.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface1.md","mtime":"2023-10-09T04:03:12.090Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-surface2.html b/_book/abacus-surface2.html index 360da567..0e687088 100644 --- a/_book/abacus-surface2.html +++ b/_book/abacus-surface2.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1228,7 +1254,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(二):偶极修正","level":"1.1.20","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(三):表面能计算","level":"1.1.21","depth":2,"path":"abacus-surface3.md","ref":"abacus-surface3.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(一):静电势和功函数","level":"1.1.19","depth":2,"path":"abacus-surface1.md","ref":"abacus-surface1.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface2.md","mtime":"2023-09-20T08:41:21.729Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(二):偶极修正","level":"1.1.20","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(三):表面能计算","level":"1.1.21","depth":2,"path":"abacus-surface3.md","ref":"abacus-surface3.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(一):静电势和功函数","level":"1.1.19","depth":2,"path":"abacus-surface1.md","ref":"abacus-surface1.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface2.md","mtime":"2023-09-20T08:41:21.729Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-surface3.html b/_book/abacus-surface3.html index 96e00997..bd318b9f 100644 --- a/_book/abacus-surface3.html +++ b/_book/abacus-surface3.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1223,7 +1249,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(三):表面能计算","level":"1.1.21","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(四):表面缺陷能和吸附能计算","level":"1.1.22","depth":2,"path":"abacus-surface4.md","ref":"abacus-surface4.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(二):偶极修正","level":"1.1.20","depth":2,"path":"abacus-surface2.md","ref":"abacus-surface2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface3.md","mtime":"2023-10-12T15:15:47.195Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(三):表面能计算","level":"1.1.21","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(四):表面缺陷能和吸附能计算","level":"1.1.22","depth":2,"path":"abacus-surface4.md","ref":"abacus-surface4.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(二):偶极修正","level":"1.1.20","depth":2,"path":"abacus-surface2.md","ref":"abacus-surface2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface3.md","mtime":"2023-10-12T15:15:47.195Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-surface4.html b/_book/abacus-surface4.html index 6d227898..91db3084 100644 --- a/_book/abacus-surface4.html +++ b/_book/abacus-surface4.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1216,7 +1242,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(四):表面缺陷能和吸附能计算","level":"1.1.22","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(五):外加电场","level":"1.1.23","depth":2,"path":"abacus-surface5.md","ref":"abacus-surface5.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(三):表面能计算","level":"1.1.21","depth":2,"path":"abacus-surface3.md","ref":"abacus-surface3.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface4.md","mtime":"2023-10-14T03:02:06.767Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(四):表面缺陷能和吸附能计算","level":"1.1.22","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(五):外加电场","level":"1.1.23","depth":2,"path":"abacus-surface5.md","ref":"abacus-surface5.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(三):表面能计算","level":"1.1.21","depth":2,"path":"abacus-surface3.md","ref":"abacus-surface3.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface4.md","mtime":"2023-10-14T03:02:06.767Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-surface5.html b/_book/abacus-surface5.html index 53a0cdd8..eda6ccda 100644 --- a/_book/abacus-surface5.html +++ b/_book/abacus-surface5.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1241,7 +1267,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(五):外加电场","level":"1.1.23","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(六):补偿电荷","level":"1.1.24","depth":2,"path":"abacus-surface6.md","ref":"abacus-surface6.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(四):表面缺陷能和吸附能计算","level":"1.1.22","depth":2,"path":"abacus-surface4.md","ref":"abacus-surface4.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface5.md","mtime":"2023-09-20T08:44:22.870Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(五):外加电场","level":"1.1.23","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(六):补偿电荷","level":"1.1.24","depth":2,"path":"abacus-surface6.md","ref":"abacus-surface6.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(四):表面缺陷能和吸附能计算","level":"1.1.22","depth":2,"path":"abacus-surface4.md","ref":"abacus-surface4.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface5.md","mtime":"2023-09-20T08:44:22.870Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-surface6.html b/_book/abacus-surface6.html index d566fff4..8edfad61 100644 --- a/_book/abacus-surface6.html +++ b/_book/abacus-surface6.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1233,7 +1259,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(六):补偿电荷","level":"1.1.24","depth":2,"next":{"title":"ABACUS+Atomkit 计算态密度和能带","level":"1.1.25","depth":2,"path":"abacus-dos.md","ref":"abacus-dos.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(五):外加电场","level":"1.1.23","depth":2,"path":"abacus-surface5.md","ref":"abacus-surface5.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface6.md","mtime":"2024-01-04T12:50:58.320Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"采用 ABACUS 进行表面计算(六):补偿电荷","level":"1.1.24","depth":2,"next":{"title":"ABACUS+Atomkit 计算态密度和能带","level":"1.1.25","depth":2,"path":"abacus-dos.md","ref":"abacus-dos.md","articles":[]},"previous":{"title":"采用 ABACUS 进行表面计算(五):外加电场","level":"1.1.23","depth":2,"path":"abacus-surface5.md","ref":"abacus-surface5.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-surface6.md","mtime":"2024-01-04T12:50:58.320Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-tddft.html b/_book/abacus-tddft.html index 27e16bf6..15395b67 100644 --- a/_book/abacus-tddft.html +++ b/_book/abacus-tddft.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1319,7 +1345,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 实时演化含时密度泛函理论使用教程","level":"1.1.18","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(一):静电势和功函数","level":"1.1.19","depth":2,"path":"abacus-surface1.md","ref":"abacus-surface1.md","articles":[]},"previous":{"title":"ABACUS 无轨道密度泛函理论方法使用教程","level":"1.1.17","depth":2,"path":"abacus-ofdft.md","ref":"abacus-ofdft.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-tddft.md","mtime":"2024-07-11T14:36:27.079Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 实时演化含时密度泛函理论使用教程","level":"1.1.18","depth":2,"next":{"title":"采用 ABACUS 进行表面计算(一):静电势和功函数","level":"1.1.19","depth":2,"path":"abacus-surface1.md","ref":"abacus-surface1.md","articles":[]},"previous":{"title":"ABACUS 无轨道密度泛函理论方法使用教程","level":"1.1.17","depth":2,"path":"abacus-ofdft.md","ref":"abacus-ofdft.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-tddft.md","mtime":"2024-07-11T14:36:27.079Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-upf.html b/_book/abacus-upf.html index 94ffe83b..26ef91cb 100644 --- a/_book/abacus-upf.html +++ b/_book/abacus-upf.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1575,7 +1601,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"模守恒赝势生成方法简介","level":"1.1.9","depth":2,"next":{"title":"数值原子轨道(一):ABACUS 中的数值原子轨道命名和使用方法","level":"1.1.10","depth":2,"path":"abacus-nac1.md","ref":"abacus-nac1.md","articles":[]},"previous":{"title":"ABACUS 收敛性问题解决手册","level":"1.1.8","depth":2,"path":"abacus-conv.md","ref":"abacus-conv.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-upf.md","mtime":"2024-06-19T07:01:20.835Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"模守恒赝势生成方法简介","level":"1.1.9","depth":2,"next":{"title":"数值原子轨道(一):ABACUS 中的数值原子轨道命名和使用方法","level":"1.1.10","depth":2,"path":"abacus-nac1.md","ref":"abacus-nac1.md","articles":[]},"previous":{"title":"ABACUS 收敛性问题解决手册","level":"1.1.8","depth":2,"path":"abacus-conv.md","ref":"abacus-conv.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-upf.md","mtime":"2024-06-19T07:01:20.835Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-uspex.html b/_book/abacus-uspex.html index 5b414c55..9f0666d8 100644 --- a/_book/abacus-uspex.html +++ b/_book/abacus-uspex.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1404,7 +1430,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+USPEX 接口教程","level":"1.1.31","depth":2,"next":{"title":"ABACUS+Hefei NAMD 使用教程","level":"1.1.32","depth":2,"path":"abacus-namd.md","ref":"abacus-namd.md","articles":[]},"previous":{"title":"ABACUS+Candela 使用教程","level":"1.1.30","depth":2,"path":"abacus-candela.md","ref":"abacus-candela.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-uspex.md","mtime":"2023-09-14T07:07:32.893Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+USPEX 接口教程","level":"1.1.31","depth":2,"next":{"title":"ABACUS+Hefei NAMD 使用教程","level":"1.1.32","depth":2,"path":"abacus-namd.md","ref":"abacus-namd.md","articles":[]},"previous":{"title":"ABACUS+Candela 使用教程","level":"1.1.30","depth":2,"path":"abacus-candela.md","ref":"abacus-candela.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-uspex.md","mtime":"2023-09-14T07:07:32.893Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/abacus-wannier.html b/_book/abacus-wannier.html index 5cff5093..197f3bd6 100644 --- a/_book/abacus-wannier.html +++ b/_book/abacus-wannier.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1279,7 +1305,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS+Wannier90 使用教程","level":"1.1.33","depth":2,"next":{"title":"ABACUS+pymatgen 计算弹性常数","level":"1.1.34","depth":2,"path":"abacus-elastic.md","ref":"abacus-elastic.md","articles":[]},"previous":{"title":"ABACUS+Hefei NAMD 使用教程","level":"1.1.32","depth":2,"path":"abacus-namd.md","ref":"abacus-namd.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-wannier.md","mtime":"2023-11-10T02:15:08.728Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS+Wannier90 使用教程","level":"1.1.33","depth":2,"next":{"title":"ABACUS+pymatgen 计算弹性常数","level":"1.1.34","depth":2,"path":"abacus-elastic.md","ref":"abacus-elastic.md","articles":[]},"previous":{"title":"ABACUS+Hefei NAMD 使用教程","level":"1.1.32","depth":2,"path":"abacus-namd.md","ref":"abacus-namd.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"abacus-wannier.md","mtime":"2023-11-10T02:15:08.728Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/algorithm-delta.html b/_book/algorithm-delta.html index 404c9e19..ce4e32b9 100644 --- a/_book/algorithm-delta.html +++ b/_book/algorithm-delta.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1272,7 +1298,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"在 ABACUS 中进行差分测试","level":"1.3.3","depth":2,"next":{"title":"ABACUS 新闻稿整理","level":"1.4","depth":1,"path":"news.md","ref":"news.md","articles":[]},"previous":{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"path":"algorithm-mix.md","ref":"algorithm-mix.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"algorithm-delta.md","mtime":"2024-04-03T08:28:21.843Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"在 ABACUS 中进行差分测试","level":"1.3.3","depth":2,"next":{"title":"ABACUS 新闻稿整理","level":"1.4","depth":1,"path":"news.md","ref":"news.md","articles":[]},"previous":{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"path":"algorithm-mix.md","ref":"algorithm-mix.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"algorithm-delta.md","mtime":"2024-04-03T08:28:21.843Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/algorithm-mix.html b/_book/algorithm-mix.html index 93683bae..ad5b7cd3 100644 --- a/_book/algorithm-mix.html +++ b/_book/algorithm-mix.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1373,7 +1399,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"next":{"title":"在 ABACUS 中进行差分测试","level":"1.3.3","depth":2,"path":"algorithm-delta.md","ref":"algorithm-delta.md","articles":[]},"previous":{"title":"最大局域化 Wannier 函数方法简介","level":"1.3.1","depth":2,"path":"algorithm-wannier.md","ref":"algorithm-wannier.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"algorithm-mix.md","mtime":"2023-11-10T02:06:33.630Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"next":{"title":"在 ABACUS 中进行差分测试","level":"1.3.3","depth":2,"path":"algorithm-delta.md","ref":"algorithm-delta.md","articles":[]},"previous":{"title":"最大局域化 Wannier 函数方法简介","level":"1.3.1","depth":2,"path":"algorithm-wannier.md","ref":"algorithm-wannier.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"algorithm-mix.md","mtime":"2023-11-10T02:06:33.630Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/algorithm-wannier.html b/_book/algorithm-wannier.html index 703fc645..e2535e8f 100644 --- a/_book/algorithm-wannier.html +++ b/_book/algorithm-wannier.html @@ -601,6 +601,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -739,7 +752,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -752,7 +778,7 @@
  • -
  • +
  • @@ -765,7 +791,7 @@
  • -
  • +
  • @@ -778,7 +804,7 @@
  • -
  • +
  • @@ -791,7 +817,7 @@
  • -
  • +
  • @@ -804,7 +830,7 @@
  • -
  • +
  • @@ -817,7 +843,7 @@
  • -
  • +
  • @@ -830,7 +856,7 @@
  • -
  • +
  • @@ -843,7 +869,7 @@
  • -
  • +
  • @@ -856,7 +882,7 @@
  • -
  • +
  • @@ -869,7 +895,7 @@
  • -
  • +
  • @@ -882,7 +908,7 @@
  • -
  • +
  • @@ -895,7 +921,7 @@
  • -
  • +
  • @@ -908,7 +934,7 @@
  • -
  • +
  • @@ -921,7 +947,7 @@
  • -
  • +
  • @@ -934,7 +960,7 @@
  • -
  • +
  • @@ -947,7 +973,7 @@
  • -
  • +
  • @@ -960,7 +986,7 @@
  • -
  • +
  • @@ -1280,7 +1306,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"最大局域化 Wannier 函数方法简介","level":"1.3.1","depth":2,"next":{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"path":"algorithm-mix.md","ref":"algorithm-mix.md","articles":[]},"previous":{"title":"算法文档","level":"1.3","depth":1,"ref":"","articles":[{"title":"最大局域化 Wannier 函数方法简介","level":"1.3.1","depth":2,"path":"algorithm-wannier.md","ref":"algorithm-wannier.md","articles":[]},{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"path":"algorithm-mix.md","ref":"algorithm-mix.md","articles":[]},{"title":"在 ABACUS 中进行差分测试","level":"1.3.3","depth":2,"path":"algorithm-delta.md","ref":"algorithm-delta.md","articles":[]}]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"algorithm-wannier.md","mtime":"2023-11-10T03:05:17.573Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"最大局域化 Wannier 函数方法简介","level":"1.3.1","depth":2,"next":{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"path":"algorithm-mix.md","ref":"algorithm-mix.md","articles":[]},"previous":{"title":"算法文档","level":"1.3","depth":1,"ref":"","articles":[{"title":"最大局域化 Wannier 函数方法简介","level":"1.3.1","depth":2,"path":"algorithm-wannier.md","ref":"algorithm-wannier.md","articles":[]},{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"path":"algorithm-mix.md","ref":"algorithm-mix.md","articles":[]},{"title":"在 ABACUS 中进行差分测试","level":"1.3.3","depth":2,"path":"algorithm-delta.md","ref":"algorithm-delta.md","articles":[]}]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"algorithm-wannier.md","mtime":"2023-11-10T03:05:17.573Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/contribute.html b/_book/contribute.html index 0b34aa14..1bbcec97 100644 --- a/_book/contribute.html +++ b/_book/contribute.html @@ -601,6 +601,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -739,7 +752,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -752,7 +778,7 @@
  • -
  • +
  • @@ -765,7 +791,7 @@
  • -
  • +
  • @@ -778,7 +804,7 @@
  • -
  • +
  • @@ -791,7 +817,7 @@
  • -
  • +
  • @@ -804,7 +830,7 @@
  • -
  • +
  • @@ -817,7 +843,7 @@
  • -
  • +
  • @@ -830,7 +856,7 @@
  • -
  • +
  • @@ -843,7 +869,7 @@
  • -
  • +
  • @@ -856,7 +882,7 @@
  • -
  • +
  • @@ -869,7 +895,7 @@
  • -
  • +
  • @@ -882,7 +908,7 @@
  • -
  • +
  • @@ -895,7 +921,7 @@
  • -
  • +
  • @@ -908,7 +934,7 @@
  • -
  • +
  • @@ -921,7 +947,7 @@
  • -
  • +
  • @@ -934,7 +960,7 @@
  • -
  • +
  • @@ -947,7 +973,7 @@
  • -
  • +
  • @@ -960,7 +986,7 @@
  • -
  • +
  • @@ -1161,7 +1187,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"如何贡献 ABACUS 使用教程","level":"1.5","depth":1,"previous":{"title":"ABACUS 新闻稿整理","level":"1.4","depth":1,"path":"news.md","ref":"news.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"contribute.md","mtime":"2023-08-04T02:08:19.202Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"如何贡献 ABACUS 使用教程","level":"1.5","depth":1,"previous":{"title":"ABACUS 新闻稿整理","level":"1.4","depth":1,"path":"news.md","ref":"news.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"contribute.md","mtime":"2023-08-04T02:08:19.202Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-C++.html b/_book/develop-C++.html index a625ff41..044dd441 100644 --- a/_book/develop-C++.html +++ b/_book/develop-C++.html @@ -601,6 +601,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -739,7 +752,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -752,7 +778,7 @@
  • -
  • +
  • @@ -765,7 +791,7 @@
  • -
  • +
  • @@ -778,7 +804,7 @@
  • -
  • +
  • @@ -791,7 +817,7 @@
  • -
  • +
  • @@ -804,7 +830,7 @@
  • -
  • +
  • @@ -817,7 +843,7 @@
  • -
  • +
  • @@ -830,7 +856,7 @@
  • -
  • +
  • @@ -843,7 +869,7 @@
  • -
  • +
  • @@ -856,7 +882,7 @@
  • -
  • +
  • @@ -869,7 +895,7 @@
  • -
  • +
  • @@ -882,7 +908,7 @@
  • -
  • +
  • @@ -895,7 +921,7 @@
  • -
  • +
  • @@ -908,7 +934,7 @@
  • -
  • +
  • @@ -921,7 +947,7 @@
  • -
  • +
  • @@ -934,7 +960,7 @@
  • -
  • +
  • @@ -947,7 +973,7 @@
  • -
  • +
  • @@ -960,7 +986,7 @@
  • -
  • +
  • @@ -1548,7 +1574,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 开源项目 C++ 代码规范","level":"1.2.1","depth":2,"next":{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"path":"develop-format.md","ref":"develop-format.md","articles":[]},"previous":{"title":"ABACUS 开发者文档","level":"1.2","depth":1,"ref":"","articles":[{"title":"ABACUS 开源项目 C++ 代码规范","level":"1.2.1","depth":2,"path":"develop-C++.md","ref":"develop-C++.md","articles":[]},{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"path":"develop-format.md","ref":"develop-format.md","articles":[]},{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"path":"develop-dox.md","ref":"develop-dox.md","articles":[]},{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"path":"develop-issue.md","ref":"develop-issue.md","articles":[]},{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"path":"develop-input.md","ref":"develop-input.md","articles":[]},{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"path":"develop-rule.md","ref":"develop-rule.md","articles":[]},{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"path":"develop-formatter2.md","ref":"develop-formatter2.md","articles":[]},{"title":"ABACUS 全局数据结构和代码行数检测","level":"1.2.8","depth":2,"path":"develop-linedete.md","ref":"develop-linedete.md","articles":[]},{"title":"性能分析工具:vtune 快速上手教程","level":"1.2.9","depth":2,"path":"develop-vtune.md","ref":"develop-vtune.md","articles":[]},{"title":"ABACUS 中的测试(一):测试的重要性","level":"1.2.10","depth":2,"path":"develop-test1.md","ref":"develop-test1.md","articles":[]},{"title":"ABACUS 中的测试(二):测试工具 gtest","level":"1.2.11","depth":2,"path":"develop-test2.md","ref":"develop-test2.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 1","level":"1.2.12","depth":2,"path":"develop-path1.md","ref":"develop-path1.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.13","depth":2,"path":"develop-path2.md","ref":"develop-path2.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.14","depth":2,"path":"develop-path3.md","ref":"develop-path3.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.15","depth":2,"path":"develop-path4.md","ref":"develop-path4.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.16","depth":2,"path":"develop-path5.md","ref":"develop-path5.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.17","depth":2,"path":"develop-sm1.md","ref":"develop-sm1.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.18","depth":2,"path":"develop-path6.md","ref":"develop-path6.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.19","depth":2,"path":"develop-path7.md","ref":"develop-path7.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.20","depth":2,"path":"develop-path8.md","ref":"develop-path8.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.21","depth":2,"path":"develop-path9.md","ref":"develop-path9.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.22","depth":2,"path":"develop-path10.md","ref":"develop-path10.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.23","depth":2,"path":"develop-path11.md","ref":"develop-path11.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.24","depth":2,"path":"develop-sm2.md","ref":"develop-sm2.md","articles":[]},{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.25","depth":2,"path":"develop-addinp2.md","ref":"develop-addinp2.md","articles":[]},{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.26","depth":2,"path":"develop-addinp.md","ref":"develop-addinp.md","articles":[]},{"title":"C++ 程序设计的一些想法","level":"1.2.27","depth":2,"path":"develop-design.md","ref":"develop-design.md","articles":[]}]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-C++.md","mtime":"2023-10-09T09:05:52.154Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 开源项目 C++ 代码规范","level":"1.2.1","depth":2,"next":{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"path":"develop-format.md","ref":"develop-format.md","articles":[]},"previous":{"title":"ABACUS 开发者文档","level":"1.2","depth":1,"ref":"","articles":[{"title":"ABACUS 开源项目 C++ 代码规范","level":"1.2.1","depth":2,"path":"develop-C++.md","ref":"develop-C++.md","articles":[]},{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"path":"develop-format.md","ref":"develop-format.md","articles":[]},{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"path":"develop-dox.md","ref":"develop-dox.md","articles":[]},{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"path":"develop-issue.md","ref":"develop-issue.md","articles":[]},{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"path":"develop-input.md","ref":"develop-input.md","articles":[]},{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"path":"develop-rule.md","ref":"develop-rule.md","articles":[]},{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"path":"develop-formatter2.md","ref":"develop-formatter2.md","articles":[]},{"title":"ABACUS 全局数据结构和代码行数检测","level":"1.2.8","depth":2,"path":"develop-linedete.md","ref":"develop-linedete.md","articles":[]},{"title":"性能分析工具:vtune 快速上手教程","level":"1.2.9","depth":2,"path":"develop-vtune.md","ref":"develop-vtune.md","articles":[]},{"title":"以格点积分程序为例:一些代码开发习惯小贴士","level":"1.2.10","depth":2,"path":"develop-grid.md","ref":"develop-grid.md","articles":[]},{"title":"ABACUS 中的测试(一):测试的重要性","level":"1.2.11","depth":2,"path":"develop-test1.md","ref":"develop-test1.md","articles":[]},{"title":"ABACUS 中的测试(二):测试工具 gtest","level":"1.2.12","depth":2,"path":"develop-test2.md","ref":"develop-test2.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 1","level":"1.2.13","depth":2,"path":"develop-path1.md","ref":"develop-path1.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.14","depth":2,"path":"develop-path2.md","ref":"develop-path2.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.15","depth":2,"path":"develop-path3.md","ref":"develop-path3.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.16","depth":2,"path":"develop-path4.md","ref":"develop-path4.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.17","depth":2,"path":"develop-path5.md","ref":"develop-path5.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.18","depth":2,"path":"develop-sm1.md","ref":"develop-sm1.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.19","depth":2,"path":"develop-path6.md","ref":"develop-path6.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.20","depth":2,"path":"develop-path7.md","ref":"develop-path7.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.21","depth":2,"path":"develop-path8.md","ref":"develop-path8.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.22","depth":2,"path":"develop-path9.md","ref":"develop-path9.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.23","depth":2,"path":"develop-path10.md","ref":"develop-path10.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.24","depth":2,"path":"develop-path11.md","ref":"develop-path11.md","articles":[]},{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.25","depth":2,"path":"develop-sm2.md","ref":"develop-sm2.md","articles":[]},{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.26","depth":2,"path":"develop-addinp2.md","ref":"develop-addinp2.md","articles":[]},{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.27","depth":2,"path":"develop-addinp.md","ref":"develop-addinp.md","articles":[]},{"title":"C++ 程序设计的一些想法","level":"1.2.28","depth":2,"path":"develop-design.md","ref":"develop-design.md","articles":[]}]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-C++.md","mtime":"2023-10-09T09:05:52.154Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-addinp.html b/_book/develop-addinp.html index c51cd76c..6b20a122 100644 --- a/_book/develop-addinp.html +++ b/_book/develop-addinp.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1260,7 +1286,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.26","depth":2,"next":{"title":"C++ 程序设计的一些想法","level":"1.2.27","depth":2,"path":"develop-design.md","ref":"develop-design.md","articles":[]},"previous":{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.25","depth":2,"path":"develop-addinp2.md","ref":"develop-addinp2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-addinp.md","mtime":"2024-02-29T03:54:53.183Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.27","depth":2,"next":{"title":"C++ 程序设计的一些想法","level":"1.2.28","depth":2,"path":"develop-design.md","ref":"develop-design.md","articles":[]},"previous":{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.26","depth":2,"path":"develop-addinp2.md","ref":"develop-addinp2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-addinp.md","mtime":"2024-02-29T03:54:53.183Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-addinp2.html b/_book/develop-addinp2.html index bb9ee425..0f85fdf8 100644 --- a/_book/develop-addinp2.html +++ b/_book/develop-addinp2.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1474,7 +1500,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.25","depth":2,"next":{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.26","depth":2,"path":"develop-addinp.md","ref":"develop-addinp.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.24","depth":2,"path":"develop-sm2.md","ref":"develop-sm2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-addinp2.md","mtime":"2024-07-11T14:05:07.068Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.26","depth":2,"next":{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.27","depth":2,"path":"develop-addinp.md","ref":"develop-addinp.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.25","depth":2,"path":"develop-sm2.md","ref":"develop-sm2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-addinp2.md","mtime":"2024-07-11T14:05:07.068Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-design.html b/_book/develop-design.html index 552a2182..59813500 100644 --- a/_book/develop-design.html +++ b/_book/develop-design.html @@ -601,6 +601,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -739,7 +752,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -752,7 +778,7 @@
  • -
  • +
  • @@ -765,7 +791,7 @@
  • -
  • +
  • @@ -778,7 +804,7 @@
  • -
  • +
  • @@ -791,7 +817,7 @@
  • -
  • +
  • @@ -804,7 +830,7 @@
  • -
  • +
  • @@ -817,7 +843,7 @@
  • -
  • +
  • @@ -830,7 +856,7 @@
  • -
  • +
  • @@ -843,7 +869,7 @@
  • -
  • +
  • @@ -856,7 +882,7 @@
  • -
  • +
  • @@ -869,7 +895,7 @@
  • -
  • +
  • @@ -882,7 +908,7 @@
  • -
  • +
  • @@ -895,7 +921,7 @@
  • -
  • +
  • @@ -908,7 +934,7 @@
  • -
  • +
  • @@ -921,7 +947,7 @@
  • -
  • +
  • @@ -934,7 +960,7 @@
  • -
  • +
  • @@ -947,7 +973,7 @@
  • -
  • +
  • @@ -960,7 +986,7 @@
  • -
  • +
  • @@ -1368,7 +1394,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"C++ 程序设计的一些想法","level":"1.2.27","depth":2,"next":{"title":"算法文档","level":"1.3","depth":1,"ref":"","articles":[{"title":"最大局域化 Wannier 函数方法简介","level":"1.3.1","depth":2,"path":"algorithm-wannier.md","ref":"algorithm-wannier.md","articles":[]},{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"path":"algorithm-mix.md","ref":"algorithm-mix.md","articles":[]},{"title":"在 ABACUS 中进行差分测试","level":"1.3.3","depth":2,"path":"algorithm-delta.md","ref":"algorithm-delta.md","articles":[]}]},"previous":{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.26","depth":2,"path":"develop-addinp.md","ref":"develop-addinp.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-design.md","mtime":"2024-03-06T07:06:07.362Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"C++ 程序设计的一些想法","level":"1.2.28","depth":2,"next":{"title":"算法文档","level":"1.3","depth":1,"ref":"","articles":[{"title":"最大局域化 Wannier 函数方法简介","level":"1.3.1","depth":2,"path":"algorithm-wannier.md","ref":"algorithm-wannier.md","articles":[]},{"title":"电荷密度混合算法介绍","level":"1.3.2","depth":2,"path":"algorithm-mix.md","ref":"algorithm-mix.md","articles":[]},{"title":"在 ABACUS 中进行差分测试","level":"1.3.3","depth":2,"path":"algorithm-delta.md","ref":"algorithm-delta.md","articles":[]}]},"previous":{"title":"如何在 ABACUS 中新增一个输入参数(截至 v3.5.3)","level":"1.2.27","depth":2,"path":"develop-addinp.md","ref":"develop-addinp.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-design.md","mtime":"2024-03-06T07:06:07.362Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-dox.html b/_book/develop-dox.html index 9f49c817..b6b06683 100644 --- a/_book/develop-dox.html +++ b/_book/develop-dox.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1453,7 +1479,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"next":{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"path":"develop-issue.md","ref":"develop-issue.md","articles":[]},"previous":{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"path":"develop-format.md","ref":"develop-format.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-dox.md","mtime":"2023-09-15T11:30:43.169Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"next":{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"path":"develop-issue.md","ref":"develop-issue.md","articles":[]},"previous":{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"path":"develop-format.md","ref":"develop-format.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-dox.md","mtime":"2023-09-15T11:30:43.169Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-format.html b/_book/develop-format.html index 48e48b0d..da4e7cf8 100644 --- a/_book/develop-format.html +++ b/_book/develop-format.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1215,7 +1241,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"next":{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"path":"develop-dox.md","ref":"develop-dox.md","articles":[]},"previous":{"title":"ABACUS 开源项目 C++ 代码规范","level":"1.2.1","depth":2,"path":"develop-C++.md","ref":"develop-C++.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-format.md","mtime":"2023-11-07T01:47:31.243Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 中使用格式化工具 clang-format","level":"1.2.2","depth":2,"next":{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"path":"develop-dox.md","ref":"develop-dox.md","articles":[]},"previous":{"title":"ABACUS 开源项目 C++ 代码规范","level":"1.2.1","depth":2,"path":"develop-C++.md","ref":"develop-C++.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-format.md","mtime":"2023-11-07T01:47:31.243Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-formatter2.html b/_book/develop-formatter2.html index 9d21e211..38213695 100644 --- a/_book/develop-formatter2.html +++ b/_book/develop-formatter2.html @@ -603,6 +603,19 @@ +

  • + +
  • + + + + + ABACUS+Bader charge 分析教程 + + + + +
  • @@ -741,7 +754,20 @@ -
  • +
  • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
  • + +
  • @@ -754,7 +780,7 @@
  • -
  • +
  • @@ -767,7 +793,7 @@
  • -
  • +
  • @@ -780,7 +806,7 @@
  • -
  • +
  • @@ -793,7 +819,7 @@
  • -
  • +
  • @@ -806,7 +832,7 @@
  • -
  • +
  • @@ -819,7 +845,7 @@
  • -
  • +
  • @@ -832,7 +858,7 @@
  • -
  • +
  • @@ -845,7 +871,7 @@
  • -
  • +
  • @@ -858,7 +884,7 @@
  • -
  • +
  • @@ -871,7 +897,7 @@
  • -
  • +
  • @@ -884,7 +910,7 @@
  • -
  • +
  • @@ -897,7 +923,7 @@
  • -
  • +
  • @@ -910,7 +936,7 @@
  • -
  • +
  • @@ -923,7 +949,7 @@
  • -
  • +
  • @@ -936,7 +962,7 @@
  • -
  • +
  • @@ -949,7 +975,7 @@
  • -
  • +
  • @@ -962,7 +988,7 @@
  • -
  • +
  • @@ -1313,7 +1339,7 @@

    No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"next":{"title":"ABACUS 全局数据结构和代码行数检测","level":"1.2.8","depth":2,"path":"develop-linedete.md","ref":"develop-linedete.md","articles":[]},"previous":{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"path":"develop-rule.md","ref":"develop-rule.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-formatter2.md","mtime":"2024-07-12T09:06:36.034Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"next":{"title":"ABACUS 全局数据结构和代码行数检测","level":"1.2.8","depth":2,"path":"develop-linedete.md","ref":"develop-linedete.md","articles":[]},"previous":{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"path":"develop-rule.md","ref":"develop-rule.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-formatter2.md","mtime":"2024-07-12T09:06:36.034Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-grid.html b/_book/develop-grid.html new file mode 100644 index 00000000..6bfeb5a6 --- /dev/null +++ b/_book/develop-grid.html @@ -0,0 +1,1359 @@ + + + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 · GitBook + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
    +
    + + + + + + + + +
    + +
    + +
    + + + + + + + + +
    +
    + +
    +
    + +
    + +

    以格点积分程序为例:一些代码开发习惯小贴士

    +

    作者:张昊翀,邮箱:zhc@iai.ustc.edu.cn

    +

    单位:合肥综合性国家科学中心人工智能研究院

    +

    日期:2024 年 7 月 14 日

    +

    前言

    +

    在 ABACUS 的代码开发的实际过程中,会遇到很多技术和非技术的问题。这里我们结合数值原子轨道的格点积分功能 GPU 化的代码开发经历,介绍相关的编程、开发、调试经验,希望对初入 ABACUS 的开发者有所启发和帮助。

    +

    一、格点积分的调试技巧

    +

    先易后难的调试过程

    +
      +
    1. bx,by,bz 先都设成 1,1 能跑通再设成 2 等等
    2. +
    3. 同步算法和异步算法优先调通同步的。异步算法不要一次性的全异步化,事先根据代码结构,分块异步化。
    4. +
    5. 多 stream 并行先从 stream 数=1 开发调试。
    6. +
    7. 针对格点积分的问题特点构造例子,我调试的顺序

      +
        +
      1. 一个很大的(大于截断半径)晶胞中心一个铜原子,不考虑周期性边界条件
      2. +
      3. 把原子放到晶胞的一个面上,只考虑一个面的周期性边界条件
      4. +
      5. 缩小晶胞,考虑多个面的周期性边界条件
      6. +
      7. 一个很大的(大于截断半径)晶胞中心两个铜原子,不考虑周期性边界条件
      8. +
      9. 缩小晶胞
      10. +
      11. 一个很大的(大于截断半径)晶胞中心一个铜原子和一个氧原子,不考虑周期性边界条件,考虑多种类型的原子
      12. +
      13. 以上都调通基本上也没发现 bug 了
      14. +
      +
    8. +
    +

    尽量构建更小规模的单元测试

    +
      +
    1. 对格点积分 GPU 开发来说,我构建了批量矩阵乘的单元测试。测试方法主要是和 CPU 矩阵乘比较计算结果。
    2. +
    3. 对 GPU 开发来说,构建单元测试的一个有效方法是开发完 cuda 之后再写一份 CPU 的代码,然后比较计算结果。

      +
        +
      1. 对于 abacus 来说,和 GPU 输出相同算法相同的 CPU 代码往往可以利用现有的 CPU 代码重构得到。
      2. +
      +
    4. +
    +

    二、开发节奏

    +

    小步快跑,快速积累和迭代。

    +

    多提交

    +
      +
    1. 每次完成一个小的原子改动就应该 commit 一下。
    2. +
    3. 每次 commit 应该只包含一个功能点相关的改动。
    4. +
    5. 每次 commit 的代码改动量最好不要超过 150 行。
    6. +
    7. 每次 pr 可能是过去几个月 commit 的积累。
    8. +
    +

    多测试

    +
      +
    1. 每次 commit 前先用两到三个有代表性的小例子做个快速的测试,尽量保证自己 commit 的代码都是能跑对的,如果 commit 会临时造成计算结果错误那么要在 message 里注明。
    2. +
    3. 每天晚上可以对当日积累的提交做个比较全面的全量测试。如果有例子测试不过可以单独挑出来回退版本看是哪个 commit 引起的。
    4. +
    +

    多交流

    +
      +
    1. 要充分利用他人的碎片时间来对自己的代码进行 Code review。每次 commit 的代码尽量让别人在 10 分钟的时间内完成 code review。
    2. +
    3. 好好写 message,写给别人看,也写给自己看。一般人三天以后是看不懂自己写了啥的。
    4. +
    +

    三、内存错误怎么调试

    +

    先启用调试信息和编译 debug 版本

    +
    cmake -B build -DUSE_CUDA=ON -DCMAKE_BUILD_TYPE=Debug -DDEBUG_INFO=ON
    +cmake --build build -j`nproc`
    +
    +

    如果 debug 版本能跑对,但是 release 版本跑不对……那事情就大条了。这种情况有一些是多线程或者代码异步执行导致的。

    +

    core dump

    +

    请参考以下的教程:

    +

    https://access.redhat.com/documentation/en-us/red_hat_enterprise_linux/7/html/developer_guide/debugging-crashed-application

    +

    https://developer.toradex.com/software/linux-resources/linux-features/enable-and-analyse-core-dumps-in-linux/

    +

    gdb 或 cuda-gdb

    +

    gdb 执行程序调试,直接 run,正常情况下出现内存错误的时候就会停住。然后使用 bt 命令可以查看调用栈,可以定位代码。

    +

    Valgrind

    +

    内存泄露等错误的利器

    +

    https://valgrind.org/docs/manual/quick-start.html

    +

    善用 assert 断言

    +

    有效帮助我们规范内存使用逻辑

    +

    例如:

    +
    hamilt::AtomPair<double>* tmp_ap = hR->find_pair(iat1, iat2);
    +#ifdef __DEBUG
    +    assert(tmp_ap!=nullptr);
    +#endif
    +
    +

    最好和__DEBUG 选项配合使用。

    +
    Copyright © mcresearch.gitee.io 2023 all right reserved,powered by Gitbook该文章修订时间: +2024-07-14 14:27:56 +
    + +
    + +
    +
    +
    + +

    results matching ""

    +
      + +
      +
      + +

      No results matching ""

      + +
      +
      +
      + +
      +
      + +
      + + + + + + + + + + + + + + +
      + + +
      + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/_book/develop-input.html b/_book/develop-input.html index f6f431f9..ac991303 100644 --- a/_book/develop-input.html +++ b/_book/develop-input.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1247,7 +1273,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"next":{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"path":"develop-rule.md","ref":"develop-rule.md","articles":[]},"previous":{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"path":"develop-issue.md","ref":"develop-issue.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-input.md","mtime":"2023-10-03T14:28:26.274Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"next":{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"path":"develop-rule.md","ref":"develop-rule.md","articles":[]},"previous":{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"path":"develop-issue.md","ref":"develop-issue.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-input.md","mtime":"2023-10-03T14:28:26.274Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-issue.html b/_book/develop-issue.html index ed27d007..b9265e1e 100644 --- a/_book/develop-issue.html +++ b/_book/develop-issue.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1254,7 +1280,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"next":{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"path":"develop-input.md","ref":"develop-input.md","articles":[]},"previous":{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"path":"develop-dox.md","ref":"develop-dox.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-issue.md","mtime":"2023-10-02T03:02:27.718Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 的 Github 仓库 Issues 处理流程","level":"1.2.4","depth":2,"next":{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"path":"develop-input.md","ref":"develop-input.md","articles":[]},"previous":{"title":"ABACUS 注释规范:Doxygen 入门 (c++)","level":"1.2.3","depth":2,"path":"develop-dox.md","ref":"develop-dox.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-issue.md","mtime":"2023-10-02T03:02:27.718Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-linedete.html b/_book/develop-linedete.html index a154c6fa..84a080a2 100644 --- a/_book/develop-linedete.html +++ b/_book/develop-linedete.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1988,7 +2014,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 全局数据结构和代码行数检测","level":"1.2.8","depth":2,"next":{"title":"性能分析工具:vtune 快速上手教程","level":"1.2.9","depth":2,"path":"develop-vtune.md","ref":"develop-vtune.md","articles":[]},"previous":{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"path":"develop-formatter2.md","ref":"develop-formatter2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-linedete.md","mtime":"2023-11-20T07:16:51.390Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 全局数据结构和代码行数检测","level":"1.2.8","depth":2,"next":{"title":"性能分析工具:vtune 快速上手教程","level":"1.2.9","depth":2,"path":"develop-vtune.md","ref":"develop-vtune.md","articles":[]},"previous":{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"path":"develop-formatter2.md","ref":"develop-formatter2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-linedete.md","mtime":"2023-11-20T07:16:51.390Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path1.html b/_book/develop-path1.html index cbd7b1e8..9c31ba48 100644 --- a/_book/develop-path1.html +++ b/_book/develop-path1.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1932,7 +1958,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 1","level":"1.2.12","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.13","depth":2,"path":"develop-path2.md","ref":"develop-path2.md","articles":[]},"previous":{"title":"ABACUS 中的测试(二):测试工具 gtest","level":"1.2.11","depth":2,"path":"develop-test2.md","ref":"develop-test2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path1.md","mtime":"2023-10-04T14:18:52.079Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 1","level":"1.2.13","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.14","depth":2,"path":"develop-path2.md","ref":"develop-path2.md","articles":[]},"previous":{"title":"ABACUS 中的测试(二):测试工具 gtest","level":"1.2.12","depth":2,"path":"develop-test2.md","ref":"develop-test2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path1.md","mtime":"2023-10-04T14:18:52.079Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path10.html b/_book/develop-path10.html index c3ba6e4c..c017c286 100644 --- a/_book/develop-path10.html +++ b/_book/develop-path10.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1308,8 +1334,8 @@

      ....//omit timer and return } -
      parallelization over kpoints
      图 1. parallelization over kpoints
      -
      parts on which we are concentrated now
      图 2. parts on which we are concentrated now
      +
      parallelization over kpoints
      图 1. parallelization over kpoints
      +
      parts on which we are concentrated now
      图 2. parts on which we are concentrated now

      HSolverPW::initDiagh()

      初始化对角化

      template<typename FPTYPE, typename Device>
      @@ -1354,7 +1380,7 @@ 

      }

      pdiagh 已经存在,且 diagonalization_method 一致,do nothing,若不一致,delete, new 为当前 method。若 pdiagh 不存在,则按照 method new 相应 method 对应类内存空间。new 具有一致的形式。

      -
      PW和LCAO的代码设计平行关系与调用
      图 3. PW和LCAO的代码设计平行关系与调用
      +
      PW和LCAO的代码设计平行关系与调用
      图 3. PW和LCAO的代码设计平行关系与调用

      HamiltPW::updateHk() and Operator::init()

      template <typename FPTYPE, typename Device>
       void HSolverPW<FPTYPE, Device>::solve(hamilt::Hamilt<FPTYPE, Device>* pHamilt,
      @@ -1385,7 +1411,7 @@ 

      H(\mathbf{k})的获得更新。

      更具体而言,根据每个 processor 上 k 点数量(归约后)nks,可以访问 k vector 的具体坐标,see:Introduction to ABACUS: Path to PW calculation - Part 5 ,即在和具体的之间联系实际也有存储。

      -
      Relationship between variables that matter presently
      图 4. Relationship between variables that matter presently
      +
      Relationship between variables that matter presently
      图 4. Relationship between variables that matter presently

      HSolverPW::updatePsiK()

      template <typename FPTYPE, typename Device>
       void HSolverPW<FPTYPE, Device>::solve(hamilt::Hamilt<FPTYPE, Device>* pHamilt,
      @@ -1701,7 +1727,7 @@ 
      DiagoDavid::diag_mock()与 ABACUS-BLAS, LAPACK interfaces

      Source code link: https://github.com/deepmodeling/abacus-develop/blob/develop/source/module_hsolver/diago_david.cpp#L49

      -
      Higher resolution framework of diag_mock() and relationship with other modules and functions
      图 5. Higher resolution framework of diag_mock() and relationship with other modules and functions
      +
      Higher resolution framework of diag_mock() and relationship with other modules and functions
      图 5. Higher resolution framework of diag_mock() and relationship with other modules and functions

      🔧重构信息 diag_mock() will be renamed as diag_once() in the future

      @@ -1968,7 +1994,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.22","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.23","depth":2,"path":"develop-path11.md","ref":"develop-path11.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.21","depth":2,"path":"develop-path9.md","ref":"develop-path9.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path10.md","mtime":"2023-10-05T09:43:52.216Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.23","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.24","depth":2,"path":"develop-path11.md","ref":"develop-path11.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.22","depth":2,"path":"develop-path9.md","ref":"develop-path9.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path10.md","mtime":"2023-10-05T09:43:52.216Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path11.html b/_book/develop-path11.html index 70c349c6..5c2888d0 100644 --- a/_book/develop-path11.html +++ b/_book/develop-path11.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1529,7 +1555,7 @@
      ABACUS 实现
      -
      mixing方法的通用框架设计
      图 1. mixing方法的通用框架设计
      +
      mixing方法的通用框架设计
      图 1. mixing方法的通用框架设计

      实际上,并非仅有 charge density 一个物理量可以进行 mixing,其他物理量,诸如波函数、Hamiltonian 矩阵、密度矩阵和自旋密度等都可以进行 mixing。实际 mixing 过程中 mixing dimension 通常在 10-20,即需要存储 10-20 个 SCF 迭代步的数据。为了在支持异构计算的同时减少 CPU-GPU 数据交换,对数据存储同样有异构化需求,因此使用了 ABACUS 中支持异构数据存储的 Tensor container。在 mixing 具体操作上,采用了继承方式:

      ESolver_KS::updatepot()

      @@ -1808,7 +1834,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.23","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.24","depth":2,"path":"develop-sm2.md","ref":"develop-sm2.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.22","depth":2,"path":"develop-path10.md","ref":"develop-path10.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path11.md","mtime":"2023-10-05T04:20:29.187Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.24","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.25","depth":2,"path":"develop-sm2.md","ref":"develop-sm2.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.23","depth":2,"path":"develop-path10.md","ref":"develop-path10.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path11.md","mtime":"2023-10-05T04:20:29.187Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path2.html b/_book/develop-path2.html index 5a39aa6b..3035f244 100644 --- a/_book/develop-path2.html +++ b/_book/develop-path2.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -2315,7 +2341,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.13","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.14","depth":2,"path":"develop-path3.md","ref":"develop-path3.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 1","level":"1.2.12","depth":2,"path":"develop-path1.md","ref":"develop-path1.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path2.md","mtime":"2023-10-04T14:37:12.149Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.14","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.15","depth":2,"path":"develop-path3.md","ref":"develop-path3.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 1","level":"1.2.13","depth":2,"path":"develop-path1.md","ref":"develop-path1.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path2.md","mtime":"2023-10-04T14:37:12.149Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path3.html b/_book/develop-path3.html index ecfbd1f9..2d8cd15e 100644 --- a/_book/develop-path3.html +++ b/_book/develop-path3.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1758,7 +1784,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.14","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.15","depth":2,"path":"develop-path4.md","ref":"develop-path4.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.13","depth":2,"path":"develop-path2.md","ref":"develop-path2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path3.md","mtime":"2023-10-04T15:11:45.401Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.15","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.16","depth":2,"path":"develop-path4.md","ref":"develop-path4.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 2","level":"1.2.14","depth":2,"path":"develop-path2.md","ref":"develop-path2.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path3.md","mtime":"2023-10-04T15:11:45.401Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path4.html b/_book/develop-path4.html index 89512a8f..8bae0a04 100644 --- a/_book/develop-path4.html +++ b/_book/develop-path4.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1381,7 +1407,7 @@
      {....

      该判断不会 always true。因此 PW_Basis::distribute_r() 将 3D 实空间格点,按照 z 方向进行分发,分给了不同的 processors,并赋值 this->npzthis->nplane, this->startz_currentthis->nrxx,意义分别为当前 processor 的 z 方向格点数量xy 平面数量z 格点的起始索引以及当前 processor 所分得实空间格点总数(分配后 z 方向格点 ×xy 平面格点)。

      -
      PW_Basis::distribute_r():设一个pool中有5个processors
      图 1. PW_Basis::distribute_r():设一个pool中有5个processors
      +
      PW_Basis::distribute_r():设一个pool中有5个processors
      图 1. PW_Basis::distribute_r():设一个pool中有5个processors
      倒空间:PW_Basis::distribute_g()

      倒空间格点的分发采用了和实空间不同的方式,这主要是因为倒空间“球”的存在(ecutwfc 和 ecutrho),使得非空间中所有点都需要考虑在内,而实空间则并非如此。更一般而言,有限的实空间带来无限的倒空间(即实空间 delta 函数需要无限数量的平面波展开)延展,而有限的倒空间(倒空间 delta 点)带来无限的实空间延展(如一个平面波)。

      @@ -1468,7 +1494,7 @@

      } } -
      this->count_pw_st(st_length2D, st_bottom2D)
      图 2. this->count_pw_st(st_length2D, st_bottom2D)
      +
      this->count_pw_st(st_length2D, st_bottom2D)
      图 2. this->count_pw_st(st_length2D, st_bottom2D)

      在倒空间分发平面波时,由于 x/y/z 均等在正负半轴 span,因此常常会涉及到 C++ 不支持负数索引的问题(btw: Python 和 FORTRAN 支持负数索引,但支持方式不同),ABACUS 当前所采取的策略是:

      if (x<0) x += this->nx; if (y<0) y += this->ny; if (z<0) z += this->nz;
       
      @@ -1834,7 +1860,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.15","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.16","depth":2,"path":"develop-path5.md","ref":"develop-path5.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.14","depth":2,"path":"develop-path3.md","ref":"develop-path3.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path4.md","mtime":"2023-10-05T02:45:42.322Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.16","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.17","depth":2,"path":"develop-path5.md","ref":"develop-path5.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 3","level":"1.2.15","depth":2,"path":"develop-path3.md","ref":"develop-path3.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path4.md","mtime":"2023-10-05T02:45:42.322Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path5.html b/_book/develop-path5.html index 8e556703..7e207072 100644 --- a/_book/develop-path5.html +++ b/_book/develop-path5.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1479,7 +1505,7 @@

      Full List of INPUT Keywords ‒ ABACUS documentation

      -
      善用Ctrl+F
      图 1. 善用Ctrl+F
      +
      善用Ctrl+F
      图 1. 善用Ctrl+F

      即如果指定了一个值,则 kspacing[1]kspacing[2] 拥有和 kspacing[0] 相同值,若定义三个值,则三个值各不相同,通过 Input::read_kspacing() 实现。定义值后,将覆盖写入 KPT 文件,因此在之后的读取过程中读入的结果其实是刚刚写的结果。

      examples 文件夹中,可以知道 KPT 文件可能具有的格式,以及在当前函数中会被读取到何变量中。

      examples/scf/pw_Si2/INPUTKPT:

      @@ -1719,9 +1745,9 @@

      klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1
      图 2. klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1
      +
      klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1
      图 2. klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1

      以这两种采样方式所给定的在 this->kvec_d 数组中存储顺序:

      -
      klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)
      图 3. klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)
      +
      klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)
      图 3. klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)

      k 点归约、后处理与并行同步

      归约:K_Vectors::ibz_kpoint()

      在按照一定方法(Monkhorst-Pack、直接给定 k 点、Kpath)采样 k 点之后,需要根据对称性减少 k 点数量,使得计算量减少。对称操作可以使得 k vector 发生置换,或使得 k vector 不变。

      @@ -1865,8 +1891,8 @@
      for (int i=0;i<nkstot;++i) kvec_d_k[i]=kvec_d[i]*ucell.G*gk.Inverse(); .... -
      1-dimensional example
      图 4. 1-dimensional example
      -
      2-dimensional example
      图 5. 2-dimensional example
      +
      1-dimensional example
      图 4. 1-dimensional example
      +
      2-dimensional example
      图 5. 2-dimensional example

      k 点归约通过 C++11 开始支持的匿名函数实现:

      void K_Vectors::ibz_kpoint(const ModuleSymmetry::Symmetry &symm, bool use_symm,std::string& skpt, const UnitCell &ucell, bool& match)
       {
      @@ -2257,7 +2283,7 @@ 

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.16","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.17","depth":2,"path":"develop-sm1.md","ref":"develop-sm1.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.15","depth":2,"path":"develop-path4.md","ref":"develop-path4.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path5.md","mtime":"2023-10-04T15:18:07.235Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.17","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.18","depth":2,"path":"develop-sm1.md","ref":"develop-sm1.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 4","level":"1.2.16","depth":2,"path":"develop-path4.md","ref":"develop-path4.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path5.md","mtime":"2023-10-04T15:18:07.235Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path6.html b/_book/develop-path6.html index b69c879a..3e35ed89 100644 --- a/_book/develop-path6.html +++ b/_book/develop-path6.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1183,7 +1209,7 @@
      🤔思考时间 这样做的结果是什么?让 ecutwfc 等于 ecutrho 的操作正确吗?

      -
      update cutoff value based on factorized nx, ny and nz
      图 1. update cutoff value based on factorized nx, ny and nz
      +
      update cutoff value based on factorized nx, ny and nz
      图 1. update cutoff value based on factorized nx, ny and nz

      nx, nynz 实空间格点数量增多的原因?→ 回顾 nx, nynz 的生成方式:在给定 ecutwfc 球半径后(通过 ecutrho),在可以分辨每个倒空间中点的情况下所确定出的最小格点数量。之后在给定的 ecutwfc 球中分别寻找可能达到的最大的 x/y/z 格点数,作为 nx, nynz,然后进行(2, 3, 5)-factorization,此处从

      ↑,

      关系出发正向搜索,会使得 nx, nynz 增大。

      @@ -1938,7 +1964,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.18","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.19","depth":2,"path":"develop-path7.md","ref":"develop-path7.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.17","depth":2,"path":"develop-sm1.md","ref":"develop-sm1.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path6.md","mtime":"2023-10-05T02:49:50.339Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.19","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.20","depth":2,"path":"develop-path7.md","ref":"develop-path7.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.18","depth":2,"path":"develop-sm1.md","ref":"develop-sm1.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path6.md","mtime":"2023-10-05T02:49:50.339Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path7.html b/_book/develop-path7.html index b525a52d..d64415f1 100644 --- a/_book/develop-path7.html +++ b/_book/develop-path7.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1994,7 +2020,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.19","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.20","depth":2,"path":"develop-path8.md","ref":"develop-path8.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.18","depth":2,"path":"develop-path6.md","ref":"develop-path6.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path7.md","mtime":"2023-10-05T03:01:13.838Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.20","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.21","depth":2,"path":"develop-path8.md","ref":"develop-path8.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.19","depth":2,"path":"develop-path6.md","ref":"develop-path6.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path7.md","mtime":"2023-10-05T03:01:13.838Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path8.html b/_book/develop-path8.html index 5f581237..530b7311 100644 --- a/_book/develop-path8.html +++ b/_book/develop-path8.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1720,7 +1746,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.20","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.21","depth":2,"path":"develop-path9.md","ref":"develop-path9.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.19","depth":2,"path":"develop-path7.md","ref":"develop-path7.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path8.md","mtime":"2023-10-05T03:07:43.087Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.21","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.22","depth":2,"path":"develop-path9.md","ref":"develop-path9.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 7","level":"1.2.20","depth":2,"path":"develop-path7.md","ref":"develop-path7.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path8.md","mtime":"2023-10-05T03:07:43.087Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-path9.html b/_book/develop-path9.html index 79eb7caa..a17f44a5 100644 --- a/_book/develop-path9.html +++ b/_book/develop-path9.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -2010,7 +2036,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.21","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.22","depth":2,"path":"develop-path10.md","ref":"develop-path10.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.20","depth":2,"path":"develop-path8.md","ref":"develop-path8.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path9.md","mtime":"2023-10-05T09:57:38.372Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Part 9","level":"1.2.22","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 10","level":"1.2.23","depth":2,"path":"develop-path10.md","ref":"develop-path10.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 8","level":"1.2.21","depth":2,"path":"develop-path8.md","ref":"develop-path8.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-path9.md","mtime":"2023-10-05T09:57:38.372Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-rule.html b/_book/develop-rule.html index 7dc4ebe3..aa44b0eb 100644 --- a/_book/develop-rule.html +++ b/_book/develop-rule.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1292,7 +1318,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"next":{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"path":"develop-formatter2.md","ref":"develop-formatter2.md","articles":[]},"previous":{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"path":"develop-input.md","ref":"develop-input.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-rule.md","mtime":"2023-11-09T09:26:15.880Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"ABACUS 代码存放规范","level":"1.2.6","depth":2,"next":{"title":"ABACUS formatter-2.0 版本使用说明书","level":"1.2.7","depth":2,"path":"develop-formatter2.md","ref":"develop-formatter2.md","articles":[]},"previous":{"title":"ABACUS 线上文档输入参数撰写规范","level":"1.2.5","depth":2,"path":"develop-input.md","ref":"develop-input.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-rule.md","mtime":"2023-11-09T09:26:15.880Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-sm1.html b/_book/develop-sm1.html index aa77b5af..3e1c4d81 100644 --- a/_book/develop-sm1.html +++ b/_book/develop-sm1.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1469,7 +1495,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.17","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.18","depth":2,"path":"develop-path6.md","ref":"develop-path6.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.16","depth":2,"path":"develop-path5.md","ref":"develop-path5.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-sm1.md","mtime":"2023-10-04T15:29:29.401Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Summary 1","level":"1.2.18","depth":2,"next":{"title":"Introduction to ABACUS: Path to PW calculation - Part 6","level":"1.2.19","depth":2,"path":"develop-path6.md","ref":"develop-path6.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 5","level":"1.2.17","depth":2,"path":"develop-path5.md","ref":"develop-path5.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-sm1.md","mtime":"2023-10-04T15:29:29.401Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-sm2.html b/_book/develop-sm2.html index a21b2cd0..07b7abbe 100644 --- a/_book/develop-sm2.html +++ b/_book/develop-sm2.html @@ -603,6 +603,19 @@ +

    • + +
    • + + + + + ABACUS+Bader charge 分析教程 + + + + +
    • @@ -741,7 +754,20 @@ -
    • +
    • + + + + + 以格点积分程序为例:一些代码开发习惯小贴士 + + + + + +
    • + +
    • @@ -754,7 +780,7 @@
    • -
    • +
    • @@ -767,7 +793,7 @@
    • -
    • +
    • @@ -780,7 +806,7 @@
    • -
    • +
    • @@ -793,7 +819,7 @@
    • -
    • +
    • @@ -806,7 +832,7 @@
    • -
    • +
    • @@ -819,7 +845,7 @@
    • -
    • +
    • @@ -832,7 +858,7 @@
    • -
    • +
    • @@ -845,7 +871,7 @@
    • -
    • +
    • @@ -858,7 +884,7 @@
    • -
    • +
    • @@ -871,7 +897,7 @@
    • -
    • +
    • @@ -884,7 +910,7 @@
    • -
    • +
    • @@ -897,7 +923,7 @@
    • -
    • +
    • @@ -910,7 +936,7 @@
    • -
    • +
    • @@ -923,7 +949,7 @@
    • -
    • +
    • @@ -936,7 +962,7 @@
    • -
    • +
    • @@ -949,7 +975,7 @@
    • -
    • +
    • @@ -962,7 +988,7 @@
    • -
    • +
    • @@ -1261,7 +1287,7 @@

      No results matching " var gitbook = gitbook || []; gitbook.push(function() { - gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.24","depth":2,"next":{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.25","depth":2,"path":"develop-addinp2.md","ref":"develop-addinp2.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.23","depth":2,"path":"develop-path11.md","ref":"develop-path11.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"develop-path4.html#fig1.2.15.1","level":"1.2.15","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":22,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.15.1"},{"backlink":"develop-path4.html#fig1.2.15.2","level":"1.2.15","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":23,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.15.2"},{"backlink":"develop-path5.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":24,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path5.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":25,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.16.3","level":"1.2.16","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":26,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.16.3"},{"backlink":"develop-path5.html#fig1.2.16.4","level":"1.2.16","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":27,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.16.4"},{"backlink":"develop-path5.html#fig1.2.16.5","level":"1.2.16","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":28,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.16.5"},{"backlink":"develop-path6.html#fig1.2.18.1","level":"1.2.18","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":29,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.18.1"},{"backlink":"develop-path10.html#fig1.2.22.1","level":"1.2.22","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":30,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.22.1"},{"backlink":"develop-path10.html#fig1.2.22.2","level":"1.2.22","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":31,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.22.2"},{"backlink":"develop-path10.html#fig1.2.22.3","level":"1.2.22","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":32,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.22.3"},{"backlink":"develop-path10.html#fig1.2.22.4","level":"1.2.22","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":33,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.22.4"},{"backlink":"develop-path10.html#fig1.2.22.5","level":"1.2.22","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":34,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.22.5"},{"backlink":"develop-path11.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":35,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":36,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-sm2.md","mtime":"2023-10-05T04:29:52.701Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T02:11:45.025Z"},"basePath":".","book":{"language":""}}); + gitbook.page.hasChanged({"page":{"title":"Introduction to ABACUS: Path to PW calculation - Summary Final","level":"1.2.25","depth":2,"next":{"title":"如何在 ABACUS 中新增一个输入参数(v3.7.0 后)","level":"1.2.26","depth":2,"path":"develop-addinp2.md","ref":"develop-addinp2.md","articles":[]},"previous":{"title":"Introduction to ABACUS: Path to PW calculation - Part 11","level":"1.2.24","depth":2,"path":"develop-path11.md","ref":"develop-path11.md","articles":[]},"dir":"ltr"},"config":{"plugins":["image-captions","auto-scroll-table","splitter","3-ba","theme-comscore","insert-logo","custom-favicon","intopic-toc","anchors","chapter-fold","expandable-chapters","-lunr","-search","search-plus","prism","-highlight","code","mathjax-pro","hide-element","tbfed-pagefooter","disqus","github-buttons","sharing-plus","-sharing","livereload"],"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"pluginsConfig":{"tbfed-pagefooter":{"copyright":"Copyright © mcresearch.gitee.io 2023","modify_label":"该文章修订时间:","modify_format":"YYYY-MM-DD HH:mm:ss"},"page-treeview":{"copyright":"Copyright © aleen42","minHeaderCount":"2","minHeaderDeep":"2"},"chapter-fold":{},"prism":{},"disqus":{"useIdentifier":false,"shortName":"abacus-user-guide"},"intopic-toc":{"isCollapsed":true,"isScrollspyActive":true,"label":"In this article","maxDepth":6,"mode":"nested","selector":".markdown-section h1, .markdown-section h2, .markdown-section h3, .markdown-section h4, .markdown-section h5, .markdown-section h6","visible":true},"livereload":{},"splitter":{},"sharing-plus":{"qq":false,"all":["facebook","google","twitter","instapaper","linkedin","pocket","stumbleupon"],"douban":false,"facebook":true,"weibo":false,"instapaper":false,"whatsapp":false,"hatenaBookmark":false,"twitter":true,"messenger":false,"line":false,"vk":false,"pocket":true,"google":false,"viber":false,"stumbleupon":false,"qzone":false,"linkedin":false},"auto-scroll-table":{},"code":{"copyButtons":true},"hide-element":{"elements":[".gitbook-link"]},"fontsettings":{"theme":"white","family":"sans","size":2},"favicon":"./picture/abacus-logo.jpg","theme-comscore":{},"page-toc-button":{"maxTocDepth":2,"minTocSize":2},"github-buttons":{"buttons":[{"user":"MCresearch","repo":"abacus-user-guide","type":"star","size":"middle","count":true}]},"custom-favicon":{},"3-ba":{"configuration":"auto","token":"25153cb8bd9a872cfec60b4b23ac0176"},"mathjax-pro":{"forceSVG":false,"version":"2.7.7"},"sharing":{"weibo":false},"theme-default":{"styles":{"website":"styles/website.css","pdf":"styles/pdf.css","epub":"styles/epub.css","mobi":"styles/mobi.css","ebook":"styles/ebook.css","print":"styles/print.css"},"showLevel":false},"anchors":{},"insert-logo":{"style":"background: none;max-height: 70px;width: -webkit-fill-available;max-width: 180px;","url":"./picture/abacus-logo.svg"},"expandable-chapters":{},"search-plus":{},"image-captions":{"caption":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","variable_name":"_pictures"}},"theme":"default","name":"abacus-user-guide","pdf":{"pageNumbers":true,"fontSize":12,"fontFamily":"Arial","paperSize":"a4","chapterMark":"pagebreak","pageBreaksBefore":"/","margin":{"right":62,"left":62,"top":56,"bottom":56}},"structure":{"langs":"LANGS.md","readme":"README.md","glossary":"GLOSSARY.md","summary":"SUMMARY.md"},"variables":{"_pictures":[{"backlink":"abacus-upf.html#fig1.1.9.1","level":"1.1.9","list_caption":"Figure: 局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","alt":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","nro":1,"url":"picture/fig_upf-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"局域势函数与非局域势不同轨道角动量对应的半局域径向势函数","attributes":{},"skip":false,"key":"1.1.9.1"},{"backlink":"abacus-upf.html#fig1.1.9.2","level":"1.1.9","list_caption":"Figure: S赝波函数与全电子波函数对比","alt":"S赝波函数与全电子波函数对比","nro":2,"url":"picture/fig_upf-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S赝波函数与全电子波函数对比","attributes":{},"skip":false,"key":"1.1.9.2"},{"backlink":"abacus-upf.html#fig1.1.9.3","level":"1.1.9","list_caption":"Figure: S的双投影波函数","alt":"S的双投影波函数","nro":3,"url":"picture/fig_upf-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"S的双投影波函数","attributes":{},"skip":false,"key":"1.1.9.3"},{"backlink":"abacus-upf.html#fig1.1.9.4","level":"1.1.9","list_caption":"Figure: 不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","alt":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","nro":4,"url":"picture/fig_upf-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同能级波函数在截断半径处log导数对比,其影响散射性质的计算","attributes":{},"skip":false,"key":"1.1.9.4"},{"backlink":"abacus-upf.html#fig1.1.9.5","level":"1.1.9","list_caption":"Figure: 不同轨道角动量对应的截断能","alt":"不同轨道角动量对应的截断能","nro":5,"url":"picture/fig_upf-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"不同轨道角动量对应的截断能","attributes":{},"skip":false,"key":"1.1.9.5"},{"backlink":"abacus-pw.html#fig1.1.13.1","level":"1.1.13","list_caption":"Figure: 电子自洽迭代计算流程。","alt":"电子自洽迭代计算流程。","nro":6,"url":"picture/fig_pw-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"电子自洽迭代计算流程。","attributes":{},"skip":false,"key":"1.1.13.1"},{"backlink":"abacus-pw.html#fig1.1.13.2","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","nro":7,"url":"picture/fig_pw-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随ecut (in Ry)变化。","attributes":{},"skip":false,"key":"1.1.13.2"},{"backlink":"abacus-pw.html#fig1.1.13.3","level":"1.1.13","list_caption":"Figure: 体系里平均单个Si原子能量(in eV/atom)随K点变化。","alt":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","nro":8,"url":"picture/fig_pw-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"体系里平均单个Si原子能量(in eV/atom)随K点变化。","attributes":{},"skip":false,"key":"1.1.13.3"},{"backlink":"abacus-pw.html#fig1.1.13.4","level":"1.1.13","list_caption":"Figure: 计算时间随K点变化。","alt":"计算时间随K点变化。","nro":9,"url":"picture/fig_pw-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"计算时间随K点变化。","attributes":{},"skip":false,"key":"1.1.13.4"},{"backlink":"abacus-surface2.html#fig1.1.20.1","level":"1.1.20","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":10,"url":"picture/fig_surface2-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.20.1"},{"backlink":"abacus-surface2.html#fig1.1.20.2","level":"1.1.20","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":11,"url":"picture/fig_surface2-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.20.2"},{"backlink":"abacus-surface2.html#fig1.1.20.3","level":"1.1.20","list_caption":"Figure: 静电势沿超胞Z轴变化图","alt":"静电势沿超胞Z轴变化图","nro":12,"url":"picture/fig_surface2-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.20.3"},{"backlink":"abacus-surface5.html#fig1.1.23.1","level":"1.1.23","list_caption":"Figure: Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","alt":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","nro":13,"url":"picture/fig_surface5-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Nanoribbon结构图,黑框代表超胞大小,有真空。超胞里包含32个碳原子(棕色),超胞里接触真空的2个碳原子(每个表面一个碳原子)被2个氢原子(白色)饱和。","attributes":{},"skip":false,"key":"1.1.23.1"},{"backlink":"abacus-surface5.html#fig1.1.23.2","level":"1.1.23","list_caption":"Figure: 锯齿状势场分布图","alt":"锯齿状势场分布图","nro":14,"url":"picture/fig_surface2-1.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"锯齿状势场分布图","attributes":{},"skip":false,"key":"1.1.23.2"},{"backlink":"abacus-surface5.html#fig1.1.23.3","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","alt":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","nro":15,"url":"picture/fig_surface5-3.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和非自旋极化得到的二维nanoribbon的能带图,可以看出费米面附近CBM(Conduction Band Minimum)和VBM(Valence Band Maximum)重合,无带隙。","attributes":{},"skip":false,"key":"1.1.23.3"},{"backlink":"abacus-surface5.html#fig1.1.23.4","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","alt":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","nro":16,"url":"picture/fig_surface5-4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出不加电场时,两个自旋方向的能带图几乎一样,都有带隙。","attributes":{},"skip":false,"key":"1.1.23.4"},{"backlink":"abacus-surface5.html#fig1.1.23.5","level":"1.1.23","list_caption":"Figure: 采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","alt":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","nro":17,"url":"picture/fig_surface5-5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"采用PBE交换关联泛函和自旋极化,再给体系加上0.1 V/Å的电场得到的二维nanoribbon的能带图。蓝色和红色代表自旋极化方向不同时对应的两副能带图像,可以看出加了能带之后,其中一个自旋方向的能带图出现费米面附近的交叠,呈现金属性质,另外一个自旋方向的能带图依旧保持在费米面处的能隙。","attributes":{},"skip":false,"key":"1.1.23.5"},{"backlink":"abacus-surface6.html#fig1.1.24.1","level":"1.1.24","list_caption":"Figure: 一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","alt":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","nro":18,"url":"picture/fig_surface6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"一个水分子位于超胞中,红色代表氧原子,白色代表氢原子","attributes":{},"skip":false,"key":"1.1.24.1"},{"backlink":"abacus-surface6.html#fig1.1.24.2","level":"1.1.24","list_caption":"Figure: 静电势(Electrostatic Potential)沿超胞Z轴变化图","alt":"静电势(Electrostatic Potential)沿超胞Z轴变化图","nro":19,"url":"picture/fig_surface6-2.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"静电势(Electrostatic Potential)沿超胞Z轴变化图","attributes":{},"skip":false,"key":"1.1.24.2"},{"backlink":"abacus-dos.html#fig1.1.25.1","level":"1.1.25","list_caption":"Figure: 铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","alt":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","nro":20,"url":"picture/fig_dos-5.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的态密度(DOS),红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点,即蓝色虚线所在能量位置。可以看出铁的两个自旋方向态密度并不相等,因此铁具有磁性。","attributes":{},"skip":false,"key":"1.1.25.1"},{"backlink":"abacus-dos.html#fig1.1.25.2","level":"1.1.25","list_caption":"Figure: 铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","alt":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","nro":21,"url":"picture/fig_dos-6.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"铁的能带图,红线表示自旋向下电子的能带图,黑线表示自旋向上电子的能带图。费米面设为 0 点。","attributes":{},"skip":false,"key":"1.1.25.2"},{"backlink":"abacus-bader.html#fig1.1.35.1","level":"1.1.35","list_caption":"Figure: SPIN1_CHG.cube","alt":"SPIN1_CHG.cube","nro":22,"url":"picture/fig_Bader1.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN1_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.1"},{"backlink":"abacus-bader.html#fig1.1.35.2","level":"1.1.35","list_caption":"Figure: SPIN2_CHG.cube","alt":"SPIN2_CHG.cube","nro":23,"url":"picture/fig_Bader2.jpg","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN2_CHG.cube","attributes":{},"skip":false,"key":"1.1.35.2"},{"backlink":"abacus-bader.html#fig1.1.35.3","level":"1.1.35","list_caption":"Figure: SPIN_DENSITY.cube","alt":"SPIN_DENSITY.cube","nro":24,"url":"picture/fig_Bader3.jpg","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"SPIN_DENSITY.cube","attributes":{},"skip":false,"key":"1.1.35.3"},{"backlink":"abacus-bader.html#fig1.1.35.4","level":"1.1.35","list_caption":"Figure: charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","alt":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","nro":25,"url":"picture/fig_Bader4.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge1d.dat,0和0.5位置各有一个Fe原子,Bader电荷切分的地方接近0.25和0.75","attributes":{},"skip":false,"key":"1.1.35.4"},{"backlink":"abacus-bader.html#fig1.1.35.5","level":"1.1.35","list_caption":"Figure: spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","alt":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","nro":26,"url":"picture/fig_Bader5.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin1d.dat,spin density由正到负,符合反铁磁Fe2的预期","attributes":{},"skip":false,"key":"1.1.35.5"},{"backlink":"abacus-bader.html#fig1.1.35.6","level":"1.1.35","list_caption":"Figure: charge2d_000.dat","alt":"charge2d_000.dat","nro":27,"url":"picture/fig_Bader6.png","index":6,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.6"},{"backlink":"abacus-bader.html#fig1.1.35.7","level":"1.1.35","list_caption":"Figure: charge2d_025.dat","alt":"charge2d_025.dat","nro":28,"url":"picture/fig_Bader7.png","index":7,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.7"},{"backlink":"abacus-bader.html#fig1.1.35.8","level":"1.1.35","list_caption":"Figure: charge2d_050.dat","alt":"charge2d_050.dat","nro":29,"url":"picture/fig_Bader8.png","index":8,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"charge2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.8"},{"backlink":"abacus-bader.html#fig1.1.35.9","level":"1.1.35","list_caption":"Figure: spin2d_000.dat","alt":"spin2d_000.dat","nro":30,"url":"picture/fig_Bader9.png","index":9,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_000.dat","attributes":{},"skip":false,"key":"1.1.35.9"},{"backlink":"abacus-bader.html#fig1.1.35.10","level":"1.1.35","list_caption":"Figure: spin2d_025.dat","alt":"spin2d_025.dat","nro":31,"url":"picture/fig_Bader10.png","index":10,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_025.dat","attributes":{},"skip":false,"key":"1.1.35.10"},{"backlink":"abacus-bader.html#fig1.1.35.11","level":"1.1.35","list_caption":"Figure: spin2d_050.dat","alt":"spin2d_050.dat","nro":32,"url":"picture/fig_Bader11.png","index":11,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"spin2d_050.dat","attributes":{},"skip":false,"key":"1.1.35.11"},{"backlink":"develop-path4.html#fig1.2.16.1","level":"1.2.16","list_caption":"Figure: PW_Basis::distribute_r():设一个pool中有5个processors","alt":"PW_Basis::distribute_r():设一个pool中有5个processors","nro":33,"url":"picture/fig_path4-2.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW_Basis::distribute_r():设一个pool中有5个processors","attributes":{},"skip":false,"key":"1.2.16.1"},{"backlink":"develop-path4.html#fig1.2.16.2","level":"1.2.16","list_caption":"Figure: this->count_pw_st(st_length2D, st_bottom2D)","alt":"this->count_pw_st(st_length2D, st_bottom2D)","nro":34,"url":"picture/fig_path4-3.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"this->count_pw_st(st_length2D, st_bottom2D)","attributes":{},"skip":false,"key":"1.2.16.2"},{"backlink":"develop-path5.html#fig1.2.17.1","level":"1.2.17","list_caption":"Figure: 善用Ctrl+F","alt":"善用Ctrl+F","nro":35,"url":"picture/fig_path5-9.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"善用Ctrl+F","attributes":{},"skip":false,"key":"1.2.17.1"},{"backlink":"develop-path5.html#fig1.2.17.2","level":"1.2.17","list_caption":"Figure: klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","alt":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","nro":36,"url":"picture/fig_path5-10.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 486: K_Vectors::Monkhorst_Pack_formula(), k_type = 0 and 1","attributes":{},"skip":false,"key":"1.2.17.2"},{"backlink":"develop-path5.html#fig1.2.17.3","level":"1.2.17","list_caption":"Figure: klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","alt":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","nro":37,"url":"picture/fig_path5-11.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"klist.cpp line 520: const int i = mpnx * mpny * (z - 1) + mpnx * (y - 1) + (x - 1)","attributes":{},"skip":false,"key":"1.2.17.3"},{"backlink":"develop-path5.html#fig1.2.17.4","level":"1.2.17","list_caption":"Figure: 1-dimensional example","alt":"1-dimensional example","nro":38,"url":"picture/fig_path5-12.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"1-dimensional example","attributes":{},"skip":false,"key":"1.2.17.4"},{"backlink":"develop-path5.html#fig1.2.17.5","level":"1.2.17","list_caption":"Figure: 2-dimensional example","alt":"2-dimensional example","nro":39,"url":"picture/fig_path5-13.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"2-dimensional example","attributes":{},"skip":false,"key":"1.2.17.5"},{"backlink":"develop-path6.html#fig1.2.19.1","level":"1.2.19","list_caption":"Figure: update cutoff value based on factorized nx, ny and nz","alt":"update cutoff value based on factorized nx, ny and nz","nro":40,"url":"picture/fig_path6-1.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"update cutoff value based on factorized nx, ny and nz","attributes":{},"skip":false,"key":"1.2.19.1"},{"backlink":"develop-path10.html#fig1.2.23.1","level":"1.2.23","list_caption":"Figure: parallelization over kpoints","alt":"parallelization over kpoints","nro":41,"url":"picture/fig_path10-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parallelization over kpoints","attributes":{},"skip":false,"key":"1.2.23.1"},{"backlink":"develop-path10.html#fig1.2.23.2","level":"1.2.23","list_caption":"Figure: parts on which we are concentrated now","alt":"parts on which we are concentrated now","nro":42,"url":"picture/fig_path10-4.png","index":2,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"parts on which we are concentrated now","attributes":{},"skip":false,"key":"1.2.23.2"},{"backlink":"develop-path10.html#fig1.2.23.3","level":"1.2.23","list_caption":"Figure: PW和LCAO的代码设计平行关系与调用","alt":"PW和LCAO的代码设计平行关系与调用","nro":43,"url":"picture/fig_path10-5.png","index":3,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"PW和LCAO的代码设计平行关系与调用","attributes":{},"skip":false,"key":"1.2.23.3"},{"backlink":"develop-path10.html#fig1.2.23.4","level":"1.2.23","list_caption":"Figure: Relationship between variables that matter presently","alt":"Relationship between variables that matter presently","nro":44,"url":"picture/fig_path10-6.png","index":4,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Relationship between variables that matter presently","attributes":{},"skip":false,"key":"1.2.23.4"},{"backlink":"develop-path10.html#fig1.2.23.5","level":"1.2.23","list_caption":"Figure: Higher resolution framework of diag_mock() and relationship with other modules and functions","alt":"Higher resolution framework of diag_mock() and relationship with other modules and functions","nro":45,"url":"picture/fig_path10-9.png","index":5,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"Higher resolution framework of diag_mock() and relationship with other modules and functions","attributes":{},"skip":false,"key":"1.2.23.5"},{"backlink":"develop-path11.html#fig1.2.24.1","level":"1.2.24","list_caption":"Figure: mixing方法的通用框架设计","alt":"mixing方法的通用框架设计","nro":46,"url":"picture/fig_path11-3.png","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"mixing方法的通用框架设计","attributes":{},"skip":false,"key":"1.2.24.1"},{"backlink":"algorithm-wannier.html#fig1.3.1.1","level":"1.3.1","list_caption":"Figure: 左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","alt":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","nro":47,"url":"picture/fig_wannier.jpg","index":1,"caption_template":"图 _PAGE_IMAGE_NUMBER_. _CAPTION_","label":"左列:不同k点对应的布洛赫波函数;右列:不同晶格中的Wannier函数。","attributes":{},"skip":false,"key":"1.3.1.1"}]},"gitbook":"*","description":"国产DFT开源软件ABACUS中文使用教程"},"file":{"path":"develop-sm2.md","mtime":"2023-10-05T04:29:52.701Z","type":"markdown"},"gitbook":{"version":"3.2.3","time":"2024-07-14T06:58:22.803Z"},"basePath":".","book":{"language":""}}); }); diff --git a/_book/develop-test1.html b/_book/develop-test1.html index 653d20d8..4003cf48 100644 --- a/_book/develop-test1.html +++ b/_book/develop-test1.html @@ -109,7 +109,7 @@ - +