From c43a90d81561b0486697d3c493ad11cae6b06711 Mon Sep 17 00:00:00 2001 From: Rob Cermak Date: Thu, 6 May 2021 15:48:36 -0800 Subject: [PATCH] Initial commit. Release 0.1. --- .gitignore | 2 - README.md | 187 +- conda/base_export.yml | 41 + conda/bokeh.yml | 14 + conda/bokeh_export.yml | 210 ++ conda/docs/Documentation.md | 16 + conda/docs/conda/README.md | 122 + conda/docs/development/CHANGELOG.md | 271 ++ conda/docs/development/CREDITS.md | 19 + conda/docs/development/Design.md | 53 + conda/docs/development/ImportantReferences.md | 71 + conda/docs/development/Jupyter.md | 54 + conda/docs/development/TODO.md | 167 ++ .../development/python/libraries/leaflet.md | 3 + .../development/python/libraries/panel.md | 30 + .../development/python/libraries/pyroms.md | 49 + conda/docs/grids/Examples.md | 60 + conda/docs/grids/Grids.md | 12 + conda/docs/grids/MOM6.md | 10 + conda/docs/grids/MOM6ROMS.md | 69 + conda/docs/grids/ROMS.md | 3 + conda/docs/manual/Application.md | 12 + conda/docs/manual/GridUtils.md | 352 +++ conda/docs/manual/Logging.md | 43 + conda/docs/manual/Reporting.md | 30 + conda/docs/resources/Bathymetry.md | 24 + conda/earthsim.yml | 10 + conda/gridTools.yml | 18 + conda/gridTools_export.yml | 259 ++ conda/legacyTools.yml | 15 + conda/legacyTools_export.yml | 249 ++ conda/pangeo.yml | 18 + conda/pangeo_export.yml | 257 ++ conda/pyroms.yml | 23 + conda/pyroms_export.yml | 187 ++ conda/xesmfTools.yml | 19 + conda/xesmfTools_export.yml | 278 ++ conda/xgcmTools.yml | 15 + conda/xgcmTools_export.yml | 274 ++ docs/Documentation.md | 16 + docs/conda/README.md | 122 + docs/development/CHANGELOG.md | 271 ++ docs/development/CREDITS.md | 19 + docs/development/Design.md | 53 + docs/development/ImportantReferences.md | 71 + docs/development/Jupyter.md | 54 + docs/development/TODO.md | 167 ++ docs/development/python/libraries/leaflet.md | 3 + docs/development/python/libraries/panel.md | 30 + docs/development/python/libraries/pyroms.md | 49 + docs/grids/Examples.md | 60 + docs/grids/Grids.md | 12 + docs/grids/MOM6.md | 10 + docs/grids/MOM6ROMS.md | 69 + docs/grids/ROMS.md | 3 + docs/manual/Application.md | 12 + docs/manual/GridUtils.md | 352 +++ docs/manual/Logging.md | 43 + docs/manual/Reporting.md | 30 + docs/resources/Bathymetry.md | 24 + environment.yml | 277 ++ gridTools/README.md | 20 + gridTools/lib/app.py | 971 +++++++ gridTools/lib/gridutils.py | 1723 ++++++++++++ gridTools/lib/spherical.py | 51 + gridTools/lib/sysinfo.py | 128 + gridTools/mkGridInteractive.ipynb | 754 ++++++ gridTools/mkGridIterative.ipynb | 1927 +++++++++++++ gridTools/mkGridShowLoggers.py | 5 + gridTools/mkGridsExample1.py | 155 ++ gridTools/mkGridsExample2.py | 90 + gridTools/mkGridsExample3.py | 148 + gridTools/mkGridsExample4.ipynb | 2261 ++++++++++++++++ gridTools/mkGridsExample4a.ipynb | 2411 +++++++++++++++++ gridTools/mkGridsExample5.py | 95 + gridTools/mkGridsExample5a.py | 100 + gridTools/mkGridsExample6.py | 63 + gridTools/mkGridsShowLoggers.py | 5 + panelserverextension.py | 5 + postBuild | 25 + shortcuts.jupyterlab-settings | 18 + 81 files changed, 16245 insertions(+), 3 deletions(-) create mode 100644 conda/base_export.yml create mode 100644 conda/bokeh.yml create mode 100644 conda/bokeh_export.yml create mode 100644 conda/docs/Documentation.md create mode 100644 conda/docs/conda/README.md create mode 100644 conda/docs/development/CHANGELOG.md create mode 100644 conda/docs/development/CREDITS.md create mode 100644 conda/docs/development/Design.md create mode 100644 conda/docs/development/ImportantReferences.md create mode 100644 conda/docs/development/Jupyter.md create mode 100644 conda/docs/development/TODO.md create mode 100644 conda/docs/development/python/libraries/leaflet.md create mode 100644 conda/docs/development/python/libraries/panel.md create mode 100644 conda/docs/development/python/libraries/pyroms.md create mode 100644 conda/docs/grids/Examples.md create mode 100644 conda/docs/grids/Grids.md create mode 100644 conda/docs/grids/MOM6.md create mode 100644 conda/docs/grids/MOM6ROMS.md create mode 100644 conda/docs/grids/ROMS.md create mode 100644 conda/docs/manual/Application.md create mode 100644 conda/docs/manual/GridUtils.md create mode 100644 conda/docs/manual/Logging.md create mode 100644 conda/docs/manual/Reporting.md create mode 100644 conda/docs/resources/Bathymetry.md create mode 100644 conda/earthsim.yml create mode 100644 conda/gridTools.yml create mode 100644 conda/gridTools_export.yml create mode 100644 conda/legacyTools.yml create mode 100644 conda/legacyTools_export.yml create mode 100644 conda/pangeo.yml create mode 100644 conda/pangeo_export.yml create mode 100644 conda/pyroms.yml create mode 100644 conda/pyroms_export.yml create mode 100644 conda/xesmfTools.yml create mode 100644 conda/xesmfTools_export.yml create mode 100644 conda/xgcmTools.yml create mode 100644 conda/xgcmTools_export.yml create mode 100644 docs/Documentation.md create mode 100644 docs/conda/README.md create mode 100644 docs/development/CHANGELOG.md create mode 100644 docs/development/CREDITS.md create mode 100644 docs/development/Design.md create mode 100644 docs/development/ImportantReferences.md create mode 100644 docs/development/Jupyter.md create mode 100644 docs/development/TODO.md create mode 100644 docs/development/python/libraries/leaflet.md create mode 100644 docs/development/python/libraries/panel.md create mode 100644 docs/development/python/libraries/pyroms.md create mode 100644 docs/grids/Examples.md create mode 100644 docs/grids/Grids.md create mode 100644 docs/grids/MOM6.md create mode 100644 docs/grids/MOM6ROMS.md create mode 100644 docs/grids/ROMS.md create mode 100644 docs/manual/Application.md create mode 100644 docs/manual/GridUtils.md create mode 100644 docs/manual/Logging.md create mode 100644 docs/manual/Reporting.md create mode 100644 docs/resources/Bathymetry.md create mode 100644 environment.yml create mode 100644 gridTools/README.md create mode 100644 gridTools/lib/app.py create mode 100644 gridTools/lib/gridutils.py create mode 100644 gridTools/lib/spherical.py create mode 100644 gridTools/lib/sysinfo.py create mode 100644 gridTools/mkGridInteractive.ipynb create mode 100644 gridTools/mkGridIterative.ipynb create mode 100644 gridTools/mkGridShowLoggers.py create mode 100644 gridTools/mkGridsExample1.py create mode 100644 gridTools/mkGridsExample2.py create mode 100644 gridTools/mkGridsExample3.py create mode 100644 gridTools/mkGridsExample4.ipynb create mode 100644 gridTools/mkGridsExample4a.ipynb create mode 100644 gridTools/mkGridsExample5.py create mode 100644 gridTools/mkGridsExample5a.py create mode 100644 gridTools/mkGridsExample6.py create mode 100644 gridTools/mkGridsShowLoggers.py create mode 100644 panelserverextension.py create mode 100644 postBuild create mode 100644 shortcuts.jupyterlab-settings diff --git a/.gitignore b/.gitignore index b6e4761..b4f5db5 100644 --- a/.gitignore +++ b/.gitignore @@ -14,8 +14,6 @@ dist/ downloads/ eggs/ .eggs/ -lib/ -lib64/ parts/ sdist/ var/ diff --git a/README.md b/README.md index d8adfba..c8e0357 100644 --- a/README.md +++ b/README.md @@ -1,2 +1,187 @@ # gridtools -A collection of grid generation tools + +A generic set of grid manipulation tools for computer models. These tools are +adapted from the ROMS ocean model and for specific use in the MOM6 ocean model. +One could hope it can be kept generic enough to support any model. The focus +is on supporting the MOM6 ocean model. + +For in depth details about the MOM6 ocean model, please visit provided +[wiki](https://github.com/NOAA-GFDL/MOM6-examples/wiki) pages. Technical +details about this repository can be found below. For usage of +the GridUtils library, please visit the [user manual](docs/manual/GridUtils.md). + +Required items: + * spherical.py + * gridutils.py + * app.py + +Optional items: + * sysinfo.py + +Various tools are available to manipulation of new and existing grids in +an iterative or interactive form. + +Python notebooks: + * mkGridIterative.ipynb + * mkGridInteractive.ipynb + +With this software, you should be able to operate in any mode you prefer. + +# Operational Modes + +## Command Line + +Using the command line or writing your own python scripts possible utilizing this library. +To look at a few examples, please look at the mkGridsExample1.py, mkGridsExample2.py and +mkGridsExample3.py programs. + +## Command Line Widget Mode + + * ipython --pylab + +The interpreter, ipython, can run python scripts and notebook scripts. To run a notebook +script, you can use `ipython -c "%run your_script.ipynb"`. Or start ipython, and then +`%run your_script.ipynb`. + +Again, the mkGridsExample.py programs can be run with ipython. + +## Jupyter notebook + + * jupyter notebook + +These prefer notebook files (ipynb). Please see the mkGridIterative.ipynb program for a hands +on way to access the grid generation library. + +A simple graphical user interface (GUI) was built and is available when you run the +mkGridInteractive.ipynb notebook. + +## Jupyter lab + + * jupyter lab + +These prefer notebook files (ipynb). Please see the mkGridIterative.ipynb program for a hands +on way to access the grid generation library. + +A simple graphical user interface (GUI) was built and is available when you run the +mkGridInteractive.ipynb notebook. + +## mybinder + + * Main: [![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/ESMG/gridtools/main) + * Dev: [![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/ESMG/gridtools/dev) + +Instead of loading software on your computer, the library and application is hosted on a cloud system. You do not +have to install anything on your system to use the cloud system's copy of the grid generation library. + +# Application + +The grid generation application, mkGridInteractive.ipynb, can be run on a cloud hosting system. The application has been adapted to work on mybinder.org. +NOTICE: The mybinder application can take upwards to 30 minutes to build. + +Use the following options: + * GitHub=https://github.com/ESMG/gridtools + * Git ref=main + * Launch + * Once the server loads, navigate to gridTools/mkMapInteractive.ipynb + * Re-run all the cells + * Have fun with the grid editor. + +# Code contributions + +## Lambert Conformal Conic Grid Generation +Author: Niki Zadeh [REPO](https://github.com/nikizadehgfdl/grid_generation) + * [regional_grid_spheical.ipynb](https://github.com/nikizadehgfdl/grid_generation/blob/dev/jupynotebooks/regional_grid_spherical.ipynb) + +## Numpy bitwise-the-same floating-point values +Author: Alistair Adcroft [REPO](https://github.com/adcroft/numpypi) + * To obtain bitwise-the-same floating-point values in certain non-time-critical calculations. + +## ROMS to MOM6 Grid Converter +Authors: Mehmet Ilicak; Alistair Adcroft [REPO](https://github.com/ESMG/pyroms) + * [convert_ROMS_grid_to_MOM6.py](https://raw.githubusercontent.com/ESMG/pyroms/python3/examples/grid_MOM6/convert_ROMS_grid_to_MOM6.py) + +# Installation + +If you plan to use the grid generation software on your system, you need to peform the following steps. + +## Step 1 + +[Download](https://github.com/ESMG/gridtools/archive/refs/heads/main.zip) or [clone](https://github.com/ESMG/gridtools.git) the +[ESMG/gridtools](https://github.com/ESMG/gridtools) repository. + +Discover the full directory path to gridtools/gridTools/lib. Place the full path in the environment variable `LIBROOT` if you are planning to run +the python notebooks. If you are going to use the library in your scripts, simply append the full path to `PYTHONPATH`. In the future, we will enable +installation using ptyhon pip. + +## Step 2 + +Install conda or manually install the python libraries and software dependencies that would allow you to run the python scripts or notebooks. + +We have pulled together some pre-defined environments. You may also install an environment yourself. Please look at the [conda](docs/conda/README.md) +page for more information about conda. + +We currently recommend the *xesmfTools* environment for use with this libaray. + +## Step 3 + +Follow any steps in the "Workarounds" section. + +# Workarounds + +These are the current workarounds that are required for the grid toolset +package. You will need to perform these steps once if you plan to install a +copy of the grid generation software. + +## datashader + +The lastest version from github is required for proper operation of bokeh, holoviews and panel which +are used by the interactive portions of the grid generation library. + +[REPO](https://github.com/holoviz/datashader) + +Installation: + * Download or clone this repository. + * Change directory to the datashader directory. + * Make sure your conda enviroment is active. + * `pip install -e .` + +## numpypi + +NOTE: This has not been fully implemented yet. Do not worry about this just yet. + +For bitwise-the-same reproducable results, a numpy subset of computational functions are +provided. These routines are slower than the numpy native routines. +[REPO](https://github.com/adcroft/numpypi) + +# More + +Until we can activate Sphinx to create our body of documentation we will have to resort +to upkeep of a manual index. + +[Documentation](docs/Documentation.md) + * [conda](docs/conda/README.md) + * [development](docs/development) + * [CHANGELOG](docs/development/CHANGELOG.md): Development log of changes + * [CREDITS](docs/development/CREDITS.md) + * [Design](docs/development/Design.md): Design elements for the grid generation library + * [Important References](docs/development/ImportantReferences.md): Things that helped this project work + * [Jupyter](docs/development/Jupyter.md): Notes on embeddeding applications within a notebook + * [python](docs/development/python) + * [leaflet](docs/development/python/leaflet.md) + * [panel](docs/development/python/panel.md) + * [pyroms](docs/development/python/pyroms.md) + * [TODO](docs/development/TODO.md): Milestones, tasks, todos and wishes + * [grids](docs/grids) + * [Examples](docs/grids/Examples.md): Descriptions of grids used in examples + * [Grids](docs/grids/Grids.md) + * [MOM6](docs/grids/MOM6.md): MOM6 grids + * [MOM6ROMS](docs/grids/MOM6ROMS.md): Important things between MOM6 and ROMS grids + * [ROMS](docs/grids/ROMS.md): ROMS grids + * [manual](docs/manual/GridUtils.md): User manual for the GridUtils library + * [resources](docs/resources) + * [Bathymetry](docs/resources/Bathymetry) + +# Development + +This project is soliciting help in development. Please contribute ideas or bug requests using the issues tab. +Code contributions can be sent via github's pull request process. diff --git a/conda/base_export.yml b/conda/base_export.yml new file mode 100644 index 0000000..12cb8a9 --- /dev/null +++ b/conda/base_export.yml @@ -0,0 +1,41 @@ +name: base +channels: + - defaults +dependencies: + - _libgcc_mutex=0.1=main + - brotlipy=0.7.0=py38h27cfd23_1003 + - ca-certificates=2020.10.14=0 + - certifi=2020.6.20=pyhd3eb1b0_3 + - cffi=1.14.3=py38h261ae71_2 + - chardet=3.0.4=py38h06a4308_1003 + - conda=4.9.2=py38h06a4308_0 + - conda-package-handling=1.7.2=py38h03888b9_0 + - cryptography=3.2.1=py38h3c74f83_1 + - idna=2.10=py_0 + - ld_impl_linux-64=2.33.1=h53a641e_7 + - libedit=3.1.20191231=h14c3975_1 + - libffi=3.3=he6710b0_2 + - libgcc-ng=9.1.0=hdf63c60_0 + - libstdcxx-ng=9.1.0=hdf63c60_0 + - ncurses=6.2=he6710b0_1 + - openssl=1.1.1h=h7b6447c_0 + - pip=20.2.4=py38h06a4308_0 + - pycosat=0.6.3=py38h7b6447c_1 + - pycparser=2.20=py_2 + - pyopenssl=19.1.0=pyhd3eb1b0_1 + - pysocks=1.7.1=py38h06a4308_0 + - python=3.8.5=h7579374_1 + - readline=8.0=h7b6447c_0 + - requests=2.24.0=py_0 + - ruamel_yaml=0.15.87=py38h7b6447c_1 + - setuptools=50.3.1=py38h06a4308_1 + - six=1.15.0=py38h06a4308_0 + - sqlite=3.33.0=h62c20be_0 + - tk=8.6.10=hbc83047_0 + - tqdm=4.51.0=pyhd3eb1b0_0 + - urllib3=1.25.11=py_0 + - wheel=0.35.1=pyhd3eb1b0_0 + - xz=5.2.5=h7b6447c_0 + - yaml=0.2.5=h7b6447c_0 + - zlib=1.2.11=h7b6447c_3 +prefix: /home/cermak/miniconda3 diff --git a/conda/bokeh.yml b/conda/bokeh.yml new file mode 100644 index 0000000..1cfe6f5 --- /dev/null +++ b/conda/bokeh.yml @@ -0,0 +1,14 @@ +name: bokeh +# This is a bokeh/jupyterlab specific environment +channels: + - conda-forge +dependencies: + - bokeh + - jupyter_bokeh + - cartopy + - geopandas + - xlrd + - openpyxl + - jupyterlab + - conda + - pip diff --git a/conda/bokeh_export.yml b/conda/bokeh_export.yml new file mode 100644 index 0000000..f84b4dd --- /dev/null +++ b/conda/bokeh_export.yml @@ -0,0 +1,210 @@ +name: bokeh +channels: + - conda-forge + - defaults +dependencies: + - _libgcc_mutex=0.1=conda_forge + - _openmp_mutex=4.5=1_gnu + - anyio=2.2.0=py39hf3d152e_0 + - argon2-cffi=20.1.0=py39h3811e60_2 + - async_generator=1.10=py_0 + - attrs=20.3.0=pyhd3deb0d_0 + - babel=2.9.0=pyhd3deb0d_0 + - backcall=0.2.0=pyh9f0ad1d_0 + - backports=1.0=py_2 + - backports.functools_lru_cache=1.6.1=py_0 + - bleach=3.3.0=pyh44b312d_0 + - bokeh=2.3.0=py39hf3d152e_0 + - boost-cpp=1.74.0=hc6e9bd1_2 + - brotlipy=0.7.0=py39h3811e60_1001 + - bzip2=1.0.8=h7f98852_4 + - c-ares=1.17.1=h7f98852_1 + - ca-certificates=2020.12.5=ha878542_0 + - cairo=1.16.0=h7979940_1007 + - cartopy=0.18.0=py39h3b23250_13 + - certifi=2020.12.5=py39hf3d152e_1 + - cffi=1.14.5=py39he32792d_0 + - cfitsio=3.470=hb418390_7 + - chardet=4.0.0=py39hf3d152e_1 + - click=7.1.2=pyh9f0ad1d_0 + - click-plugins=1.1.1=py_0 + - cligj=0.7.1=pyhd8ed1ab_0 + - conda=4.9.2=py39hf3d152e_0 + - conda-package-handling=1.7.2=py39h38d8fee_0 + - cryptography=3.4.6=py39hbca0aa6_0 + - curl=7.75.0=h979ede3_0 + - cycler=0.10.0=py_2 + - decorator=4.4.2=py_0 + - defusedxml=0.7.1=pyhd8ed1ab_0 + - entrypoints=0.3=pyhd8ed1ab_1003 + - et_xmlfile=1.0.1=py_1001 + - expat=2.2.10=h9c3ff4c_0 + - fiona=1.8.18=py39h494ca2c_1 + - fontconfig=2.13.1=hba837de_1004 + - freetype=2.10.4=h0708190_1 + - freexl=1.0.6=h7f98852_0 + - gdal=3.2.1=py39h409cc32_7 + - geopandas=0.9.0=pyhd8ed1ab_0 + - geos=3.9.1=h9c3ff4c_2 + - geotiff=1.6.0=h2b14fbe_4 + - gettext=0.19.8.1=h0b5b191_1005 + - giflib=5.2.1=h36c2ea0_2 + - hdf4=4.2.13=h10796ff_1004 + - hdf5=1.10.6=nompi_h6a2412b_1114 + - icu=68.1=h58526e2_0 + - idna=2.10=pyh9f0ad1d_0 + - importlib-metadata=3.7.2=py39hf3d152e_0 + - ipykernel=5.5.0=py39hef51801_1 + - ipython=7.21.0=py39hef51801_0 + - ipython_genutils=0.2.0=py_1 + - ipywidgets=7.6.3=pyhd3deb0d_0 + - jdcal=1.4.1=py_0 + - jedi=0.18.0=py39hf3d152e_2 + - jinja2=2.11.3=pyh44b312d_0 + - jpeg=9d=h36c2ea0_0 + - json-c=0.15=h98cffda_0 + - json5=0.9.5=pyh9f0ad1d_0 + - jsonschema=3.2.0=pyhd8ed1ab_3 + - jupyter-packaging=0.7.12=pyhd8ed1ab_0 + - jupyter_bokeh=2.0.4=pyhd8ed1ab_0 + - jupyter_client=6.1.12=pyhd8ed1ab_0 + - jupyter_core=4.7.1=py39hf3d152e_0 + - jupyter_server=1.4.1=py39hf3d152e_0 + - jupyterlab=3.0.10=pyhd8ed1ab_0 + - jupyterlab_pygments=0.1.2=pyh9f0ad1d_0 + - jupyterlab_server=2.3.0=pyhd8ed1ab_0 + - jupyterlab_widgets=1.0.0=pyhd8ed1ab_1 + - kealib=1.4.14=hcc255d8_2 + - kiwisolver=1.3.1=py39h1a9c180_1 + - krb5=1.17.2=h926e7f8_0 + - lcms2=2.12=hddcbb42_0 + - ld_impl_linux-64=2.35.1=hea4e1c9_2 + - libblas=3.9.0=8_openblas + - libcblas=3.9.0=8_openblas + - libcurl=7.75.0=hc4aaa36_0 + - libdap4=3.20.6=hd7c4107_1 + - libedit=3.1.20191231=he28a2e2_2 + - libev=4.33=h516909a_1 + - libffi=3.3=h58526e2_2 + - libgcc-ng=9.3.0=h2828fa1_18 + - libgdal=3.2.1=h38ff51b_7 + - libgfortran-ng=9.3.0=hff62375_18 + - libgfortran5=9.3.0=hff62375_18 + - libglib=2.66.7=h3e27bee_1 + - libgomp=9.3.0=h2828fa1_18 + - libiconv=1.16=h516909a_0 + - libkml=1.3.0=h02e6976_1012 + - liblapack=3.9.0=8_openblas + - libnetcdf=4.7.4=nompi_h56d31a8_107 + - libnghttp2=1.43.0=h812cca2_0 + - libopenblas=0.3.12=pthreads_h4812303_1 + - libpng=1.6.37=h21135ba_2 + - libpq=13.1=hfd2b0eb_2 + - librttopo=1.1.0=h1185371_6 + - libsodium=1.0.18=h36c2ea0_1 + - libspatialindex=1.9.3=h9c3ff4c_3 + - libspatialite=5.0.1=he52d314_3 + - libssh2=1.9.0=ha56f1ee_6 + - libstdcxx-ng=9.3.0=h6de172a_18 + - libtiff=4.2.0=hdc55705_0 + - libuuid=2.32.1=h7f98852_1000 + - libwebp-base=1.2.0=h7f98852_0 + - libxcb=1.13=h7f98852_1003 + - libxml2=2.9.10=h72842e0_3 + - lz4-c=1.9.3=h9c3ff4c_0 + - markupsafe=1.1.1=py39h3811e60_3 + - matplotlib-base=3.3.4=py39h2fa2bec_0 + - mistune=0.8.4=py39h3811e60_1003 + - munch=2.5.0=py_0 + - nbclassic=0.2.6=pyhd8ed1ab_0 + - nbclient=0.5.3=pyhd8ed1ab_0 + - nbconvert=6.0.7=py39hf3d152e_3 + - nbformat=5.1.2=pyhd8ed1ab_1 + - ncurses=6.2=h58526e2_4 + - nest-asyncio=1.4.3=pyhd8ed1ab_0 + - notebook=6.2.0=py39hf3d152e_0 + - numpy=1.20.1=py39hdbf815f_0 + - olefile=0.46=pyh9f0ad1d_1 + - openjpeg=2.4.0=hf7af979_0 + - openpyxl=3.0.7=pyhd8ed1ab_0 + - openssl=1.1.1j=h7f98852_0 + - packaging=20.9=pyh44b312d_0 + - pandas=1.2.3=py39hde0f152_0 + - pandoc=2.12=h7f98852_0 + - pandocfilters=1.4.2=py_1 + - parso=0.8.1=pyhd8ed1ab_0 + - pcre=8.44=he1b5a44_0 + - pexpect=4.8.0=pyh9f0ad1d_2 + - pickleshare=0.7.5=py_1003 + - pillow=8.1.2=py39hf95b381_0 + - pip=21.0.1=pyhd8ed1ab_0 + - pixman=0.40.0=h36c2ea0_0 + - poppler=0.89.0=h2de54a5_5 + - poppler-data=0.4.10=0 + - postgresql=13.1=h6303168_2 + - proj=7.2.0=h277dcde_2 + - prometheus_client=0.9.0=pyhd3deb0d_0 + - prompt-toolkit=3.0.17=pyha770c72_0 + - pthread-stubs=0.4=h36c2ea0_1001 + - ptyprocess=0.7.0=pyhd3deb0d_0 + - pycosat=0.6.3=py39h3811e60_1006 + - pycparser=2.20=pyh9f0ad1d_2 + - pygments=2.8.1=pyhd8ed1ab_0 + - pyopenssl=20.0.1=pyhd8ed1ab_0 + - pyparsing=2.4.7=pyh9f0ad1d_0 + - pyproj=3.0.1=py39h50a64a9_0 + - pyrsistent=0.17.3=py39h3811e60_2 + - pyshp=2.1.3=pyh44b312d_0 + - pysocks=1.7.1=py39hf3d152e_3 + - python=3.9.2=hffdb5ce_0_cpython + - python-dateutil=2.8.1=py_0 + - python_abi=3.9=1_cp39 + - pytz=2021.1=pyhd8ed1ab_0 + - pyyaml=5.4.1=py39h3811e60_0 + - pyzmq=22.0.3=py39h37b5a0c_1 + - readline=8.0=he28a2e2_2 + - requests=2.25.1=pyhd3deb0d_0 + - rtree=0.9.7=py39hb102c33_1 + - ruamel_yaml=0.15.80=py39h3811e60_1004 + - scipy=1.6.0=py39hee8e79c_0 + - send2trash=1.5.0=py_0 + - setuptools=49.6.0=py39hf3d152e_3 + - shapely=1.7.1=py39ha61afbd_4 + - six=1.15.0=pyh9f0ad1d_0 + - sniffio=1.2.0=py39hf3d152e_1 + - sqlite=3.34.0=h74cdb3f_0 + - terminado=0.9.2=py39hf3d152e_0 + - testpath=0.4.4=py_0 + - tiledb=2.2.4=hb9a9e87_2 + - tk=8.6.10=h21135ba_1 + - tornado=6.1=py39h3811e60_1 + - tqdm=4.59.0=pyhd8ed1ab_0 + - traitlets=5.0.5=py_0 + - typing_extensions=3.7.4.3=py_0 + - tzcode=2021a=h7f98852_1 + - tzdata=2021a=he74cb21_0 + - urllib3=1.26.3=pyhd8ed1ab_0 + - wcwidth=0.2.5=pyh9f0ad1d_2 + - webencodings=0.5.1=py_1 + - wheel=0.36.2=pyhd3deb0d_0 + - widgetsnbextension=3.5.1=py39hf3d152e_4 + - xerces-c=3.2.3=h9d8b166_2 + - xlrd=2.0.1=pyhd8ed1ab_3 + - xorg-kbproto=1.0.7=h7f98852_1002 + - xorg-libice=1.0.10=h7f98852_0 + - xorg-libsm=1.2.3=hd9c2040_1000 + - xorg-libx11=1.7.0=h7f98852_0 + - xorg-libxau=1.0.9=h7f98852_0 + - xorg-libxdmcp=1.1.3=h7f98852_0 + - xorg-libxext=1.3.4=h7f98852_1 + - xorg-libxrender=0.9.10=h7f98852_1003 + - xorg-renderproto=0.11.1=h7f98852_1002 + - xorg-xextproto=7.3.0=h7f98852_1002 + - xorg-xproto=7.0.31=h7f98852_1007 + - xz=5.2.5=h516909a_1 + - yaml=0.2.5=h516909a_0 + - zeromq=4.3.4=h9c3ff4c_0 + - zipp=3.4.1=pyhd8ed1ab_0 + - zlib=1.2.11=h516909a_1010 + - zstd=1.4.9=ha95c52a_0 +prefix: /home/cermak/miniconda3/envs/bokeh diff --git a/conda/docs/Documentation.md b/conda/docs/Documentation.md new file mode 100644 index 0000000..e6b01fe --- /dev/null +++ b/conda/docs/Documentation.md @@ -0,0 +1,16 @@ +# Documentation + +We have not settled on a documentation parsing system as of yet. MOM6 +uses a combination of doxygen and sphinx. This will be the toolset +that will also be adopted to this project. For now, there are some +planning notes. + +# Documentation/Sphinx/Python + +https://thomas-cokelaer.info/tutorials/sphinx/docstring_python.html +https://devguide.python.org/documenting/ + +of course there are differences of opinion! + +https://docs.python-guide.org/writing/documentation/ + diff --git a/conda/docs/conda/README.md b/conda/docs/conda/README.md new file mode 100644 index 0000000..caeeca9 --- /dev/null +++ b/conda/docs/conda/README.md @@ -0,0 +1,122 @@ +# conda + +This explains some things about how to utilize conda to +manage python environments. To learn much more details about +conda, we suggest visiting the +[conda documentation](https://docs.conda.io/projects/conda/en/latest/index.html) website. + +A YAML specification file is to configurate a python environment. We have prepared +a few specification files, please see the conda directory. + +These instructions assume you have conda/miniconda installed. If conda is not installed, +please consult this +[webpage](https://docs.conda.io/projects/conda/en/latest/user-guide/install/index.html). + +There is a generic YAML file that pulls together a development environment. To +expidite the conda environment solver, a YAML\_export file is also provided for +quicker recovery of a generic environment. + +Initialization: +``` +$ conda env create -f conda/xesmfTools.yml +$ conda env export > conda/xesmfTools_export.yml +``` + +For a quicker recovery of a conda environment, use the exported YAML file: +``` +$ conda env remove --name xesmfTools +$ conda env create conda/xesmfTools_export.yaml +``` + +NOTE: Initialization of holoviz from the generic YAML file took over an hour. +It only took a couple of minutes from the resolved export YAML file. + +AND: Sometimes it is faster to slowly bootstrap an environment and then +capture the result. + +Example: +``` +$ conda env create -f gridtools/conda/gridTools.yml +$ conda activate gridTools +(gridTools) $ conda install -c conda-forge geopandas matplotlib ipympl cartopy netcdf4 conda +(gridTools) $ conda env export -n gridTools > gridtools/conda/gridTools_export.yml +``` + +You can capture the time it takes to run the creation of an enviroment as well +as set a timeout so you can tune the YAML file. In this example, the timeout +is set to 5 minutes to allow resolution of the environment. +``` +$ time timeout 5m conda env create -f gridtools/conda/gridTools.yml +``` + +## xesmfTools + +This is the main enviroment for utilizing the grid generation libraries. + +Some of the main libraries within this environment: + * cartopy + * esmf + * esmpy + * xarray + * xesmf + +NOTE: Avoid version 0.5.2 of xesmf. If you need to use the xgcm library, + install it as a separate environment. + +# Environments + +Current operational environment for the grid toolset: ***xesmfTools*** + +## Initialization + +Initialization times: + * bokeh: 9m 17s + * gridTools: 11m 47s(!) + * legacyTools: 4m 53s(!) + * pangeo: 10m 41s + * pyroms: 1m 43s + * xesmfTools: 5m 5s(!) + +(!) Requires post installation steps, see below. + +This list of environments may change over time. Other environments +are used for experimentation and development purposes in another +development [repository](https://github.com/jr3cermak/gridtools). + +## xesmfTools + +Please read the YAML configuration file, +[xesmfTools.yml](../../conda/xesmfTools.yml), +for additional steps to create a complete environment. + +If you use the export file, you only need to install datashader. If you use +the xesmfTools.yml, you will need to install additional libraries in conda +and install datashader. + +Attempting to load all the libraries together initially takes conda a very +long time to resolve package conflicts or it fails completely. Partitioning +the install process speeds up the process and is more successful. + +## gridTools + +After installing the initial environment, two jupyter lab extensions may need +to be installed before you can use interactive bokeh elements. You can check +to see if extensions are installed first and install extensions as needed. + +``` +$ conda env create -f gridtools/conda/gridTools.yml +$ conda activate gridTools +(gridTools) $ jupyter labextension list +(gridTools) $ jupyter labextension install @jupyter-widgets/jupyterlab-manager +(gridTools) $ jupyter labextension install @bokeh/jupyter_bokeh +``` + +## legacyTools + +NOTE: This is a very limited environment with netcdf4 and matplotlib's basemap +to review former functionality of older libraries and software. + +This environment supported investigation into the following libraries: + * [leaflet](../development/python/libraries/leaflet.md) + * [pyroms](../development/python/libraries/pyroms.md) + diff --git a/conda/docs/development/CHANGELOG.md b/conda/docs/development/CHANGELOG.md new file mode 100644 index 0000000..3376f0e --- /dev/null +++ b/conda/docs/development/CHANGELOG.md @@ -0,0 +1,271 @@ +# Change Log + +# 2021-05-06 + + - BUG(app): Stereographic grid generation does not work when dx/dy is not + evenly divisible by grid resolution. TODO + - IBCAO grid exhausts memory on mybinder.org + - Try to implement dask features in Example4a (incomplete) + - Updated grid center text in application + - Rename an example script to conform to mkGrids + - Remove mkMapInteractive.ipynb + - Fix metadata for IBCAO grid in Example 5 and 5a + - Add jupyter-resource-usage to conda:xesmfTools + - BUG(app): Add missing self on plotTitle FIXED + - Add information to examples/README.md + - BUG(app): x/y color and line controls are swapped FIXED + - app: adjusted grid resolution to take larger numbers. + - app: erase debug cell at the bottom of mkGridInteractive.ipynb + - publish to ESMG:dev branch and test mybinder.org + +# 2021-05-05 + + - This day in history. SpaceX launches and lands starship prototype number 15. + - Add wish list task for delta method import of boundary conditions and forcing fields. + - Add/update documentation for the application. + +# 2021-05-04 + + - Merge PR#1 into robTest + - Provide user with more descriptive plotting failure whether it is due to a non-existent grid or really a plotting error. + - Add errorNoGridFigure(). + - Move coordinates of existing message on plot. + - Add self.gridMode flag to GridUtils() + - Upon use of saveGrid() adjust x in grids from 0,360 to -180,+180 + + - Still some rough edges to clean up. + - One more pass at the application and application documentation + - Application changes: + - Adjust projection parameters depending on selected projection in make_plot and make_grid + - allow projection center to be separate from grid center + - define more controls for plot and grid to match recent API changes to GridUtils + - Ellipsoid for grids and plotting set to WGS84 + - Add a grid "Center" tab + - Expand ranges of dx, dy, gridResolutionX and gridResolutionY to also support meters + +# 2021-05-03 + + - WARNING: This commit leaves the Application broken (temporarily). + - API CHANGES + - Created grid generation function for spherical units given in meters and degrees. + - Add warning when grid generation fails. + - Add informational message when grid metrics are not computed. + - Check for lat_0 of +90 or -90 for spherical projection plots. + - Example mkGridsExample4.ipynb complete + - Checked operation of mkGridsExample1.py + - Checked operation of mkGridsExample5.py and mkGridsExample5a.py + - Issue a warning for grids that might not be conformal. + - Update app:make_plot for various projection inputs + - Remove an unneeded string expansion for Mercator. + +# 2021-05-02 + + - API CHANGES + - Performing parameter checks upfront and converting some to float for use later. + - Update mercator with Niki's routine to allow users to specify tilt. + - Define _default_availableGridTypes + - Add ensureEvenI flag for MOM6 grids + - Whitespace cleanup + - Begin to leverage args and kwargs in python functions. This will allow us to + use developed math functions for use with other grid types that might require + different options. + - Adding code guards for MOM6 specific operations. + +# 2021-05-01 + + - Move generic API demonstrations into mkGridsExample2.py so it + does not detract from specific grid generation demonstrations + in mkGridsIterative.ipynb. + - API CHANGES (incomplete) + - Enforce grid center parameters: centerX, centerY, centerUnits. + - mkGridsInterative.ipynb (incomplete) + - Add Niki's example of a Stereographic grid + - Add Niki's example of a rotated Mercator grid + - Added more of Niki's functions for Mercator grid generation + - NOTE: Grid generation techniques sometimes require projection + information and sometimes grid generation techniques change + projection information. All details should be specifically + documented. + +# 2021-04-30 + + - API CHANGES + - gridResolution is now units based instead of scale based as Niki defined it in his notebook example. + - gridutils + - Enforce degrees as units for Mercator and Lambert Conformal Conic. + - TODO: Niki performs some clipping of points along the j direction. This should be an expanded feature + to warn the user about grids with odd number of points in the i and j direction and offer an expansion + or clipping method. For supercomputing, it is easier to decompose a grid with even amounts of + points. + - Plotting: follow proj convention, when lat_ts is missing, attempt to use lat_0. + - Plottind defaults: follow proj defaults. + - drop "+units" from Mercator proj string + - add lat_ts to Stereographic proj string if available + - fix proj string bug for Lambert Conformal Conic + - Allow users to set the verbose Level by name instead of by number + - makeGrid() refactoring: use a flag to track when a new grid is created and then compute + grid metrics after attempting to establish a proj string. Creating a proj string too + early did not work for the delayed information from the Lambert Conformal Conic grid. Now + we compute the proj string at the latest possible moment. This would break the Spherical + grid generator for units in meters. This routine will have to construct the proj string early. + - Build out of Spherical grid generator begins (not complete) + +# 2021-04-29 + + - Unify user manual. The user manual will hold the bulk of the operational details. Application details + will be a small subset enough to explain the operational details of the graphical user interface. + - Merge NorthPolarStero and SouthPolarStereo to Sterographic in which grid generation will + need to pay attention to lat_0 defined for the projection. + - Update application to merge North and South polar stereographic to Stereographic. + - TODO: grab github revision used by each specific mybinder.org instance + - User can specify ellipsoid (ellps) and earth radius (R) through projection options to grid and plot. + - Do not forecast milestones past the next logical one; put other major milestones into a generic X milestone. + - We assume the user is familiar with the python programming language. We will point the user to helpful + materials when appropriate. + - API CHANGES + - Implementation requires vetting application and examples for proper operation + - Change user specification of grid center to "centerX" and "centerY" and specify those units in "centerUnits". + - BUG: Updating grid or plot parameter nested arguments will get clobbered. Queued to be fixed later. + +# 2021-04-28 + + - Raphael pointed us code he wrote that allows conversion from XY to LATLON over a 2D field. It was + exactly what we needed to get the IBCAO grid working in the polar projection. + - Unify MOM6/proj defaults for grid generation + - Default radius is 6.378137e6 + - Default ellipse is GRS80 + - Add warnings to various areas where we create the projection string + - Add warnings to determiniation of the radius of the earth to use + - Add three examples on how to create the IBCAO grid. One example shows how + things change when a slightly different radius is specified for WGS84. + - Move some milestones around with polar grids now possibly working + - Keep milestones under 1.0 for now + - Add datetime and pyproj to gridutils imports + - Return a version number for gridutils library + - Better metadata for xarray/netCDF structures + - Determine earth radius based on projection string on the fly + - Move construction of proj string into a function so it will work for grid and + plot projections as needed + - TODO: improve documentation for grid and plot parameters and finish implementation work + for all projections. For now, keep the grid construction simplified. + - Added a plotting demo for illustrating unstructured grid interpolation and differences + between using grid edges and grid center points for plotting. + +# 2021-04-26 + + - Avoid use of xesmf 0.5.2 + - split xesmfTools environment and move xgcm into its own environment + - Add xgcmTools environment + - Remapping an ice field using xesmf regridder + - Begin rework field flood algorythm that pyroms utilizes + - Added more bookmarks and sorted them + - Added xesmf to pangeo environment + - app.py; gridtools.py updates + - Add appropriate spacing between items + - If tilt is zero, remove it from any message or title + - Split refine into two arguments + - Update message if regular lat lon grid is being built on the equator or not + - Move plotBathyArctic6.py into pyroms directory + +# 2021-04-22 + + - The supergrid plotting would fail if grid type was two(2) and resolution was 0.5. When + multiplied together, it results in 1.0 which confused the current system. + - Add simple mercator grid generation method + - Add a couple of bathy examples to debug a masking issue. We can use xarray to display a + GEBCO 2020 figure and a ROMS figure with bathymetry. + - Add xmap examples that almost work + - Fix some spacing in some gridutils functions + - Update metadata for NEP7 grid in README + - Disable mercator tilt + - Separate refine inputs to grid functions that use gridResolution and gridMode + - Update some messaging + +# 2021-04-10 + + - Shore up messaging and debugging code in GridUtils(). A lot of missing level= in 2nd arguments + calls to printMsg and debugMsg. + - Add a TODO to refactor messaging and debugging into its own package/module. + - Add an example on how to work with logging levels and debug levels. + - Add showPlotParameters function. + - Add more explanation to example1. + - Testing NSIDC's grid generation software: mapx + - https://github.com/nsidc/mapx + - Learn how to read binary and reshape a numpy array after reading a mapx binary grid file + - FIX: GridUtils: Reformat lon > 180 + - lcc_grid.gpd almost replicates Niki's example grid; degress vs meters + - Create a 3rd example that generates a 1x1 grid for testing + +# 2021-04-09 + + - Fix warning in GridUtils.plotGrid() + - Change warnings to logging.WARNING messages + - Moved all print statements to printMsg calls + - Fix printing to STDOUT when msgBox is not defined + - Add a function that allows tweaking of noisy python modules that send information to the log. + - Add Manual documentation + - Add application Setup tab for other obscure toolset options; add setter and getter methods in GridUtils() + - Use numpypi: True/False + - Enable logging: True/False + - Specify logfile: "filename" + - Specify logging level + - Specify verbose level + - Specify debug level + - Log erase button + - Update some important references + - We can add param.watch to any control to trigger events when certain things happen. + - We also learned that a lot of python modules leverage the logging module and that some of + those modules are very verbose. We setup a function to reduce some of that noise. + - Once a logger is created, it cannot be deleted. It can be enabled and disabled. + - Add a small program example to show all available loggers after a GridUtils object is created. + - TODO: Creating more small program examples to demonstrate logging and debugging techniques. + - Use the setter functions in mkGridScripts and examples instead of setting the object variables directly. + - TODO: consider moving important variables to private/hidden variables. + +# 2021-04-08 + + - Experimentation with panel.pane.HTML did not work pan out. No great control over width and height. + Text updates did not automatically resize the window. The TextAreaInput automatically adds a + scrollbar to the box when enough lines are added to the window. + - Fixed up documentation of Grid Representation in the app manual. + - Panel markdown honors the usage of options after a link. + Ex: [MOM6 User Manual](https://mom6.readthedocs.io/){target="\_blank"} + - Testing of new printMsg facility is working. + - Added a clear information button to clear the inforamtion window. + +# 2021-04-07 + + - Move Spherical.py to spherical.py to match coding standards + - Use R from GridUtils class in spherical + +# 2021-04-03 + + - BUG: add ccrs.SouthPolarStereo() to projCarto + - Remove plotExtentX0,X1 checks for lon>180 + - Moving the boilerplate into its own module works + - BUG(migration): makeGrid() contained a small bug, parallels were not updating; missing self + - reworked the way we start the app via show() and display() + - BUG(migration): Plot button stopped working; missing self + - BUG(migration): Saving local files are fixed + - BUG(migration): Call the showManual method with () + +# 2021-04-02 + + - combined xgcmTools with xecmfTools configuration + - added nbserverproxy to xecmfTools + - moved documentation around + - merge code updates from James + - proj; applied application changes into gridutils so it is available to all + - applied widget clean up for local file selection + - add todos: LCC limitations; consider numpypi code + - initial move to hide application boilerplate; help diff/debugging + - discovered how to suppress xarray \_FillValue attributes + - created mkGridScripts.py to demonstrate command line/ipython use + - more documentation needed + - document how numpypi and datashader should be installed + - update extent display to show -180 to +180 + - most spinner widgets updated to numeric values instead of integer + - establish a global for the defaultGridFilename + - still need to understand how libraries, modules and packages are handled in python + - migration of mkMap to mkGrid filename; we started with maps but have moved onto grids + diff --git a/conda/docs/development/CREDITS.md b/conda/docs/development/CREDITS.md new file mode 100644 index 0000000..81ef428 --- /dev/null +++ b/conda/docs/development/CREDITS.md @@ -0,0 +1,19 @@ +# Credits + +## Grid tool applications + +Main authors for integration of various sources of +software are: + + * [Rob Cermak](https://github.com/jr3cermak) + * [James Simkins](https://github.com/jsimkins2) + +## Code contributions + + * [Alistair Adcroft](https://github.com/adcroft) + * [Liz Drenkard](https://github.com/amoebaliz) + * [Raphael Dussin](https://github.com/raphaeldussin) + * [Matthew Harrison](https://github.com/MJHarrison-GFDL) + * [Kate Hedstrom](https://github.com/kshedstrom) + * [Mehmet Ilicak](https://github.com/milicak) + * [Niki Zadeh](https://github.com/nikizadehgfdl) diff --git a/conda/docs/development/Design.md b/conda/docs/development/Design.md new file mode 100644 index 0000000..0833a5c --- /dev/null +++ b/conda/docs/development/Design.md @@ -0,0 +1,53 @@ +# Library design + +These are the overarching design elements. To follow along +with actual milestones, task, todo and extras list, please +consult the [TODO](TODO.md) page. + +## Requirements + +These are MUST HAVE elements. + +The ocean grids are conformal. This means the angles between the horizontal +and vertical intersections are 90 degrees. + +Long term view is to be able to create subsets of grids from an existing global +grid. + +Must work with these conformal projections: + * Mercator + * Lambert Conformal Conic + * Polar Stereographic (N and S) + * Tri Polar + +Grid operation: + * Set, increase, decrease number of grid points (x, y) + * Set, increase, decrease cell size (dx, dy) + * Set or unset the requirement that dx = dy + * Zoom in/out + * Draw, adjust or delete the drawn grid + +### Features + +This is a list of elements that would be nice to have. + +Grid operation: + * Adjust the drawn box with a fixed boundary or point + * Grid rotation + +Field import: + * Regrid bathymetry to new grid + * Build boundary and forcing files + * Adaptation of other routines from pyroms + +Ability to work in mapping and non-mapping frames of reference. The +ability to work in raw coordinate systems as needed by example problems. + +### Operational modes + +Desired operational modes + * Command line + * Command line widget mode + * jupyter notebook + * jupyter lab + * cloud: mybinder.org diff --git a/conda/docs/development/ImportantReferences.md b/conda/docs/development/ImportantReferences.md new file mode 100644 index 0000000..01c8129 --- /dev/null +++ b/conda/docs/development/ImportantReferences.md @@ -0,0 +1,71 @@ +# Important references + +These are people, references and bookmarks that provided useful information to make this project go. + +## Alistair Adcroft + * numpypi: https://github.com/adcroft/numpypi + +## Raphael Dussin + * Use of pyproj to convert coordinates in 2D array + * https://github.com/raphaeldussin/regrid_weights_bedmachine_gebco/blob/master/create_grids.py + +## Mehmet Ilicak; Alistair Adcroft; Matthew Harrison + * ROMS to MOM6 grid converter + * https://raw.githubusercontent.com/ESMG/pyroms/python3/examples/grid_MOM6/convert_ROMS_grid_to_MOM6.py + * https://raw.githubusercontent.com/ESMG/pyroms/python3/examples/grid_MOM6/Spherical.py + +## Niki Zadeh + * Lambert Conformal Conic grid generation provided by: + https://github.com/nikizadehgfdl/grid_generation/blob/dev/jupynotebooks/regional_grid_spherical.ipynb + +## mapx + * NSIDC Map Transformations Library (Mapx) + https://nsidc.org/support/42415620-Mapx-Map-Transformations-Library + +## Bookmarks + * https://www.digitalocean.com/community/tutorials/how-to-use-args-and-kwargs-in-python-3 + * https://docs.conda.io/projects/conda/en/latest/user-guide/tasks/manage-environments.html + * https://en.wikipedia.org/wiki/Arakawa_grids + * https://en.wikipedia.org/wiki/World_Geodetic_System + * https://geohackweek.github.io/nDarrays/09-masking/ + * https://github.com/binder-examples/conda + * https://github.com/SciTools/cartopy/issues/787 + * https://math.libretexts.org/Bookshelves/Calculus/Book%3A_Calculus_(OpenStax)/12%3A_Vectors_in_Space/12.7%3A_Cylindrical_and_Spherical_Coordinates#:~:text=In%20the%20Cartesian%20coordinate%20system%2C%20the%20location%20of%20a%20point,an%20angle%20measure%20(%CE%B8). + * http://mathworld.wolfram.com + * https://matplotlib.org/stable/gallery/images_contours_and_fields/image_masked.html + * https://matplotlib.org/stable/gallery/images_contours_and_fields/pcolormesh_levels.html#sphx-glr-gallery-images-contours-and-fields-pcolormesh-levels-py + * https://matplotlib.org/stable/gallery/images_contours_and_fields/pcolormesh_grids.html#sphx-glr-gallery-images-contours-and-fields-pcolormesh-grids-py + * https://matplotlib.org/stable/tutorials/colors/colormaps.html + * https://matplotlib.org/stable/tutorials/colors/colorbar_only.html#sphx-glr-tutorials-colors-colorbar-only-py + * https://panel.holoviz.org/gallery/index.html + + * https://pangeo-xesmf.readthedocs.io/en/latest/notebooks/Compare_algorithms.html + * https://rabernat.github.io/research_computing/xarray.html + * https://rabernat.github.io/research_computing_2018/maps-with-cartopy.html + * https://realpython.com/python-bindings-overview/ + * https://scitools.org.uk/cartopy/docs/latest/index.html + * https://scitools.org.uk/cartopy/docs/latest/crs/projections.html + * https://scitools.org.uk/cartopy/docs/latest/gallery/effects_of_the_ellipse.html + * https://softwareengineering.stackexchange.com/questions/329348/classes-vs-modules-in-python + * https://stackoverflow.com/questions/3277367/how-does-pythons-super-work-with-multiple-inheritance + * https://stackoverflow.com/questions/6999621/how-to-use-extent-in-matplotlib-pyplot-imshow + * https://stackoverflow.com/questions/12575421/convert-a-1d-array-to-a-2d-array-in-numpy + * https://stackoverflow.com/questions/21778118/counting-the-number-of-non-nan-elements-in-a-numpy-ndarray-in-python + * https://stackoverflow.com/questions/32234156/how-to-unimport-a-python-module-which-is-already-imported + * https://stackoverflow.com/questions/44412432/cartopy-zoom-in-to-a-region + * https://stackoverflow.com/questions/51357691/python-logging-only-for-own-imported-modules + * https://towardsdatascience.com/plt-subplot-or-plt-subplots-understanding-state-based-vs-object-oriented-programming-in-pyplot-4ba0c7283f5d + * https://unidata.github.io/MetPy/latest/examples/Four_Panel_Map.html + * https://www.kite.com/python/answers/how-to-hide-a-figure-from-being-shown-in-matplotlib-in-python + * https://www.mathsisfun.com/geometry/interior-angles-polygons.html + * https://www.python.org/dev/peps/pep-0008/#package-and-module-names + * https://xarray.pydata.org/en/stable/examples/ROMS_ocean_model.html + * https://xarray.pydata.org/en/stable/data-structures.html#dictionary-like-methods + * https://xarray.pydata.org/en/stable/dask.html + +## Paywall Bookmarks + +## For Review Later + + * http://dsrs.atmos.umd.edu/DATA/aosc/greenland/code/MOM4SODA/MOM_TEST/src/tools/make_hgrid/make_hgrid.c + * Be aware, this may be Arakawa B grid code diff --git a/conda/docs/development/Jupyter.md b/conda/docs/development/Jupyter.md new file mode 100644 index 0000000..72994a2 --- /dev/null +++ b/conda/docs/development/Jupyter.md @@ -0,0 +1,54 @@ +# Jupyter + +I currently run a Oracle VirtualBox on a MacOS and have the network setting for +Adapter 1 set as bridged over the wifi interface (en0). Doing so, I get a DHCP +address for my local network at the same level as the MacOS computer. This allows +me to use that IP for sharing the jupyter and bokah servers from the VM to a local +browser on the MacOS. In this documentation, I assume the VM is on the address +192.168.131.54. + +Launching a jupyterlab session, I prefer not to have it try and start a browser +from the VM. The default port is 8888. +``` +$ conda activate +(env) $ jupyter lab --ip=192.168.131.54 --no-browser +``` + +A jupyterlab can be started for each conda enviroment, but do not attempt to +open the same notebook file between two jupyterlab instances. It will do it, +but will cause odd things to happen. + +To enable multiple environments, use separate ports via (--port). It turns out +jupyterlab is able to figure out other ports are busy and auto increments the +port number. Specifying the port number is not necessary unless you want it to +be really different. +``` +(env) $ jupyter lab --ip=192.168.131.34 --port=8889 --no-browser +``` + +To test a bokeh application to make sure it can be embedded in a jupyter lab +notebook with working interactive widgets, use this example +[script](https://github.com/bokeh/bokeh/blob/2.3.0/examples/howto/server_embed/notebook_embed.ipynb). + +Using the above default launching of jupyter lab, the last line of the +notebook should read: +``` +show(bkapp, notebook_url="http://192.168.131.54:8888") +``` + +# Jupyter Shortcuts + +You can install the shortcuts within JupyterLab web interface through Settings, +Advanced Setting Editor and Keyboard Shortcuts and edit the "User Preferences" +pane. Or copy "shortcuts.jupyterlab-settings" to: + +```text +${HOME}/.jupyter/lab/user-settings/@jupyterlab/shortcuts-extension/shortcuts.jupyterlab-settings +``` + +The current shortcuts add two keyboard shortcuts to the notebook editor: + * Ctrl Shift ArrowUp: move cell up + * Ctrl Shift ArrowDown: move cell down + +You must not be editing the cell. The cell to move must be selected just to the +left and is denoted by a vertical bar highlighting the cell. diff --git a/conda/docs/development/TODO.md b/conda/docs/development/TODO.md new file mode 100644 index 0000000..943693c --- /dev/null +++ b/conda/docs/development/TODO.md @@ -0,0 +1,167 @@ +# Planned work + +## Milestones + + - [ ] Version 0.1 + - [X] Simple polar grid generation + - [X] Clean up documentation + - [X] Generify current examples + - [X] Test examples for LCC grid generation + - [X] Test examples for regular Mercator grid generation + - [X] Test examples for stereographic grid generation + - [X] Test application for LCC grid generation + - [X] Test application for regular Mercator grid generation + - [X] Test application for stereographic grid generation + - [X] Tackle critical TODO items + - [X] Publish initial commit to ESMG + - [ ] Ensure mybinder.org works with the published github commit + - [ ] Version 0.2 + - [ ] Estabish sphinx document generator and link to readthedocs + - [ ] Allow import of ROMS grid for conversion to MOM6 + - [ ] Enhanced grid/plot projection options + - [ ] Explore the extent problem for lon defined as +0,+360 vs -180,+180 + - [ ] Leverage dask (expecially for binder.org) + - [ ] Verison 0.x + - [ ] Bathymetry and boundery condition support + - [ ] Grid filling options (flooding) + - [ ] Grid mask editor + - [ ] This library is installable via pip + - [ ] This library is installable via conda + +# BUGS + - [ ] A nested dictionary will clobber other nested elements instead + of updating elements. Recode `setPlotParameters` and + `setGridParameters` to recursively update dictionary elements. + +# TASKS + + - [ ] general documentation + - [X] grid parameters + - [X] plot parameters + - [ ] enable sphinx as the documentation generator + - [ ] link to readthedocs + - [ ] grid creation/editor + - [ ] grid metrics + - [X] Spherical solution is complete via Niki's ROMS to MOM6 converter + - [X] Mercator (angle_dx might be 0 as it is lined up along latitude lines; except for tilt?) + - [X] Polar + - [ ] make Lambert Conformal Conic Grids; needs testing + - [ ] LCC cannot take custom lat_1 and lat_2; it generates + lat_1 and lat_2 based on grid inputs. + - [X] Update new lat_1 and lat_2 for application after makeGrid() is run + - [ ] changing plot parameters lat_1 and lat_2 do not seem to impact the view + - [ ] make Mercator grids; needs testing + - [ ] issue a warning if tilt is non-zero - disabled + - [ ] Niki might have solved lat lon tilt? + - [ ] having tilt may not produce conformal grids + - [X] Niki's example added; but it may not be correct + - [X] make Stereographic grids; needs testing + - [X] using meters; no tilt; based on code from Raphael + - [X] using degrees; with tilt; based on code from Niki; may not be correct + - [ ] grid generation in other projections (tri-polar, etc) + - [X] on saveGrid() convert lon [+0,+360] to [-180,+180] + - [ ] Unify code that adjusts lon (robTest:PR#1) + - [X] Unify ellipse radius (R) constants throughout code + - [X] Gridutils initializes with proj GRS80 + - [X] Allow user control + - [ ] grid mask editor (land, etc) + - [ ] integration of bathymetric sources and apply to grids + - [ ] https://github.com/nikizadehgfdl/ocean_model_topog_generator + - [ ] xesmf regridder + - [X] add nbserverproxy/xgcm to conda software stacks; copied to binder environment.yml + - [ ] Add option to use Alistair's numpypi package as a configurable option in toolsets + - [ ] turn numpypi into a loadable package via pip + - [X] add datashader and numpypi from github sources; see postBuild script + - [ ] implement and document in application + - [ ] implement and document for programming use + - [X] xarray \_FillValue needs to be turned off somehow + - [X] place display(dashboard) as a separate notebook cell + - [ ] on load of a grid + - [ ] calculate R + - [ ] calculate tilt (may not be possible) + - [ ] update any tool metadata that is appropriate for that grid + - [ ] parse and utilize any available proj string; must be a global or variable attribute + - [X] Create an application method within the GridUtils() class; GridTools().app() + - [ ] Using xesmf regridder and other tools to create bathymetry and other forcing and boundary files + - [ ] Develop a field "flood" routine similar to pyroms + - [ ] create a setup.py to allow this library to be installable via pip + - [ ] Perform checks for ensureEvenI and ensureEvenJ everywhere. This applies only to the grid not + the supergrid. + +# TODO + + - [X] Further consolidate matplotlib plotting code + - [X] Refactor plotting code. It is mostly the same except for setting the projection. + - [ ] Plotting + - [X] Grid + - [X] Gridboxes + - [ ] Supergrid + - [ ] Add "Refresh Plot" buttons to other Plot tabs or figure out how to squeeze a single plot button into the layout + - [ ] Do we have to declare everything in __init__ first or can be push all that to respective reset/clear functions? + - [ ] refactor messaging/logging out of GridUtils into its own package so we can import printMsg/debugMsg as standalone calls + - [X] refactor refineS and refineR options as Niki had them defined + - [X] makeGrid assumes working in degrees + - [X] Allow library to work in degree or meters + - [X] Pass back an error graphic instead of None for figures that do not render + - [ ] Add a formal logging/message mechanism. + - [X] Allow display of important messages and warnings in panel application: widget=TextAreaInput + - [X] Create options in application and other tools for user configuration of logging and output. + - [X] Create a message buffer/system for information. + - [ ] Create a separate app to watch a log file? https://discourse.holoviz.org/t/scrollable-log-text-viewer/317 + - [ ] log github revision used by mybinder.org instances + - [ ] For now, the gridParameters are always in reference to a center point in a grid + in the future, one may fix a side or point of the grid and grow out from that point + instead of the center. + - [ ] application + - [ ] enable user configurable plot and widget sizes (hardcoded in __init__) + - [ ] enable user to change ellipsoid, R, x_0 and y_0 grid and plot parameters + - [ ] plotting: adjust satellite_height, for now it is fixed to the default + - [ ] title is misleading; it should show the projections in use if different + - [ ] Develop a GridUtils() function + - [ ] Run `proj -le` and return the names or display the details + - [ ] Populates the ellps field for the application + - [ ] x_0 and y_0 are hard coded to be zero offsets. The user can modify these values. + - [ ] Deploy use of self.gridMade (robTest:PR#1) + - [ ] After success in makeGrid() + - [ ] Successful load of grid from a file + - [ ] Reset appropriately when clearGrid() is called + - [ ] More contemplation of longitude range with respect 0, +/-180, 360. + - [ ] How does this library respond for grids draped over 0 degree longitude vs +/-180 degrees longitude + - [ ] Add testing harnesses. + - [ ] pytest: This will allow testing of core code via command line and iterative methods. + - [ ] selenium: Testing interactive methods may be harder. + +# WISH + + - [ ] Add an activity spinner to indicate the notebook is busy + - [ ] Compute angle_dy for testing of grid conformality. Theoretically, we can do this check for all grid + and supergrid cells. + - [ ] tripolar grids: use FRE-NCtools via cython? + - [ ] Bring in code that converts ROMS grids to MOM6 grids + - [ ] Allow conversion of MOM6 grids to ROMS grids + - [ ] grid reading and plot parameter defaults should be dynamic with grid type declaration and potentially + split out into separate library modules? lib/gridTools/grids/{MOM6,ROMS,WRF} + - [ ] Place additional projection metadata into MOM6 grid files + - [X] Added proj string to netCDF file + - [ ] Tri polar grid description + - [ ] Work with generic non-mapping reference systems for use with some of the sample MOM6 problems + - [ ] Refactor any grid math into a gridmath library. Any grid computation that can stand on its own + should be moved into a separate gridmath library. + - [ ] gridtools::makeGrid() will need a refactor to work with other grid types + - [ ] write out all MOM6 ancillary files when writing a grid + - [ ] refactor expansion/clipping of grid points when fitting grid + - [ ] Add a notebook or two that demonstrates some of the esoteric API + features of the library: help, debugging, etc. + - [ ] Dask optimizations + - [ ] IBCAO grid is too big for mybinder.org + - [ ] Pull in BC and forcing fields from various sources + - [ ] Delta method: "We extract 20-30 years of a future projection from several models, build an average of each forcing variable which we superpose on modern day climate. It’s the so-called delta method. It debiases climate projections relative to modern day (reanalysis constrained) dynamics, but adds the climate change signal on top of it (as a secular change/delta)." + - [ ] CMIP/ESM + - [ ] Browser catalog: https://esgf-node.llnl.gov/search/cmip6/ + - [ ] Programmatic access: https://github.com/intake/intake-esm + - [ ] http://gallery.pangeo.io/repos/pangeo-gallery/cmip6/ + - [ ] https://github.com/aradhakrishnanGFDL/gfdl-aws-analysis/tree/master/examples + - [ ] https://github.com/aradhakrishnanGFDL/gfdl-aws-analysis/tree/master/esm-collection-spec-examples + - [ ] https://github.com/MackenzieBlanusa/OHC_CMIP6 + - [ ] https://github.com/xarray-contrib/cf-xarray + - [ ] https://github.com/jbusecke/cmip6_preprocessing diff --git a/conda/docs/development/python/libraries/leaflet.md b/conda/docs/development/python/libraries/leaflet.md new file mode 100644 index 0000000..4b62128 --- /dev/null +++ b/conda/docs/development/python/libraries/leaflet.md @@ -0,0 +1,3 @@ +### leaflet +If panning of maps fails or freezes, it usually requires a full reload of the +entire web page and the contents of JupyterLab to restore. \ No newline at end of file diff --git a/conda/docs/development/python/libraries/panel.md b/conda/docs/development/python/libraries/panel.md new file mode 100644 index 0000000..be21b66 --- /dev/null +++ b/conda/docs/development/python/libraries/panel.md @@ -0,0 +1,30 @@ +# Panel + +Developer notes from usage of the [Panel](https://panel.holoviz.org/index.html) library. + +# Notes + +Any control without a callback function feature like "on\_click" for the button can gain +a callback function using the param.watch method. For example, a Checkbox. Suppose, you +would like to have an event when the checkbox is toggled. + +Here is the code to create the checkbox control: +``` +logEnableControl = pn.widgets.Checkbox(name="Enable file logging") +``` + +To setup a watch for a change in the "value" property, use: +``` +logEnableControl.param.watch(logEnableCallback, 'value') +``` + +The callback function should trap the emitted event: +``` +def logEnableCallback(event): + print(event) +``` + +Which will result in something like: +```text +Event(what='value', name='value', obj=Checkbox(name='Enable file logging', value=True), cls=Checkbox(name='Enable file logging', value=True), old=False, new=True, type='changed') +``` diff --git a/conda/docs/development/python/libraries/pyroms.md b/conda/docs/development/python/libraries/pyroms.md new file mode 100644 index 0000000..3c41f71 --- /dev/null +++ b/conda/docs/development/python/libraries/pyroms.md @@ -0,0 +1,49 @@ +# pyroms + +[pyroms](https://github.com/ESMG/pyroms) + +This is a legacy software library for specific use with ROMS grids. + +# Notes + +NOTE: This is a very limited environment with netcdf4 and matplotlib's basemap +to review former functionality. This should be migrated ASAP to utilize modern +libraries. + +``` +# The current path is your SRC directory +$ git clone https://github.com/ESMG/pyroms.git +# The cloned directory is ${SRC}/pyroms +``` + +Install the pyroms conda environment. This installs the appropriate fortran +compiler for netcdf. + +If you need scrip.so: +``` +$ cd ${SRC}/pyroms/pyroms/external/scrip/source +# edit makefile +# change PREFIX = /usr/local +# to PREFIX ?= /usr/local +$ export PREFIX=$CONDA_PREFIX +$ make DEVELOP=1 +$ cp scrip.cpython-38-x86_64-linux-gnu.so ${SRC}/pyroms/pyroms/pyroms/ +``` + +Using pyroms: +``` +# define the location of gridid.txt +# edit gridid.txt to point to Arctic6 nc file +$ export PYROMS_GRIDID_FILE=/home/cermak/gridtools/gridTools/configs/Arctic6/roms/gridid.txt +``` + +For now the only known working way to run editmask.py is via: +``` +$ ipython --pylab +``` + +Cut and paste line by line into the interactive command above. The last line +in editmask.py saves any edits made to the grid. + +However, this should also work in jupyterlab via ipympl which is untested at +the moment. diff --git a/conda/docs/grids/Examples.md b/conda/docs/grids/Examples.md new file mode 100644 index 0000000..c5d7341 --- /dev/null +++ b/conda/docs/grids/Examples.md @@ -0,0 +1,60 @@ +# Examples + +Grid examples have been provided to demonstrate the utility of +the grid generation software. + +# Lambert Conformal Conic + +## NEP7 + +This grid description was provided by Kate Hedstrom. + +This grid is Lambert Conformal Conic. +Grid resolution is 10km (10000 meters) +The LCC attributes are: + Standard parallel latitudes: 40.0 and 60.0 North (lat_1, lat_2) + Central longitude: -91.0 West (lon_0) + Central latitude: unknown (seems ok for plotting) + Corner points: (-130,0N) (-220,70N) + +## Pacific + +The code creates a grid in spherical coordinates. It appears the final +grid is in Lambert Conformal Conic. The code allows a tilt to be provided +as input. + +This example recreates the the grid demonstrated by Niki Zadah's +[jupyter notebook](https://github.com/nikizadehgfdl/grid_generation/blob/dev/jupynotebooks/regional_grid_spherical.ipynb). + +# North Polar Stereo + +## Arctic6 + +This grid description was provided by Kate Hedstrom. + +This grid is in the North Polar Stereo projection. +This grid has a central longitude of 160.0 West. +The true scale latitude is unknown. Kate thinks it might be 90N? +Having true scale latitude unset for plotting seems to work. + +## IBCAO + +IBCAO is a North Polar Stero projection grid. The +[technical reference](https://www.ngdc.noaa.gov/mgg/bathymetry/arctic/IBCAO_TechnicalReference.PDF) +describes the grid in full detail. See page 9 for grid format. + +A Polarstereographic projection with the true scale at +75 °N is “preserved” in the Cartesian grid. The horizontal +datum is World Geodetic System (WGS 84). + +The center of the grid is the North Pole. + +Grid corners: +```text + X Y lon lat +-------- -------- ------ ------------- +-2902500 +2902500 -135.0 +53:49:1.4687 ++2902500 +2902500 +135.0 +53:49:1.4687 +-2902500 -2902500 -45.0 +53:49:1.4687 ++2902500 -2902500 +45.0 +53:49:1.4687 +``` diff --git a/conda/docs/grids/Grids.md b/conda/docs/grids/Grids.md new file mode 100644 index 0000000..aea2138 --- /dev/null +++ b/conda/docs/grids/Grids.md @@ -0,0 +1,12 @@ +# Grids + +For showing a grid not in its native projection, you have to +plot every line between grid box nodes to form the vertices. + +A simple bounding box, extent, may be used for a grid shown +in its native projection. You can plot from outer grid edges +to form the vertices. This also seems to hold true for tilted +grids in Lambert Conformal Conic. + +A conformal grid shown in its native projection should show up +as a square or rectangular grid. diff --git a/conda/docs/grids/MOM6.md b/conda/docs/grids/MOM6.md new file mode 100644 index 0000000..a571e6d --- /dev/null +++ b/conda/docs/grids/MOM6.md @@ -0,0 +1,10 @@ +# MOM6 Grids + +## MOM6 Notes + +Within the netCDF file for MOM6 grids the following descriptions of +variables and dimensions: + + * Dimensions + * nx, ny : grid centers + * nxp, nxp : grid verticies diff --git a/conda/docs/grids/MOM6ROMS.md b/conda/docs/grids/MOM6ROMS.md new file mode 100644 index 0000000..aef9944 --- /dev/null +++ b/conda/docs/grids/MOM6ROMS.md @@ -0,0 +1,69 @@ +# MOM6 and MOM6 grids + +``` +# Both ROMS and MOM6 horizontal grids use an Arakawa C-grid, with four +# types of points: +# rho: the centers of the cells +# psi: the corners of the cells, located diagonally between the +# 'rho' points +# u: the u-velocity points, located between 'rho' points in the +# east/west direction +# v: the v-velocity points, located between 'rho' points in the +# north/south direction + +# The main differences between the two grids are: +# * the outermost points of the ROMS grid are the 'rho' points, while +# the outermost points of the MOM6 grid are the 'psi' points (both +# with interspersed 'u' and 'v' points); and +# * the MOM6 grid interleaves all four types of points into a single +# "supergrid", while ROMS stores them as separate grids. + +# The ROMS grid looks like this, with an extra layer of 'rho' points +# around the outside: +# (see https://www.myroms.org/wiki/Numerical_Solution_Technique) +# +# p - p - p - p - p +# 3 | + | + | + | + | p = rho (center) points +# p - p - p - p - p + = psi (corner) points +# 2 | + | + | + | + | - = u points +# p - p - p - p - p | = v points +# 1 | + | + | + | + | +# p - p - p - p - p +# +# 1 2 3 4 + +# The MOM6 grid has 'psi' points on the outside, not 'rho': +# +# 3 + | + | + | + p = rho (center) points +# - p - p - p - + = psi (corner) points +# 2 + | + | + | + - = u points +# - p - p - p - | = v points +# 1 + | + | + | + +# +# 1 2 3 4 +``` + +Here is a representation of a (2, 3) MOM6 grid adapted from convert_ROMS_grid_to_MOM6.py +by Mehmet Ilicak and Alistair Adcroft. NOTE: The MOM6 supergrid is (5, 7) in shape. + +```text + G SG + 5 + | + | + | + + 2 4 - p - p - p - + 3 + | + | + | + + 1 2 - p - p - p - + 1 + | + | + | + + 1 2 3 G + 1 2 3 4 5 6 7 SG + +KEY: p = ROMS rho (center) points; also MOM6 h (center) points + + = ROMS psi (corner) points + - = ROMS u points + | = ROMS v points + G = grid points + SG = supergrid points +``` + +A MOM6 grid of (ny, nx) will have (ny\*2+1, nx\*2+1) points on the supergrid. +NOTE: In python, array storage is zero based. In the above example, supergrid +point (1, 1) is stored in memory location (0, 0). diff --git a/conda/docs/grids/ROMS.md b/conda/docs/grids/ROMS.md new file mode 100644 index 0000000..7cd1535 --- /dev/null +++ b/conda/docs/grids/ROMS.md @@ -0,0 +1,3 @@ +# ROMS + +Has an extra grid box around the regular grid. diff --git a/conda/docs/manual/Application.md b/conda/docs/manual/Application.md new file mode 100644 index 0000000..8fdb72b --- /dev/null +++ b/conda/docs/manual/Application.md @@ -0,0 +1,12 @@ +# Application + +This details the application portion of the grid tools library. + +# Getting Started + +The application is generally run inside a python notebook, +jupyter notebook, jupyter lab or jupyter hub. Once the script +it loaded, all the cells should be executed to start the application. + +The developers have prepared the code to operate on a remote cloud +system at mybinder.org. diff --git a/conda/docs/manual/GridUtils.md b/conda/docs/manual/GridUtils.md new file mode 100644 index 0000000..028fddb --- /dev/null +++ b/conda/docs/manual/GridUtils.md @@ -0,0 +1,352 @@ +# GridUtils + +Welcome to the user manual for the GridUtils python library. This library +provides a one stop shop for grid preparation and manipulation software. +The [design](../development/Design.md) for this library is to keep it +simple and provide a variety of usage patterns. Work is ongoing with a +laundry list of [TODO](../development/TODO.md) items. + +This library currently returns a netCDF file that should be +compatible with a typical `ocean_hgrid.nc` input file. + +# Under the hood + +The library makes use of xarray for input and output (IO). Several +open source libraries are used for manipulation of grid and +associated grid fields (boundary files and forcing fields). The +primary storage format is netCDF. The dask library is leveraged +where possible. The library also leverages the geospatial +library pyproj where possible. + +# Getting Started + +This project assumes the user is familiar with using python as a +programming language. To get started with using this library, the +first step is [instantiation](https://www.tutorialspoint.com/Explain-Inheritance-vs-Instantiation-for-Python-classes) +of the library's class with a python variable that will point to +the python object. This also assumes the library has been installed +and is accessible. + +``` +from gridtools import GridUtils + +grd = GridUtils() +``` + +The `grd` variable or object's functions and methods can not be +used to create or load the users grid and leverage the library's +tools for other available operations. + +If working with more than one grid at one time, it is advised to +create or instantiate more than one object. Use one object for +each grid in use in a single program. + +The user manual and examples will refer to this `grd` object +frequently. + +In the application form of this library, once all the notebook +cells have run, there is a `grd` object that can be accessed by +adding cells at the bottom of the notebook. Manipulation of the +`grd` object outside the application can have unexpected +consequences. The application can only work with one grid at +one time. + +Additional details about the application not covered by the +internal application help menu can be found in the +[application](Application.md) portion of the user manual. + +Additional details may be gleamed from the internal python +documentation using the built-in +[help()](https://docs.python.org/3/library/functions.html#help) +function. After importing GridUtils or any library, the internal +help is displayed by using `help(GridUtils)` in a python script or +in a notebook cell. This also works for individual methods or +functions. + +## Feedback + +The library provides feedback to the user and the developers by +providing messages back to the screen or logging them to files. +As the library is utilized, it will emit warnings or error as +needed. If you want to increase or decrease the verbosity +of these messages, please see the [logging](Logging.md) portion +of the user manual. + +# Terminology + +**grid**: This refers to the entire grid. + +**grid cell**: This refers to a grid cell within a grid. + +## MOM6 + +**supergrid**: This refers a denser grid where +there are not only the grid verticies of the **grid cells** but additional +verticies through the center points of the **grid cells** in both the i +and j direction. This grid is twice the nominal resolution of the model. + +Grid orientation, with **no rotation**, is from the lower left to the upper +right. The i direction increases from lower to upper portion of the grid. +The j direction incrases from left to right. + +More grid specifics for MOM6 can be found at these locations: + * [Cheat sheet for using a Moasic grid with MOM6 output](https://gist.github.com/adcroft/c1e207024fe1189b43dddc5f1fe7dd6c) + * [Discrete Horizontal and Vertical Grids](https://mom6.readthedocs.io/en/dev-gfdl/api/generated/pages/Discrete_Grids.html) + +# Parameters + +The library acts on user provided grid and plot parameters. + +The user must specify projection information for both the grid and plot +parameters if the grid is to be used on a geographic surface. In most +cases, the grid and plot projections will be the same unless you wish +to see the grid in a different projection. + +The library has also been designed to allow the grid center to be +in a different location than the projection center. The library +makes *limited* assumptions for parameters and it is highly +recommended to provide complete information no matter how +redundant it may seem. + +There are certain assumptions made by the `pyproj` library for +certain projection parameters. + +# Grid Creation + +The library supports one mode of grid creation at present. The user +must provide: + * Size of the grid in the i(dy) and j(dx) direction in degrees or meters. + * Grid center in degrees or meters. + * Grid resolution in degrees or meters. + +The number of grid cells depends on the total size of the grid +and selected grid resolution. The library may automatically +adjust number of grid points in the i and j direction. Automatic +adjustment can be disabled. + +## Projections + +The user may select from three available projections: + * Lambert Conformal Conic + * Mercator + * Stereographic + +Since `pyproj` is utilized by this library, the +default ellipsoids for [projections](https://proj.org/operations/projections/index.html) +is GRS80. If `proj` is installed, use `proj -le` to produce a +list of available ellipoids. + +## Projection Support + +These grids are believed to be conformal as generated by the library: + * Lambert Conformal Conic + * Mercator (no tilt) + * Stereographic (with grid distance in meters) + +Other grids may be generated, but they are not guaranteed to be conformal. + +### Lambert Conformal Conic + +All grid parameters must be specified in degrees. + +### Mercator + +All grid parameters must be specified in degrees. + +### Stereographic + +The central grid point must be specified in degrees. +Grid distance must be specified in meters. + +# Defaults + +This section shows all available grid and plot parameters. Parameter +definitions are provided. + +All the available parameters are shown for completeness. Not all +parameters are needed to create a grid or request a plot. It some +cases, it does not make sense to mix parameters. Some parameters +are only available for specific grid types. + +## Grid + +Grid parameters may be changed through the `setGridParameters` function by +passing a python dictionary. The order of the parameters does not matter. +The parameter names are case sensitive. + +``` +grd.setGridParameters({ + 'centerUnits': 'degrees', + 'centerX': 0.0, + 'centerY': 0.0, + 'dx': 0.0, + 'dy': 0.0, + 'dxUnits': 'degrees', + 'dyUnits': 'degrees', + 'nx': 0, + 'ny': 0, + 'tilt': 0.0, + 'gridResolution': 0.0, + 'gridResolutionX': 0.0, + 'gridResolutionY': 0.0, + 'gridResolutionUnits': 'degrees', + 'gridResolutionXUnits': 'degrees', + 'gridResolutionYUnits': 'degrees', + 'projection': { + 'name': 'Mercator', + 'lat_0': 0.0, + 'lat_1': 0.0, + 'lat_2': 0.0, + 'lat_ts': 0.0, + 'lon_0': 0.0, + 'ellps': 'GRS80', + 'R': 6378137.0, + 'x_0': 0.0, + 'y_0': 0.0, + 'k_0': 1.0 + }, + 'gridMode': 2, + 'ensureEvenJ': True +}) +``` + +Parameter definitions: + +Parameter | Definition | Type | Valid Values | Default +--------- | ---------- | ---- | ------------ | ------- +centerUnits | units for center grid point | string | 'degrees', 'meters' | 'degrees' +centerX | grid center in j direction | float | **(1)** | n/a +centerY | grid center in i direction | float | **(1)** | n/a +dx | grid length in the j direction | float | **(2)** | n/a +dy | grid length in the i direction | float | **(2)** | n/a +dxUnits | grid length units | string | 'degrees', 'meters' | 'degrees' +dyUnits | grid length units | string | 'degrees', 'meters' | 'degrees' +nx | number of grid points in the j direction | integer | **(3)** | n/a +ny | number of grid points in the i direction | integer | **(3)** | n/a +tilt | degree to rotate the grid | float | 0.0 to 360.0 | 0.0 **(4)** +gridResolution | grid cell size in the i and j direction | float | **(5)** | n/a +gridResolutionX | grid cell size in the j direction | float | **(5)** | n/a +gridResolutionY | grid cell size in the i direction | float | **(5)** | n/a +gridResolutionUnits | grid cell size units in the i and j direction | string | 'degrees', 'meters' | 'degrees' +gridResolutionXUnits | grid cell size units in the j direction | string | 'degrees', 'meters' | 'degrees' +gridResolutionYUnits | grid cell size units in the i direction | string | 'degrees', 'meters' | 'degrees' + +NOTES: + * **(1)** If centerUnits is in 'degrees', the limits for centerX are +0.0 to +360.0 and centerY are -90.0 to +90.0. + * **(2)** This is a reasonable float number representing degrees or meters. + * **(3)** This feature has not been implemented yet. + * **(4)** This parameter only applies to the Lambert Conformal Conic projection. + * **(5)** Specifying gridResolutionX and/or gridResolutionY will override the value specified for gridResolution + +MOM6 parameter definitions: + +Parameter | Definition | Type | Valid Values | Default +--------- | ---------- | ---- | ------------ | ------- +gridMode | grid generation mode | integer | **(1)** | 2 +ensureEvenI | ensure even number of grid points in the i direction | boolean | True, False | True +ensureEvenJ | ensure even number of grid points in the j direction | boolean | True, False | True + +NOTES: + * **(1)** Valid values are 1 and 2. Grid mode one (1) generates only the specified grid with grid cell distances given by the grid resolution. Grid metrics will NOT be computed. Grid mode two (2) generates a standard MOM6 grid with supergrid. Grid metrics will be computed. + * `ensureEvenJ` flag allows the grid generator clip the grid if the number of points in the j direction is uneven. + +Projection definitions: + +Parameter | Definition | Type | Valid Values | Default +--------- | ---------- | ---- | ------------ | ------- +name | projection name | string | 'LambertConformalConic', 'Mercator', 'Stereographic' | n/a +lat\_0 | latitude of projection center | degrees | -90.0 to +90.0 | 0.0 +lat\_1 | first standard parallel latitude | degrees | -90.0 to +90.0 | 0.0 +lat\_2 | second standard parallel latitude | degrees | -90.0 to +90.0 | 0.0 +lat\_ts | latitude of true scale | degrees | -90.0 to +90.0 | 0.0 **(1)** +lon\_0 | longitude of projection center | degrees | +0.0 to +360.0 | 0.0 +ellps | ellipsoid | string | **(2)** | 'GRS80' +R | radius of the earth sphere | float | **(3)** | n/a +x\_0 | false easting | float | always expressed in meters | 0.0 +y\_0 | false northing | float | always expressed in meters | 0.0 +k\_0 | scale factor for natural origin or the ellipsoid | float | **(2)** | 1.0 + +NOTES: + * **(1)** This parameters take precedence over `k_0` if both options are specified. For stereographic projections, `lat_0` is used if `lat_ts` is not specified. + * **(2)** This is a proj string that sets the ellipsoid of the earth or sphere. See `proj -le` to show all available ellipoids. Even if an ellipsoid is selected, the radius can be changed by also supplying the `R` argument. + * **(3)** The radius is normally defined by the ellipsoid. Use this parameter if the radius of the sphere is slightly different. Depending on the projection selected, the parameter `k_0` may scale the natural origin or the ellipsoid. + +## Plot + +Plot parameters may be changed through the `setPlotParameters` function by +passing a python dictionary. The order of the parameters does not matter. +The parameter names are case sensitive. + +``` +grd.setPlotParameters({ + 'figsize': (5.0, 3.75), + 'extent': [-180.0, +180.0, -90.0, +90.0], + 'showGrid': True, + 'showGridCells': False, + 'showSupergrid': False, + 'title': 'Plot title', + 'iColor': 'k', + 'jColor': 'k', + 'iLinewidth': 1.0, + 'jLinewidth': 1.0, + 'projection': { + 'name': 'Mercator', + 'lat_0': 0.0, + 'lat_1': 0.0, + 'lat_2': 0.0, + 'lat_ts': 0.0, + 'lon_0': 0.0, + 'ellps': 'GRS80', + 'R': 6378137.0, + 'x_0': 0.0, + 'y_0': 0.0, + 'k_0': 1.0 + } +}) +``` + +Parameter definitions: + +Parameter | Definition | Type | Valid Values | Default +--------- | ---------- | ---- | ------------ | ------- +figsize | default figure size for plots in inches | tuple | (float, float) | (5.0, 3.75) **(1)** +extent | plot extent | list | [float, float, float, float] | n/a **(2)** +extentCRS | plot extent projection | cartopy crs object | **(3)** | cartopy.crs.PlateCarree() +showGrid | plots only show the grid edge | boolean | False, True | True **(4)** +showGridCells | plots show grid cells | boolean | False, True | False **(4)** +showSupergrid | plots show the supergrid | boolean | False, True | False **(4)** +title | plot title | string | any string | n/a **(5)** +iColor | i grid line color | string | **(6)** | 'k' +jColor | j grid line color | string | **(6)** | 'k' +iLinewidth | i grid line width | float | **(7)** | 1.0 +jLinewidth | j grid line width | float | **(7)** | 1.0 + +NOTES: + * **(1)** The tuple arguments are (width, height) in inches. This +default figure size is optimized for use in the application portion +of the library. The library is designed to pass back a figure and +axes matlab object for further customization before rendering. + * **(2)** By default, this parameter is not set. When this parameter +is not set, a geographic map plot will default to a global extent. +The parameter list is [min x0, max x1, min y0, max y1] where x is +typically longitude and y is latitude. NOTE: The library pyproj +utilizes longitudes +0.0 to +360.0. The library cartopy utilizes +longitudes -180.0 to +180.0. + * **(3)** See [cartopy.crs](https://scitools.org.uk/cartopy/docs/latest/crs/projections.html) +for other projections and required units. Changing the projection will +require loading the cartopy library. `import cartopy` + * **(4)** Not all grid model types will support `showSupergrid`. If +multiple parameters are set to True, the plot will show the denser of +all the selections. + * **(5)** By default, the parameter is not set. When set, this is +the title that is shown on the plot. + * **(6)** By default, grid lines are plotted as black ('k'). The +library utilizes colors available in +[matplotlib](https://matplotlib.org/stable/tutorials/colors/colors.html). + * **(7)** Grid line width is specified in points (1/72 of an inch). A grid +can sometimes be viewable at a witdh of 0.1 points. The grid also +becomes somewhat opaque. + +The projection definitions for plot parameters are +the same as the grid parameters and will not be +repeated here. diff --git a/conda/docs/manual/Logging.md b/conda/docs/manual/Logging.md new file mode 100644 index 0000000..c184b38 --- /dev/null +++ b/conda/docs/manual/Logging.md @@ -0,0 +1,43 @@ +# Logging + +At the default state, the program will emit important messages about +assumptions it made in creating or modifying the grid in memory. + +This library, and many other python libraries, heavily leverage the +built-in [logging](https://docs.python.org/3/library/logging.html) +library. + +The logging mechanism in this application and GridUtils() is slightly complex. For messages +emitted to the "Information" panel or using iterative means, you can control the amount of +detail presented to you or logged in a file. The logging levels from low to high are: NOTSET, +DEBUG, INFO, WARNING, ERROR and CRITICAL. The level set means only messages of that level or higher +will be shown or logged. If you want to see all available detail, use NOTSET. NOTE: The detail sent +to the applications "Information" window by default is INFO or higher. The detail sent to a log file, +if enabled, is WARNING or higher. The function for emitting messages is `GridUtils.printMsg()`. + +# Log file + +You can only change the log file name or delete the log file when the logging system is disabled. +To assist the software developers, we request that you provide a log file of activity to help us +discover problems with the code. The log file will continue to grow over time. It is a good idea +to periodically erase the log file. + +# Debug level + +This is a special feature mainly for developers. If you are planning to "hack" this code, you can +utilize this feature to assist with debugging existing or new code. The available debug levels +do not operate like the logging levels. For operational use, the debug level is usually OFF. You +can use the MESSAGE level to simply emit messsages for debugging. The debug level RAISE, can emit a +message and then raise a python exception. This can normally be done in a try/except block where you +can try a bit of code and in the except block raise the exception after emitting a debugging message. +The last level is BREAKPOINT. This is similar to RAISE except that after the message is emitted, the +program will attempt to start the python debugger (pdb) using `pdb.set_trace()`. All messages sent +via `GridUtils.debugMsg()` are shown at the DEBUG level. + +Please review the [mkGridsExample2.py](../gridTools/mkGridsExample2.py) +python script for an example on how to work with the +messaging and logging portion of the library. + +If you discover a bug or problem with the, we will want to be provided as much +information as possible to help us fix the issue. Please see the +[reporting](Reporting.md) section of the user manual to assist developers. diff --git a/conda/docs/manual/Reporting.md b/conda/docs/manual/Reporting.md new file mode 100644 index 0000000..7433dfa --- /dev/null +++ b/conda/docs/manual/Reporting.md @@ -0,0 +1,30 @@ +# Reporting + +Found a BUG? We love bugs as much as we love grids! + +It is very helpful to tell us as much as possible about the situation +that triggers this bug. It is helpful if the developers can +`reproduce` the bug on our systems. + +What information is helpful: + * What software are you using? + * Application? + * Writing your own script? + * Please provide a copy of your code and any input files + * Large files may require other means to provide access + * Please describe the steps to reproduce the problem or error + * Please provide as much as possible + * Cut and paste error messages; provide log output + * Screenshots can be useful + * Copies of code, input and output files + * If you have a solution to the problem + * Code may be submitted in the form of a github pull request + * Other useful information + * Windows or Unix/Linux (`uname -a`) + * Python and other module versions + * Use the sysinfo module to provide python and module information. See mkGridsExample2.py for an example of use. The + sysinfo module only works for conda based environments. + +After all the information is collected, it is helpful to file an +[issue](https://github.com/ESMG/gridtools/issues) +on the github repository for tracking purposes. diff --git a/conda/docs/resources/Bathymetry.md b/conda/docs/resources/Bathymetry.md new file mode 100644 index 0000000..1a3d701 --- /dev/null +++ b/conda/docs/resources/Bathymetry.md @@ -0,0 +1,24 @@ +# Bathymetry + +# GEBCO + +[GEBCO](https://www.gebco.net/data_and_products/gridded_bathymetry_data/) + +The GEBCO grid can be assumed to be relative to WGS84. + +## Web Mapping Service + +https://www.gebco.net/data_and_products/gebco_web_services/web_map_service/ +https://www.gebco.net/data_and_products/gebco_web_services/web_map_service/mapserv? + +Layers: + * GEBCO_Latest - shaded relief imagery + * GEBCO_Latest_2 - colour-shaded for elevation imagery + * GEBCO_Lastest_TID - imagery based on the TID grid with grid cells based on interpolation transparent + +# IBCAO + +[IBCAO](https://www.gebco.net/data_and_products/gridded_bathymetry_data/arctic_ocean/) + +This grid is North Polar Stereo. +The true scale latitude is 75 North. diff --git a/conda/earthsim.yml b/conda/earthsim.yml new file mode 100644 index 0000000..d2f7192 --- /dev/null +++ b/conda/earthsim.yml @@ -0,0 +1,10 @@ +name: earthsim +# Post install +# conda install -c conda-forge holoviews geoviews cartopy panel +# conda install -c jupyterlab +channels: + - conda-forge +dependencies: + - earthsim + - conda + - pip diff --git a/conda/gridTools.yml b/conda/gridTools.yml new file mode 100644 index 0000000..f388880 --- /dev/null +++ b/conda/gridTools.yml @@ -0,0 +1,18 @@ +name: gridTools +# This allows us to create or modify model grids. +# Use this tool to perform mask editing operations. +# Use "xesmfTools" to manipulate grid content. +# Load other packages after initial environment creation: +# -c conda-forge geopandas matplotlib ipympl cartopy netcdf4 conda +channels: + - conda-forge +dependencies: + - netcdf4 + - geoviews=1.7.0 + - holoviews=1.13.4 + - jupyterlab + - matplotlib + - conda + - pip + - pip: + - -e /home/cermak/src/datashader diff --git a/conda/gridTools_export.yml b/conda/gridTools_export.yml new file mode 100644 index 0000000..c134e7c --- /dev/null +++ b/conda/gridTools_export.yml @@ -0,0 +1,259 @@ +name: gridTools +channels: + - conda-forge + - defaults +dependencies: + - _libgcc_mutex=0.1=conda_forge + - _openmp_mutex=4.5=1_gnu + - anyio=2.2.0=py38h578d9bd_0 + - argon2-cffi=20.1.0=py38h497a2fe_2 + - async_generator=1.10=py_0 + - attrs=20.3.0=pyhd3deb0d_0 + - babel=2.9.0=pyhd3deb0d_0 + - backcall=0.2.0=pyh9f0ad1d_0 + - backports=1.0=py_2 + - backports.functools_lru_cache=1.6.1=py_0 + - bleach=3.3.0=pyh44b312d_0 + - bokeh=1.4.0=py38h32f6830_1 + - boost-cpp=1.72.0=h8e57a91_0 + - brotlipy=0.7.0=py38h497a2fe_1001 + - bzip2=1.0.8=h7f98852_4 + - c-ares=1.17.1=h7f98852_1 + - ca-certificates=2020.12.5=ha878542_0 + - cairo=1.16.0=hcf35c78_1003 + - cartopy=0.17.0=py38h9cf8511_1015 + - certifi=2020.12.5=py38h578d9bd_1 + - cffi=1.14.4=py38ha312104_0 + - cfitsio=3.470=hb418390_7 + - cftime=1.4.1=py38h5c078b8_0 + - chardet=4.0.0=py38h578d9bd_1 + - click=7.1.2=pyh9f0ad1d_0 + - click-plugins=1.1.1=py_0 + - cligj=0.7.1=pyhd8ed1ab_0 + - cloudpickle=1.6.0=py_0 + - colorcet=2.0.6=pyhd8ed1ab_0 + - conda=4.9.2=py38h578d9bd_0 + - conda-package-handling=1.7.2=py38h8df0ef7_0 + - cryptography=3.4.6=py38ha5dfef3_0 + - curl=7.75.0=h979ede3_0 + - cycler=0.10.0=py_2 + - cytoolz=0.11.0=py38h497a2fe_3 + - dask=2021.3.0=pyhd8ed1ab_0 + - dask-core=2021.3.0=pyhd8ed1ab_0 + - datashape=0.5.4=py_1 + - dbus=1.13.6=hfdff14a_1 + - decorator=4.4.2=py_0 + - defusedxml=0.7.1=pyhd8ed1ab_0 + - distributed=2021.3.0=py38h578d9bd_0 + - entrypoints=0.3=pyhd8ed1ab_1003 + - expat=2.2.10=h9c3ff4c_0 + - fiona=1.8.13=py38h033e0f6_1 + - fontconfig=2.13.1=hba837de_1004 + - freetype=2.10.4=h0708190_1 + - freexl=1.0.6=h7f98852_0 + - fsspec=0.8.7=pyhd8ed1ab_0 + - gdal=3.0.4=py38h172510d_10 + - geopandas=0.9.0=pyhd8ed1ab_0 + - geos=3.8.1=he1b5a44_0 + - geotiff=1.6.0=h05acad5_0 + - geoviews=1.7.0=pyh87b5ea3_0 + - geoviews-core=1.7.0=py_0 + - gettext=0.19.8.1=hf34092f_1004 + - giflib=5.2.1=h36c2ea0_2 + - glib=2.66.3=h58526e2_0 + - gst-plugins-base=1.14.5=h0935bb2_2 + - gstreamer=1.14.5=h36ae1b5_2 + - hdf4=4.2.13=h10796ff_1004 + - hdf5=1.10.6=nompi_h6a2412b_1114 + - heapdict=1.0.1=py_0 + - holoviews=1.13.4=pyh9f0ad1d_0 + - icu=64.2=he1b5a44_1 + - idna=2.10=pyh9f0ad1d_0 + - importlib-metadata=3.7.2=py38h578d9bd_0 + - ipykernel=5.5.0=py38h81c977d_1 + - ipython=7.21.0=py38h81c977d_0 + - ipython_genutils=0.2.0=py_1 + - ipywidgets=7.6.3=pyhd3deb0d_0 + - jedi=0.18.0=py38h578d9bd_2 + - jinja2=2.11.3=pyh44b312d_0 + - jpeg=9d=h36c2ea0_0 + - json-c=0.13.1=hbfbb72e_1002 + - json5=0.9.5=pyh9f0ad1d_0 + - jsonschema=3.2.0=pyhd8ed1ab_3 + - jupyter=1.0.0=py38h578d9bd_6 + - jupyter-packaging=0.7.12=pyhd8ed1ab_0 + - jupyter_client=6.1.12=pyhd8ed1ab_0 + - jupyter_console=6.2.0=py_0 + - jupyter_core=4.7.1=py38h578d9bd_0 + - jupyter_server=1.4.1=py38h578d9bd_0 + - jupyterlab=3.0.10=pyhd8ed1ab_0 + - jupyterlab_pygments=0.1.2=pyh9f0ad1d_0 + - jupyterlab_server=2.3.0=pyhd8ed1ab_0 + - jupyterlab_widgets=1.0.0=pyhd8ed1ab_1 + - kealib=1.4.14=hcc255d8_2 + - kiwisolver=1.3.1=py38h1fd1430_1 + - krb5=1.17.2=h926e7f8_0 + - lcms2=2.12=hddcbb42_0 + - ld_impl_linux-64=2.35.1=hea4e1c9_2 + - libblas=3.9.0=8_openblas + - libcblas=3.9.0=8_openblas + - libclang=9.0.1=default_hde54327_0 + - libcurl=7.75.0=hc4aaa36_0 + - libdap4=3.20.6=hd7c4107_1 + - libedit=3.1.20191231=he28a2e2_2 + - libev=4.33=h516909a_1 + - libffi=3.2.1=he1b5a44_1007 + - libgcc-ng=9.3.0=h2828fa1_18 + - libgdal=3.0.4=he6a97d6_10 + - libgfortran-ng=9.3.0=hff62375_18 + - libgfortran5=9.3.0=hff62375_18 + - libglib=2.66.3=hbe7bbb4_0 + - libgomp=9.3.0=h2828fa1_18 + - libiconv=1.16=h516909a_0 + - libkml=1.3.0=hd79254b_1012 + - liblapack=3.9.0=8_openblas + - libllvm10=10.0.1=he513fc3_3 + - libllvm9=9.0.1=hf817b99_2 + - libnetcdf=4.7.4=nompi_h56d31a8_107 + - libnghttp2=1.43.0=h812cca2_0 + - libopenblas=0.3.12=pthreads_h4812303_1 + - libpng=1.6.37=h21135ba_2 + - libpq=12.3=h255efa7_3 + - libsodium=1.0.18=h36c2ea0_1 + - libspatialindex=1.9.3=h9c3ff4c_3 + - libspatialite=4.3.0a=h2482549_1038 + - libssh2=1.9.0=ha56f1ee_6 + - libstdcxx-ng=9.3.0=h6de172a_18 + - libtiff=4.2.0=hdc55705_0 + - libuuid=2.32.1=h7f98852_1000 + - libwebp-base=1.2.0=h7f98852_0 + - libxcb=1.13=h7f98852_1003 + - libxkbcommon=0.10.0=he1b5a44_0 + - libxml2=2.9.10=hee79883_0 + - llvmlite=0.36.0=py38h4630a5e_0 + - locket=0.2.0=py_2 + - lz4-c=1.9.2=he1b5a44_3 + - markdown=3.3.4=pyhd8ed1ab_0 + - markupsafe=1.1.1=py38h497a2fe_3 + - matplotlib=3.3.4=py38h578d9bd_0 + - matplotlib-base=3.3.4=py38h0efea84_0 + - mistune=0.8.4=py38h497a2fe_1003 + - msgpack-python=1.0.2=py38h1fd1430_1 + - multipledispatch=0.6.0=py_0 + - munch=2.5.0=py_0 + - nbclassic=0.2.6=pyhd8ed1ab_0 + - nbclient=0.5.3=pyhd8ed1ab_0 + - nbconvert=6.0.7=py38h578d9bd_3 + - nbformat=5.1.2=pyhd8ed1ab_1 + - ncurses=6.2=h58526e2_4 + - nest-asyncio=1.4.3=pyhd8ed1ab_0 + - netcdf4=1.5.6=nompi_py38h1cdf482_100 + - notebook=6.2.0=py38h578d9bd_0 + - nspr=4.29=h9c3ff4c_1 + - nss=3.62=hb5efdd6_0 + - numba=0.53.0=py38h5e62926_0 + - numpy=1.20.1=py38h18fd61f_0 + - olefile=0.46=pyh9f0ad1d_1 + - openjpeg=2.3.1=hf7af979_3 + - openssl=1.1.1j=h7f98852_0 + - owslib=0.23.0=pyhd8ed1ab_0 + - packaging=20.9=pyh44b312d_0 + - pandas=1.2.3=py38h51da96c_0 + - pandoc=2.12=h7f98852_0 + - pandocfilters=1.4.2=py_1 + - panel=0.8.1=pyh9f0ad1d_1 + - param=1.10.1=pyhd3deb0d_0 + - parso=0.8.1=pyhd8ed1ab_0 + - partd=1.1.0=py_0 + - pcre=8.44=he1b5a44_0 + - pexpect=4.8.0=pyh9f0ad1d_2 + - pickleshare=0.7.5=py_1003 + - pillow=8.1.2=py38ha0e1e83_0 + - pip=21.0.1=pyhd8ed1ab_0 + - pixman=0.38.0=h516909a_1003 + - poppler=0.87.0=h4190859_1 + - poppler-data=0.4.10=0 + - postgresql=12.3=hc2f5b80_3 + - proj=7.0.0=h966b41f_5 + - prometheus_client=0.9.0=pyhd3deb0d_0 + - prompt-toolkit=3.0.17=pyha770c72_0 + - prompt_toolkit=3.0.17=hd8ed1ab_0 + - psutil=5.8.0=py38h497a2fe_1 + - pthread-stubs=0.4=h36c2ea0_1001 + - ptyprocess=0.7.0=pyhd3deb0d_0 + - pycosat=0.6.3=py38h497a2fe_1006 + - pycparser=2.20=pyh9f0ad1d_2 + - pyct=0.4.6=py_0 + - pyct-core=0.4.6=py_0 + - pyepsg=0.4.0=py_0 + - pygments=2.8.1=pyhd8ed1ab_0 + - pykdtree=1.3.4=py38h0b5ebd8_0 + - pyopenssl=20.0.1=pyhd8ed1ab_0 + - pyparsing=2.4.7=pyh9f0ad1d_0 + - pyproj=2.6.1.post1=py38h7521cb9_0 + - pyqt=5.12.3=py38ha8c2ead_3 + - pyrsistent=0.17.3=py38h497a2fe_2 + - pyshp=2.1.3=pyh44b312d_0 + - pysocks=1.7.1=py38h578d9bd_3 + - python=3.8.6=h852b56e_0_cpython + - python-dateutil=2.8.1=py_0 + - python_abi=3.8=1_cp38 + - pytz=2021.1=pyhd8ed1ab_0 + - pyviz_comms=2.0.1=pyhd3deb0d_0 + - pyyaml=5.4.1=py38h497a2fe_0 + - pyzmq=22.0.3=py38h2035c66_1 + - qt=5.12.5=hd8c4c69_1 + - qtconsole=5.0.2=pyhd8ed1ab_0 + - qtpy=1.9.0=py_0 + - readline=8.0=he28a2e2_2 + - requests=2.25.1=pyhd3deb0d_0 + - rtree=0.9.7=py38h02d302b_1 + - ruamel_yaml=0.15.80=py38h497a2fe_1004 + - scipy=1.6.0=py38hb2138dd_0 + - send2trash=1.5.0=py_0 + - setuptools=49.6.0=py38h578d9bd_3 + - shapely=1.7.1=py38ha11d057_1 + - six=1.15.0=pyh9f0ad1d_0 + - sniffio=1.2.0=py38h578d9bd_1 + - sortedcontainers=2.3.0=pyhd8ed1ab_0 + - sqlite=3.34.0=h74cdb3f_0 + - tblib=1.6.0=py_0 + - terminado=0.9.2=py38h578d9bd_0 + - testpath=0.4.4=py_0 + - tiledb=1.7.7=h8efa9f0_2 + - tk=8.6.10=h21135ba_1 + - toolz=0.11.1=py_0 + - tornado=6.1=py38h497a2fe_1 + - tqdm=4.59.0=pyhd8ed1ab_0 + - traitlets=5.0.5=py_0 + - tzcode=2021a=h7f98852_1 + - urllib3=1.26.3=pyhd8ed1ab_0 + - wcwidth=0.2.5=pyh9f0ad1d_2 + - webencodings=0.5.1=py_1 + - wheel=0.36.2=pyhd3deb0d_0 + - widgetsnbextension=3.5.1=py38h578d9bd_4 + - xarray=0.17.0=pyhd8ed1ab_0 + - xerces-c=3.2.2=h8412b87_1004 + - xorg-kbproto=1.0.7=h7f98852_1002 + - xorg-libice=1.0.10=h7f98852_0 + - xorg-libsm=1.2.3=hd9c2040_1000 + - xorg-libx11=1.7.0=h7f98852_0 + - xorg-libxau=1.0.9=h7f98852_0 + - xorg-libxdmcp=1.1.3=h7f98852_0 + - xorg-libxext=1.3.4=h7f98852_1 + - xorg-libxrender=0.9.10=h7f98852_1003 + - xorg-renderproto=0.11.1=h7f98852_1002 + - xorg-xextproto=7.3.0=h7f98852_1002 + - xorg-xproto=7.0.31=h7f98852_1007 + - xz=5.2.5=h516909a_1 + - yaml=0.2.5=h516909a_0 + - zeromq=4.3.4=h9c3ff4c_0 + - zict=2.0.0=py_0 + - zipp=3.4.1=pyhd8ed1ab_0 + - zlib=1.2.11=h516909a_1010 + - zstd=1.4.8=hdf46e1d_0 + - pip: + - pyqt5-sip==4.19.18 + - pyqtchart==5.12 + - pyqtwebengine==5.12.1 +prefix: /home/cermak/miniconda3/envs/gridTools diff --git a/conda/legacyTools.yml b/conda/legacyTools.yml new file mode 100644 index 0000000..d7fb536 --- /dev/null +++ b/conda/legacyTools.yml @@ -0,0 +1,15 @@ +name: legacyTools +channels: + - conda-forge + - defaults +dependencies: + - netcdf4 + - pygmt + - owslib + - ipyleaflet + - jupyterlab + - matplotlib + - cartopy + - folium + - conda + - pip diff --git a/conda/legacyTools_export.yml b/conda/legacyTools_export.yml new file mode 100644 index 0000000..309e1f2 --- /dev/null +++ b/conda/legacyTools_export.yml @@ -0,0 +1,249 @@ +name: legacyTools +channels: + - conda-forge + - defaults +dependencies: + - _libgcc_mutex=0.1=conda_forge + - _openmp_mutex=4.5=1_gnu + - anyio=2.2.0=py39hf3d152e_0 + - argon2-cffi=20.1.0=py39h3811e60_2 + - async_generator=1.10=py_0 + - atk-1.0=2.36.0=h3371d22_4 + - attrs=20.3.0=pyhd3deb0d_0 + - babel=2.9.0=pyhd3deb0d_0 + - backcall=0.2.0=pyh9f0ad1d_0 + - backports=1.0=py_2 + - backports.functools_lru_cache=1.6.1=py_0 + - bleach=3.3.0=pyh44b312d_0 + - boost-cpp=1.74.0=hc6e9bd1_2 + - branca=0.4.2=pyhd8ed1ab_0 + - brotlipy=0.7.0=py39h3811e60_1001 + - bzip2=1.0.8=h7f98852_4 + - c-ares=1.17.1=h7f98852_1 + - ca-certificates=2020.12.5=ha878542_0 + - cairo=1.16.0=h7979940_1007 + - cartopy=0.18.0=py39h3b23250_13 + - certifi=2020.12.5=py39hf3d152e_1 + - cffi=1.14.5=py39he32792d_0 + - cfitsio=3.470=hb418390_7 + - cftime=1.4.1=py39hce5d2b2_0 + - chardet=4.0.0=py39hf3d152e_1 + - chrpath=0.16=h14c3975_1001 + - conda=4.9.2=py39hf3d152e_0 + - conda-package-handling=1.7.2=py39h38d8fee_0 + - cryptography=3.4.6=py39hbca0aa6_0 + - curl=7.75.0=h979ede3_0 + - cycler=0.10.0=py_2 + - dbus=1.13.6=hfdff14a_1 + - dcw-gmt=1.1.4=1001 + - decorator=4.4.2=py_0 + - defusedxml=0.7.1=pyhd8ed1ab_0 + - entrypoints=0.3=pyhd8ed1ab_1003 + - expat=2.2.10=h9c3ff4c_0 + - ffmpeg=4.3.1=hca11adc_2 + - fftw=3.3.9=nompi_h74d3f13_101 + - folium=0.12.0=pyhd8ed1ab_1 + - fontconfig=2.13.1=hba837de_1004 + - freetype=2.10.4=h0708190_1 + - freexl=1.0.6=h7f98852_0 + - fribidi=1.0.10=h36c2ea0_0 + - gdal=3.2.1=py39h409cc32_7 + - gdk-pixbuf=2.42.2=h0c95a7a_2 + - geos=3.9.1=h9c3ff4c_2 + - geotiff=1.6.0=h2b14fbe_4 + - gettext=0.19.8.1=h0b5b191_1005 + - ghostscript=9.53.3=h58526e2_2 + - giflib=5.2.1=h36c2ea0_2 + - glib=2.66.7=h9c3ff4c_1 + - glib-tools=2.66.7=h9c3ff4c_1 + - gmp=6.2.1=h58526e2_0 + - gmt=6.1.1=hbd5eb69_5 + - gnuplot=5.4.1=hc654d65_1 + - gnutls=3.6.13=h85f3911_1 + - graphicsmagick=1.3.35=h2852e03_2 + - graphite2=1.3.13=h58526e2_1001 + - gshhg-gmt=2.3.7=1002 + - gst-plugins-base=1.18.3=h04508c2_0 + - gstreamer=1.18.3=h3560a44_0 + - gtk2=2.24.33=hab0c2f8_0 + - harfbuzz=2.7.4=h5cf4720_0 + - hdf4=4.2.13=h10796ff_1004 + - hdf5=1.10.6=nompi_h6a2412b_1114 + - icu=68.1=h58526e2_0 + - idna=2.10=pyh9f0ad1d_0 + - importlib-metadata=3.7.2=py39hf3d152e_0 + - ipykernel=5.5.0=py39hef51801_1 + - ipyleaflet=0.13.6=pyhd8ed1ab_1 + - ipython=7.21.0=py39hef51801_0 + - ipython_genutils=0.2.0=py_1 + - ipywidgets=7.6.3=pyhd3deb0d_0 + - jedi=0.18.0=py39hf3d152e_2 + - jinja2=2.11.3=pyh44b312d_0 + - jpeg=9d=h36c2ea0_0 + - json-c=0.15=h98cffda_0 + - json5=0.9.5=pyh9f0ad1d_0 + - jsonschema=3.2.0=pyhd8ed1ab_3 + - jupyter-packaging=0.7.12=pyhd8ed1ab_0 + - jupyter_client=6.1.12=pyhd8ed1ab_0 + - jupyter_core=4.7.1=py39hf3d152e_0 + - jupyter_server=1.4.1=py39hf3d152e_0 + - jupyterlab=3.0.10=pyhd8ed1ab_0 + - jupyterlab_pygments=0.1.2=pyh9f0ad1d_0 + - jupyterlab_server=2.3.0=pyhd8ed1ab_0 + - jupyterlab_widgets=1.0.0=pyhd8ed1ab_1 + - kealib=1.4.14=hcc255d8_2 + - kiwisolver=1.3.1=py39h1a9c180_1 + - krb5=1.17.2=h926e7f8_0 + - lame=3.100=h7f98852_1001 + - lcms2=2.12=hddcbb42_0 + - ld_impl_linux-64=2.35.1=hea4e1c9_2 + - libblas=3.9.0=8_openblas + - libcblas=3.9.0=8_openblas + - libclang=11.1.0=default_ha53f305_0 + - libcurl=7.75.0=hc4aaa36_0 + - libdap4=3.20.6=hd7c4107_1 + - libedit=3.1.20191231=he28a2e2_2 + - libev=4.33=h516909a_1 + - libevent=2.1.10=hcdb4288_3 + - libffi=3.3=h58526e2_2 + - libgcc-ng=9.3.0=h2828fa1_18 + - libgd=2.3.0=h47910db_1 + - libgdal=3.2.1=h38ff51b_7 + - libgfortran-ng=9.3.0=hff62375_18 + - libgfortran5=9.3.0=hff62375_18 + - libglib=2.66.7=h3e27bee_1 + - libgomp=9.3.0=h2828fa1_18 + - libiconv=1.16=h516909a_0 + - libkml=1.3.0=h02e6976_1012 + - liblapack=3.9.0=8_openblas + - libllvm11=11.1.0=hf817b99_0 + - libnetcdf=4.7.4=nompi_h56d31a8_107 + - libnghttp2=1.43.0=h812cca2_0 + - libopenblas=0.3.12=pthreads_h4812303_1 + - libpng=1.6.37=h21135ba_2 + - libpq=13.1=hfd2b0eb_2 + - librttopo=1.1.0=h1185371_6 + - libsodium=1.0.18=h36c2ea0_1 + - libspatialite=5.0.1=he52d314_3 + - libssh2=1.9.0=ha56f1ee_6 + - libstdcxx-ng=9.3.0=h6de172a_18 + - libtiff=4.2.0=hdc55705_0 + - libuuid=2.32.1=h7f98852_1000 + - libwebp=1.2.0=h3452ae3_0 + - libwebp-base=1.2.0=h7f98852_0 + - libxcb=1.13=h7f98852_1003 + - libxkbcommon=1.0.3=he3ba5ed_0 + - libxml2=2.9.10=h72842e0_3 + - lz4-c=1.9.3=h9c3ff4c_0 + - markupsafe=1.1.1=py39h3811e60_3 + - matplotlib=3.3.4=py39hf3d152e_0 + - matplotlib-base=3.3.4=py39h2fa2bec_0 + - mistune=0.8.4=py39h3811e60_1003 + - mysql-common=8.0.23=ha770c72_1 + - mysql-libs=8.0.23=h935591d_1 + - nbclassic=0.2.6=pyhd8ed1ab_0 + - nbclient=0.5.3=pyhd8ed1ab_0 + - nbconvert=6.0.7=py39hf3d152e_3 + - nbformat=5.1.2=pyhd8ed1ab_1 + - ncurses=6.2=h58526e2_4 + - nest-asyncio=1.4.3=pyhd8ed1ab_0 + - netcdf4=1.5.6=nompi_py39h36800e2_100 + - nettle=3.6=he412f7d_0 + - notebook=6.2.0=py39hf3d152e_0 + - nspr=4.29=h9c3ff4c_1 + - nss=3.62=hb5efdd6_0 + - numpy=1.20.1=py39hdbf815f_0 + - olefile=0.46=pyh9f0ad1d_1 + - openh264=2.1.1=h780b84a_0 + - openjpeg=2.4.0=hf7af979_0 + - openssl=1.1.1j=h7f98852_0 + - owslib=0.23.0=pyhd8ed1ab_0 + - packaging=20.9=pyh44b312d_0 + - pandas=1.2.3=py39hde0f152_0 + - pandoc=2.12=h7f98852_0 + - pandocfilters=1.4.2=py_1 + - pango=1.42.4=h69149e4_5 + - parso=0.8.1=pyhd8ed1ab_0 + - pcre=8.44=he1b5a44_0 + - pexpect=4.8.0=pyh9f0ad1d_2 + - pickleshare=0.7.5=py_1003 + - pillow=8.1.2=py39hf95b381_0 + - pip=21.0.1=pyhd8ed1ab_0 + - pixman=0.40.0=h36c2ea0_0 + - poppler=0.89.0=h2de54a5_5 + - poppler-data=0.4.10=0 + - postgresql=13.1=h6303168_2 + - proj=7.2.0=h277dcde_2 + - prometheus_client=0.9.0=pyhd3deb0d_0 + - prompt-toolkit=3.0.17=pyha770c72_0 + - pthread-stubs=0.4=h36c2ea0_1001 + - ptyprocess=0.7.0=pyhd3deb0d_0 + - pycosat=0.6.3=py39h3811e60_1006 + - pycparser=2.20=pyh9f0ad1d_2 + - pygments=2.8.1=pyhd8ed1ab_0 + - pygmt=0.3.0=pyhd8ed1ab_1 + - pyopenssl=20.0.1=pyhd8ed1ab_0 + - pyparsing=2.4.7=pyh9f0ad1d_0 + - pyproj=3.0.1=py39h50a64a9_0 + - pyqt=5.12.3=py39hf3d152e_7 + - pyqt-impl=5.12.3=py39h0fcd23e_7 + - pyqt5-sip=4.19.18=py39he80948d_7 + - pyqtchart=5.12=py39h0fcd23e_7 + - pyqtwebengine=5.12.1=py39h0fcd23e_7 + - pyrsistent=0.17.3=py39h3811e60_2 + - pyshp=2.1.3=pyh44b312d_0 + - pysocks=1.7.1=py39hf3d152e_3 + - python=3.9.2=hffdb5ce_0_cpython + - python-dateutil=2.8.1=py_0 + - python_abi=3.9=1_cp39 + - pytz=2021.1=pyhd8ed1ab_0 + - pyyaml=5.4.1=py39h3811e60_0 + - pyzmq=22.0.3=py39h37b5a0c_1 + - qt=5.12.9=hda022c4_4 + - readline=8.0=he28a2e2_2 + - requests=2.25.1=pyhd3deb0d_0 + - ruamel_yaml=0.15.80=py39h3811e60_1004 + - scipy=1.6.0=py39hee8e79c_0 + - send2trash=1.5.0=py_0 + - setuptools=49.6.0=py39hf3d152e_3 + - shapely=1.7.1=py39ha61afbd_4 + - six=1.15.0=pyh9f0ad1d_0 + - sniffio=1.2.0=py39hf3d152e_1 + - sqlite=3.34.0=h74cdb3f_0 + - terminado=0.9.2=py39hf3d152e_0 + - testpath=0.4.4=py_0 + - tiledb=2.2.4=hb9a9e87_2 + - tk=8.6.10=h21135ba_1 + - tornado=6.1=py39h3811e60_1 + - tqdm=4.59.0=pyhd8ed1ab_0 + - traitlets=5.0.5=py_0 + - traittypes=0.2.1=pyh9f0ad1d_2 + - tzcode=2021a=h7f98852_1 + - tzdata=2021a=he74cb21_0 + - urllib3=1.26.3=pyhd8ed1ab_0 + - wcwidth=0.2.5=pyh9f0ad1d_2 + - webencodings=0.5.1=py_1 + - wheel=0.36.2=pyhd3deb0d_0 + - widgetsnbextension=3.5.1=py39hf3d152e_4 + - x264=1!161.3030=h7f98852_0 + - xarray=0.17.0=pyhd8ed1ab_0 + - xerces-c=3.2.3=h9d8b166_2 + - xorg-kbproto=1.0.7=h7f98852_1002 + - xorg-libice=1.0.10=h7f98852_0 + - xorg-libsm=1.2.3=hd9c2040_1000 + - xorg-libx11=1.7.0=h7f98852_0 + - xorg-libxau=1.0.9=h7f98852_0 + - xorg-libxdmcp=1.1.3=h7f98852_0 + - xorg-libxext=1.3.4=h7f98852_1 + - xorg-libxrender=0.9.10=h7f98852_1003 + - xorg-libxt=1.2.1=h7f98852_2 + - xorg-renderproto=0.11.1=h7f98852_1002 + - xorg-xextproto=7.3.0=h7f98852_1002 + - xorg-xproto=7.0.31=h7f98852_1007 + - xz=5.2.5=h516909a_1 + - yaml=0.2.5=h516909a_0 + - zeromq=4.3.4=h9c3ff4c_0 + - zipp=3.4.1=pyhd8ed1ab_0 + - zlib=1.2.11=h516909a_1010 + - zstd=1.4.9=ha95c52a_0 +prefix: /home/cermak/miniconda3/envs/legacyTools diff --git a/conda/pangeo.yml b/conda/pangeo.yml new file mode 100644 index 0000000..cc47a0d --- /dev/null +++ b/conda/pangeo.yml @@ -0,0 +1,18 @@ +name: pangeo +channels: + - conda-forge +dependencies: + - numcodecs + - xarray + - zarr + - dask + - dask-jobqueue + - dask-labextension + - hvplot + - geoviews + - datashader + - jupyterlab>=3.0 + - jupyter-server-proxy + - widgetsnbextension + - conda + - pip diff --git a/conda/pangeo_export.yml b/conda/pangeo_export.yml new file mode 100644 index 0000000..5da390d --- /dev/null +++ b/conda/pangeo_export.yml @@ -0,0 +1,257 @@ +name: pangeo +channels: + - conda-forge + - defaults +dependencies: + - _libgcc_mutex=0.1=conda_forge + - _openmp_mutex=4.5=1_gnu + - aiohttp=3.7.4=py39h3811e60_0 + - anyio=2.2.0=py39hf3d152e_0 + - argon2-cffi=20.1.0=py39h3811e60_2 + - asciitree=0.3.3=py_2 + - async-timeout=3.0.1=py_1000 + - async_generator=1.10=py_0 + - attrs=20.3.0=pyhd3deb0d_0 + - babel=2.9.0=pyhd3deb0d_0 + - backcall=0.2.0=pyh9f0ad1d_0 + - backports=1.0=py_2 + - backports.functools_lru_cache=1.6.1=py_0 + - bleach=3.3.0=pyh44b312d_0 + - bokeh=2.3.0=py39hf3d152e_0 + - boost-cpp=1.74.0=hc6e9bd1_2 + - brotlipy=0.7.0=py39h3811e60_1001 + - bzip2=1.0.8=h7f98852_4 + - c-ares=1.17.1=h7f98852_1 + - ca-certificates=2020.12.5=ha878542_0 + - cairo=1.16.0=h7979940_1007 + - cartopy=0.18.0=py39h3b23250_13 + - certifi=2020.12.5=py39hf3d152e_1 + - cf_xarray=0.5.1=pyh44b312d_0 + - cffi=1.14.5=py39he32792d_0 + - cfitsio=3.470=hb418390_7 + - cftime=1.4.1=py39hce5d2b2_0 + - chardet=4.0.0=py39hf3d152e_1 + - click=7.1.2=pyh9f0ad1d_0 + - click-plugins=1.1.1=py_0 + - cligj=0.7.1=pyhd8ed1ab_0 + - cloudpickle=1.6.0=py_0 + - colorcet=2.0.6=pyhd8ed1ab_0 + - conda=4.9.2=py39hf3d152e_0 + - conda-package-handling=1.7.2=py39h38d8fee_0 + - cryptography=3.4.6=py39hbca0aa6_0 + - curl=7.75.0=h979ede3_0 + - cycler=0.10.0=py_2 + - cytoolz=0.11.0=py39h3811e60_3 + - dask=2021.3.0=pyhd8ed1ab_0 + - dask-core=2021.3.0=pyhd8ed1ab_0 + - dask-jobqueue=0.7.2=pyhd8ed1ab_1 + - dask-labextension=5.0.1=pyhd8ed1ab_1 + - datashader=0.12.0=pyhd3deb0d_0 + - datashape=0.5.4=py_1 + - decorator=4.4.2=py_0 + - defusedxml=0.7.1=pyhd8ed1ab_0 + - distributed=2021.3.0=py39hf3d152e_0 + - entrypoints=0.3=pyhd8ed1ab_1003 + - esmf=8.1.0=nompi_hed08645_0 + - esmpy=8.1.0=nompi_py39hc8aa433_0 + - expat=2.2.10=h9c3ff4c_0 + - fasteners=0.14.1=py_3 + - fiona=1.8.18=py39h494ca2c_1 + - fontconfig=2.13.1=hba837de_1004 + - freetype=2.10.4=h0708190_1 + - freexl=1.0.6=h7f98852_0 + - fsspec=0.8.7=pyhd8ed1ab_0 + - gdal=3.2.1=py39h409cc32_7 + - geopandas=0.9.0=pyhd8ed1ab_0 + - geos=3.9.1=h9c3ff4c_2 + - geotiff=1.6.0=h2b14fbe_4 + - geoviews=1.9.1=pyhd8ed1ab_0 + - geoviews-core=1.9.1=pyha770c72_0 + - gettext=0.19.8.1=h0b5b191_1005 + - giflib=5.2.1=h36c2ea0_2 + - hdf4=4.2.13=h10796ff_1004 + - hdf5=1.10.6=nompi_h6a2412b_1114 + - heapdict=1.0.1=py_0 + - holoviews=1.14.2=pyhd8ed1ab_0 + - hvplot=0.7.1=pyh44b312d_0 + - icu=68.1=h58526e2_0 + - idna=2.10=pyh9f0ad1d_0 + - importlib-metadata=3.7.3=py39hf3d152e_0 + - ipykernel=5.5.0=py39hef51801_1 + - ipython=7.21.0=py39hef51801_0 + - ipython_genutils=0.2.0=py_1 + - jedi=0.18.0=py39hf3d152e_2 + - jinja2=2.11.3=pyh44b312d_0 + - jpeg=9d=h36c2ea0_0 + - json-c=0.15=h98cffda_0 + - json5=0.9.5=pyh9f0ad1d_0 + - jsonschema=3.2.0=pyhd8ed1ab_3 + - jupyter-packaging=0.7.12=pyhd8ed1ab_0 + - jupyter-server-proxy=3.0.2=pyhd8ed1ab_0 + - jupyter_client=6.1.12=pyhd8ed1ab_0 + - jupyter_core=4.7.1=py39hf3d152e_0 + - jupyter_server=1.4.1=py39hf3d152e_0 + - jupyterlab=3.0.11=pyhd8ed1ab_0 + - jupyterlab_pygments=0.1.2=pyh9f0ad1d_0 + - jupyterlab_server=2.3.0=pyhd8ed1ab_0 + - kealib=1.4.14=hcc255d8_2 + - kiwisolver=1.3.1=py39h1a9c180_1 + - krb5=1.17.2=h926e7f8_0 + - lcms2=2.12=hddcbb42_0 + - ld_impl_linux-64=2.35.1=hea4e1c9_2 + - libblas=3.9.0=8_openblas + - libcblas=3.9.0=8_openblas + - libcurl=7.75.0=hc4aaa36_0 + - libdap4=3.20.6=hd7c4107_1 + - libedit=3.1.20191231=he28a2e2_2 + - libev=4.33=h516909a_1 + - libffi=3.3=h58526e2_2 + - libgcc-ng=9.3.0=h2828fa1_18 + - libgdal=3.2.1=h38ff51b_7 + - libgfortran-ng=9.3.0=hff62375_18 + - libgfortran5=9.3.0=hff62375_18 + - libglib=2.66.7=h3e27bee_1 + - libgomp=9.3.0=h2828fa1_18 + - libiconv=1.16=h516909a_0 + - libkml=1.3.0=h02e6976_1012 + - liblapack=3.9.0=8_openblas + - libllvm10=10.0.1=he513fc3_3 + - libnetcdf=4.7.4=nompi_h56d31a8_107 + - libnghttp2=1.43.0=h812cca2_0 + - libopenblas=0.3.12=pthreads_h4812303_1 + - libpng=1.6.37=h21135ba_2 + - libpq=13.1=hfd2b0eb_2 + - librttopo=1.1.0=h1185371_6 + - libsodium=1.0.18=h36c2ea0_1 + - libspatialindex=1.9.3=h9c3ff4c_3 + - libspatialite=5.0.1=he52d314_3 + - libssh2=1.9.0=ha56f1ee_6 + - libstdcxx-ng=9.3.0=h6de172a_18 + - libtiff=4.2.0=hdc55705_0 + - libuuid=2.32.1=h7f98852_1000 + - libwebp-base=1.2.0=h7f98852_2 + - libxcb=1.13=h7f98852_1003 + - libxml2=2.9.10=h72842e0_3 + - llvmlite=0.36.0=py39h1bbdace_0 + - locket=0.2.0=py_2 + - lz4-c=1.9.3=h9c3ff4c_0 + - markdown=3.3.4=pyhd8ed1ab_0 + - markupsafe=1.1.1=py39h3811e60_3 + - matplotlib-base=3.3.4=py39h2fa2bec_0 + - mistune=0.8.4=py39h3811e60_1003 + - monotonic=1.5=py_0 + - msgpack-python=1.0.2=py39h1a9c180_1 + - multidict=5.1.0=py39h3811e60_1 + - multipledispatch=0.6.0=py_0 + - munch=2.5.0=py_0 + - nbclassic=0.2.6=pyhd8ed1ab_0 + - nbclient=0.5.3=pyhd8ed1ab_0 + - nbconvert=6.0.7=py39hf3d152e_3 + - nbformat=5.1.2=pyhd8ed1ab_1 + - ncurses=6.2=h58526e2_4 + - nest-asyncio=1.4.3=pyhd8ed1ab_0 + - netcdf-fortran=4.5.3=nompi_h996563d_103 + - netcdf4=1.5.6=nompi_py39h36800e2_100 + - notebook=6.2.0=py39hf3d152e_0 + - numba=0.53.0=py39h4292f66_1 + - numcodecs=0.7.3=py39he80948d_0 + - numpy=1.20.1=py39hdbf815f_0 + - olefile=0.46=pyh9f0ad1d_1 + - openjpeg=2.4.0=hf7af979_0 + - openssl=1.1.1k=h7f98852_0 + - packaging=20.9=pyh44b312d_0 + - pandas=1.2.3=py39hde0f152_0 + - pandoc=2.12=h7f98852_0 + - pandocfilters=1.4.2=py_1 + - panel=0.11.0=pyhd8ed1ab_0 + - param=1.10.1=pyhd3deb0d_0 + - parso=0.8.1=pyhd8ed1ab_0 + - partd=1.1.0=py_0 + - pcre=8.44=he1b5a44_0 + - pexpect=4.8.0=pyh9f0ad1d_2 + - pickleshare=0.7.5=py_1003 + - pillow=8.1.2=py39hf95b381_0 + - pip=21.0.1=pyhd8ed1ab_0 + - pixman=0.40.0=h36c2ea0_0 + - poppler=0.89.0=h2de54a5_5 + - poppler-data=0.4.10=0 + - postgresql=13.1=h6303168_2 + - proj=7.2.0=h277dcde_2 + - prometheus_client=0.9.0=pyhd3deb0d_0 + - prompt-toolkit=3.0.17=pyha770c72_0 + - psutil=5.8.0=py39h3811e60_1 + - pthread-stubs=0.4=h36c2ea0_1001 + - ptyprocess=0.7.0=pyhd3deb0d_0 + - pycosat=0.6.3=py39h3811e60_1006 + - pycparser=2.20=pyh9f0ad1d_2 + - pyct=0.4.6=py_0 + - pyct-core=0.4.6=py_0 + - pygments=2.8.1=pyhd8ed1ab_0 + - pyopenssl=20.0.1=pyhd8ed1ab_0 + - pyparsing=2.4.7=pyh9f0ad1d_0 + - pyproj=3.0.1=py39h50a64a9_0 + - pyrsistent=0.17.3=py39h3811e60_2 + - pyshp=2.1.3=pyh44b312d_0 + - pysocks=1.7.1=py39hf3d152e_3 + - python=3.9.2=hffdb5ce_0_cpython + - python-dateutil=2.8.1=py_0 + - python_abi=3.9=1_cp39 + - pytz=2021.1=pyhd8ed1ab_0 + - pyviz_comms=2.0.1=pyhd3deb0d_0 + - pyyaml=5.4.1=py39h3811e60_0 + - pyzmq=22.0.3=py39h37b5a0c_1 + - readline=8.0=he28a2e2_2 + - requests=2.25.1=pyhd3deb0d_0 + - rtree=0.9.7=py39hb102c33_1 + - ruamel_yaml=0.15.80=py39h3811e60_1004 + - scipy=1.6.1=py39hee8e79c_0 + - send2trash=1.5.0=py_0 + - setuptools=49.6.0=py39hf3d152e_3 + - shapely=1.7.1=py39ha61afbd_4 + - simpervisor=0.4=pyhd8ed1ab_0 + - six=1.15.0=pyh9f0ad1d_0 + - sniffio=1.2.0=py39hf3d152e_1 + - sortedcontainers=2.3.0=pyhd8ed1ab_0 + - sqlite=3.34.0=h74cdb3f_0 + - tblib=1.6.0=py_0 + - terminado=0.9.3=py39hf3d152e_0 + - testpath=0.4.4=py_0 + - tiledb=2.2.5=h91fcb0e_0 + - tk=8.6.10=h21135ba_1 + - toolz=0.11.1=py_0 + - tornado=6.1=py39h3811e60_1 + - tqdm=4.59.0=pyhd8ed1ab_0 + - traitlets=5.0.5=py_0 + - typing-extensions=3.7.4.3=0 + - typing_extensions=3.7.4.3=py_0 + - tzcode=2021a=h7f98852_1 + - tzdata=2021a=he74cb21_0 + - urllib3=1.26.4=pyhd8ed1ab_0 + - wcwidth=0.2.5=pyh9f0ad1d_2 + - webencodings=0.5.1=py_1 + - wheel=0.36.2=pyhd3deb0d_0 + - widgetsnbextension=3.5.1=py39hf3d152e_4 + - xarray=0.17.0=pyhd8ed1ab_0 + - xerces-c=3.2.3=h9d8b166_2 + - xesmf=0.5.3=pyhd8ed1ab_0 + - xorg-kbproto=1.0.7=h7f98852_1002 + - xorg-libice=1.0.10=h7f98852_0 + - xorg-libsm=1.2.3=hd9c2040_1000 + - xorg-libx11=1.7.0=h7f98852_0 + - xorg-libxau=1.0.9=h7f98852_0 + - xorg-libxdmcp=1.1.3=h7f98852_0 + - xorg-libxext=1.3.4=h7f98852_1 + - xorg-libxrender=0.9.10=h7f98852_1003 + - xorg-renderproto=0.11.1=h7f98852_1002 + - xorg-xextproto=7.3.0=h7f98852_1002 + - xorg-xproto=7.0.31=h7f98852_1007 + - xz=5.2.5=h516909a_1 + - yaml=0.2.5=h516909a_0 + - yarl=1.6.3=py39h3811e60_1 + - zarr=2.6.1=pyhd8ed1ab_0 + - zeromq=4.3.4=h9c3ff4c_0 + - zict=2.0.0=py_0 + - zipp=3.4.1=pyhd8ed1ab_0 + - zlib=1.2.11=h516909a_1010 + - zstd=1.4.9=ha95c52a_0 +prefix: /home/cermak/miniconda3/envs/pangeo diff --git a/conda/pyroms.yml b/conda/pyroms.yml new file mode 100644 index 0000000..23d4419 --- /dev/null +++ b/conda/pyroms.yml @@ -0,0 +1,23 @@ +name: pyroms +channels: + - conda-forge +dependencies: + - python=3.8 + - netcdf4 + - netcdf-fortran + - numpy + - scipy + - cftime + - lpsolve55 + - ipython + - ipympl + - jupyterlab + - matplotlib + - basemap + - basemap-data-hires + - conda + - pip + - pip: + - -e /home/cermak/src/pyroms/pyroms + - -e /home/cermak/src/pyroms/pyroms_toolbox + - -e /home/cermak/src/pyroms/bathy_smoother diff --git a/conda/pyroms_export.yml b/conda/pyroms_export.yml new file mode 100644 index 0000000..3ff421c --- /dev/null +++ b/conda/pyroms_export.yml @@ -0,0 +1,187 @@ +name: pyroms +channels: + - conda-forge + - defaults +dependencies: + - _libgcc_mutex=0.1=conda_forge + - _openmp_mutex=4.5=1_gnu + - anyio=2.2.0=py38h578d9bd_0 + - argon2-cffi=20.1.0=py38h497a2fe_2 + - async_generator=1.10=py_0 + - attrs=20.3.0=pyhd3deb0d_0 + - babel=2.9.0=pyhd3deb0d_0 + - backcall=0.2.0=pyh9f0ad1d_0 + - backports=1.0=py_2 + - backports.functools_lru_cache=1.6.1=py_0 + - basemap=1.2.2=py38h85717e3_3 + - basemap-data-hires=1.2.2=0 + - bleach=3.3.0=pyh44b312d_0 + - brotlipy=0.7.0=py38h497a2fe_1001 + - bzip2=1.0.8=h7f98852_4 + - c-ares=1.17.1=h7f98852_1 + - ca-certificates=2020.12.5=ha878542_0 + - certifi=2020.12.5=py38h578d9bd_1 + - cffi=1.14.5=py38ha65f79e_0 + - cftime=1.4.1=py38h5c078b8_0 + - chardet=4.0.0=py38h578d9bd_1 + - conda=4.9.2=py38h578d9bd_0 + - conda-package-handling=1.7.2=py38h8df0ef7_0 + - cryptography=3.4.6=py38ha5dfef3_0 + - curl=7.75.0=h979ede3_0 + - cycler=0.10.0=py_2 + - dbus=1.13.6=hfdff14a_1 + - decorator=4.4.2=py_0 + - defusedxml=0.7.1=pyhd8ed1ab_0 + - entrypoints=0.3=pyhd8ed1ab_1003 + - expat=2.2.10=h9c3ff4c_0 + - fontconfig=2.13.1=hba837de_1004 + - freetype=2.10.4=h0708190_1 + - geos=3.8.1=he1b5a44_0 + - gettext=0.19.8.1=h0b5b191_1005 + - glib=2.66.7=h9c3ff4c_1 + - glib-tools=2.66.7=h9c3ff4c_1 + - gst-plugins-base=1.18.3=h04508c2_0 + - gstreamer=1.18.3=h3560a44_0 + - hdf4=4.2.13=h10796ff_1004 + - hdf5=1.10.6=nompi_h6a2412b_1114 + - icu=68.1=h58526e2_0 + - idna=2.10=pyh9f0ad1d_0 + - importlib-metadata=3.7.2=py38h578d9bd_0 + - ipykernel=5.5.0=py38h81c977d_1 + - ipympl=0.6.3=pyhd8ed1ab_0 + - ipython=7.21.0=py38h81c977d_0 + - ipython_genutils=0.2.0=py_1 + - ipywidgets=7.6.3=pyhd3deb0d_0 + - jedi=0.18.0=py38h578d9bd_2 + - jinja2=2.11.3=pyh44b312d_0 + - jpeg=9d=h36c2ea0_0 + - json5=0.9.5=pyh9f0ad1d_0 + - jsonschema=3.2.0=pyhd8ed1ab_3 + - jupyter-packaging=0.7.12=pyhd8ed1ab_0 + - jupyter_client=6.1.12=pyhd8ed1ab_0 + - jupyter_core=4.7.1=py38h578d9bd_0 + - jupyter_server=1.4.1=py38h578d9bd_0 + - jupyterlab=3.0.10=pyhd8ed1ab_0 + - jupyterlab_pygments=0.1.2=pyh9f0ad1d_0 + - jupyterlab_server=2.3.0=pyhd8ed1ab_0 + - jupyterlab_widgets=1.0.0=pyhd8ed1ab_1 + - kiwisolver=1.3.1=py38h1fd1430_1 + - krb5=1.17.2=h926e7f8_0 + - lcms2=2.12=hddcbb42_0 + - ld_impl_linux-64=2.35.1=hea4e1c9_2 + - libblas=3.9.0=8_openblas + - libcblas=3.9.0=8_openblas + - libclang=11.1.0=default_ha53f305_0 + - libcurl=7.75.0=hc4aaa36_0 + - libedit=3.1.20191231=he28a2e2_2 + - libev=4.33=h516909a_1 + - libevent=2.1.10=hcdb4288_3 + - libffi=3.3=h58526e2_2 + - libgcc-ng=9.3.0=h2828fa1_18 + - libgfortran-ng=9.3.0=hff62375_18 + - libgfortran5=9.3.0=hff62375_18 + - libglib=2.66.7=h3e27bee_1 + - libgomp=9.3.0=h2828fa1_18 + - libiconv=1.16=h516909a_0 + - liblapack=3.9.0=8_openblas + - libllvm11=11.1.0=hf817b99_0 + - libnetcdf=4.7.4=nompi_h56d31a8_107 + - libnghttp2=1.43.0=h812cca2_0 + - libopenblas=0.3.12=pthreads_h4812303_1 + - libpng=1.6.37=h21135ba_2 + - libpq=13.1=hfd2b0eb_2 + - libsodium=1.0.18=h36c2ea0_1 + - libssh2=1.9.0=ha56f1ee_6 + - libstdcxx-ng=9.3.0=h6de172a_18 + - libtiff=4.2.0=hdc55705_0 + - libuuid=2.32.1=h7f98852_1000 + - libwebp-base=1.2.0=h7f98852_0 + - libxcb=1.13=h7f98852_1003 + - libxkbcommon=1.0.3=he3ba5ed_0 + - libxml2=2.9.10=h72842e0_3 + - lp_solve=5.5.2.5=h14c3975_1001 + - lpsolve55=5.5=py38hab2c0dc_1003 + - lz4-c=1.9.3=h9c3ff4c_0 + - markupsafe=1.1.1=py38h497a2fe_3 + - matplotlib=3.3.4=py38h578d9bd_0 + - matplotlib-base=3.3.4=py38h0efea84_0 + - mistune=0.8.4=py38h497a2fe_1003 + - mysql-common=8.0.23=ha770c72_1 + - mysql-libs=8.0.23=h935591d_1 + - nbclassic=0.2.6=pyhd8ed1ab_0 + - nbclient=0.5.3=pyhd8ed1ab_0 + - nbconvert=6.0.7=py38h578d9bd_3 + - nbformat=5.1.2=pyhd8ed1ab_1 + - ncurses=6.2=h58526e2_4 + - nest-asyncio=1.4.3=pyhd8ed1ab_0 + - netcdf-fortran=4.5.3=nompi_h1a0d97b_101 + - netcdf4=1.5.6=nompi_py38h1cdf482_100 + - notebook=6.2.0=py38h578d9bd_0 + - nspr=4.29=h9c3ff4c_1 + - nss=3.62=hb5efdd6_0 + - numpy=1.20.1=py38h18fd61f_0 + - olefile=0.46=pyh9f0ad1d_1 + - openssl=1.1.1j=h7f98852_0 + - packaging=20.9=pyh44b312d_0 + - pandoc=2.12=h7f98852_0 + - pandocfilters=1.4.2=py_1 + - parso=0.8.1=pyhd8ed1ab_0 + - pcre=8.44=he1b5a44_0 + - pexpect=4.8.0=pyh9f0ad1d_2 + - pickleshare=0.7.5=py_1003 + - pillow=8.1.2=py38ha0e1e83_0 + - pip=21.0.1=pyhd8ed1ab_0 + - proj=7.2.0=h277dcde_2 + - prometheus_client=0.9.0=pyhd3deb0d_0 + - prompt-toolkit=3.0.17=pyha770c72_0 + - pthread-stubs=0.4=h36c2ea0_1001 + - ptyprocess=0.7.0=pyhd3deb0d_0 + - pycosat=0.6.3=py38h497a2fe_1006 + - pycparser=2.20=pyh9f0ad1d_2 + - pygments=2.8.1=pyhd8ed1ab_0 + - pyopenssl=20.0.1=pyhd8ed1ab_0 + - pyparsing=2.4.7=pyh9f0ad1d_0 + - pyproj=3.0.1=py38h16ecdd7_0 + - pyqt=5.12.3=py38h578d9bd_7 + - pyqt-impl=5.12.3=py38h7400c14_7 + - pyqt5-sip=4.19.18=py38h709712a_7 + - pyqtchart=5.12=py38h7400c14_7 + - pyqtwebengine=5.12.1=py38h7400c14_7 + - pyrsistent=0.17.3=py38h497a2fe_2 + - pyshp=2.1.3=pyh44b312d_0 + - pysocks=1.7.1=py38h578d9bd_3 + - python=3.8.8=hffdb5ce_0_cpython + - python-dateutil=2.8.1=py_0 + - python_abi=3.8=1_cp38 + - pytz=2021.1=pyhd8ed1ab_0 + - pyzmq=22.0.3=py38h2035c66_1 + - qt=5.12.9=hda022c4_4 + - readline=8.0=he28a2e2_2 + - requests=2.25.1=pyhd3deb0d_0 + - ruamel_yaml=0.15.80=py38h497a2fe_1004 + - scipy=1.6.0=py38hb2138dd_0 + - send2trash=1.5.0=py_0 + - setuptools=49.6.0=py38h578d9bd_3 + - six=1.15.0=pyh9f0ad1d_0 + - sniffio=1.2.0=py38h578d9bd_1 + - sqlite=3.34.0=h74cdb3f_0 + - terminado=0.9.2=py38h578d9bd_0 + - testpath=0.4.4=py_0 + - tk=8.6.10=h21135ba_1 + - tornado=6.1=py38h497a2fe_1 + - tqdm=4.59.0=pyhd8ed1ab_0 + - traitlets=5.0.5=py_0 + - urllib3=1.26.3=pyhd8ed1ab_0 + - wcwidth=0.2.5=pyh9f0ad1d_2 + - webencodings=0.5.1=py_1 + - wheel=0.36.2=pyhd3deb0d_0 + - widgetsnbextension=3.5.1=py38h578d9bd_4 + - xorg-libxau=1.0.9=h7f98852_0 + - xorg-libxdmcp=1.1.3=h7f98852_0 + - xz=5.2.5=h516909a_1 + - yaml=0.2.5=h516909a_0 + - zeromq=4.3.4=h9c3ff4c_0 + - zipp=3.4.1=pyhd8ed1ab_0 + - zlib=1.2.11=h516909a_1010 + - zstd=1.4.9=ha95c52a_0 +prefix: /home/cermak/miniconda3/envs/pyroms diff --git a/conda/xesmfTools.yml b/conda/xesmfTools.yml new file mode 100644 index 0000000..1e87abf --- /dev/null +++ b/conda/xesmfTools.yml @@ -0,0 +1,19 @@ +name: xesmfTools +# This follows the pattern on https://github.com/holoviz/geoviews +# Avoid xesmf version 0.5.2 +# Requires post installation: +# -c pyviz -c conda-forge netcdf4 geoviews jupyterlab matplotlib jupyter-resource-usage +# -c pyviz -c nbserverproxy +# Install datashader from github: https://github.com/holoviz/datashader.git +# cd ${SRC}/datashader +# pip -e install . +# Manual install of https://github.com/adcroft/numpypi.git to lib +channels: + - pyviz + - conda-forge +dependencies: + - xesmf + - esmf + - esmpy + - conda + - pip diff --git a/conda/xesmfTools_export.yml b/conda/xesmfTools_export.yml new file mode 100644 index 0000000..de79547 --- /dev/null +++ b/conda/xesmfTools_export.yml @@ -0,0 +1,278 @@ +name: xesmfTools +channels: + - pyviz + - conda-forge + - defaults +dependencies: + - _libgcc_mutex=0.1=conda_forge + - _openmp_mutex=4.5=1_gnu + - alsa-lib=1.2.3=h516909a_0 + - anyio=2.2.0=py37h89c1867_0 + - argon2-cffi=20.1.0=py37h5e8e339_2 + - async_generator=1.10=py_0 + - attrs=20.3.0=pyhd3deb0d_0 + - babel=2.9.0=pyhd3deb0d_0 + - backcall=0.2.0=pyh9f0ad1d_0 + - backports=1.0=py_2 + - backports.functools_lru_cache=1.6.4=pyhd8ed1ab_0 + - bleach=3.3.0=pyh44b312d_0 + - bokeh=2.3.1=py37h89c1867_0 + - boost-cpp=1.74.0=hc6e9bd1_2 + - brotlipy=0.7.0=py37h5e8e339_1001 + - bzip2=1.0.8=h7f98852_4 + - c-ares=1.17.1=h7f98852_1 + - ca-certificates=2020.12.5=ha878542_0 + - cairo=1.16.0=h6cf1ce9_1008 + - cartopy=0.19.0=py37h0c48da3_0 + - certifi=2020.12.5=py37h89c1867_1 + - cf_xarray=0.5.1=pyh44b312d_0 + - cffi=1.14.5=py37hc58025e_0 + - cfitsio=3.470=hb418390_7 + - cftime=1.4.1=py37h902c9e0_0 + - chardet=4.0.0=py37h89c1867_1 + - click=7.1.2=pyh9f0ad1d_0 + - click-plugins=1.1.1=py_0 + - cligj=0.7.1=pyhd8ed1ab_0 + - cloudpickle=1.6.0=py_0 + - colorcet=2.0.6=pyhd8ed1ab_0 + - conda=4.9.2=py37h89c1867_0 + - conda-package-handling=1.7.3=py37h5e8e339_0 + - cryptography=3.4.7=py37h5d9358c_0 + - curl=7.76.1=h979ede3_1 + - cycler=0.10.0=py_2 + - cytoolz=0.11.0=py37h5e8e339_3 + - dask=2021.4.1=pyhd8ed1ab_0 + - dask-core=2021.4.1=pyhd8ed1ab_0 + - datashape=0.5.4=py_1 + - dbus=1.13.6=h48d8840_2 + - decorator=5.0.7=pyhd8ed1ab_0 + - defusedxml=0.7.1=pyhd8ed1ab_0 + - distributed=2021.4.1=py37h89c1867_0 + - entrypoints=0.3=pyhd8ed1ab_1003 + - esmf=8.0.1=mpi_mpich_h3cbecb6_102 + - esmpy=8.0.1=mpi_mpich_py37ha4619bd_102 + - expat=2.3.0=h9c3ff4c_0 + - fiona=1.8.18=py37h17d6ad9_1 + - fontconfig=2.13.1=hba837de_1005 + - freetype=2.10.4=h0708190_1 + - freexl=1.0.6=h7f98852_0 + - fsspec=2021.4.0=pyhd8ed1ab_0 + - gdal=3.2.1=py37hc5bc4e4_7 + - geopandas=0.9.0=pyhd8ed1ab_0 + - geos=3.9.1=h9c3ff4c_2 + - geotiff=1.6.0=h2b14fbe_4 + - geoviews=1.9.1=py_0 + - geoviews-core=1.9.1=pyha770c72_0 + - gettext=0.19.8.1=h0b5b191_1005 + - giflib=5.2.1=h36c2ea0_2 + - glib=2.68.1=h9c3ff4c_0 + - glib-tools=2.68.1=h9c3ff4c_0 + - gst-plugins-base=1.18.4=hf529b03_2 + - gstreamer=1.18.4=h76c114f_2 + - hdf4=4.2.13=h10796ff_1005 + - hdf5=1.10.6=mpi_mpich_h996c276_1014 + - heapdict=1.0.1=py_0 + - holoviews=1.14.3=pyhd8ed1ab_0 + - icu=68.1=h58526e2_0 + - idna=2.10=pyh9f0ad1d_0 + - importlib-metadata=4.0.1=py37h89c1867_0 + - ipykernel=5.5.3=py37h085eea5_0 + - ipython=7.22.0=py37h085eea5_0 + - ipython_genutils=0.2.0=py_1 + - ipywidgets=7.6.3=pyhd3deb0d_0 + - jedi=0.18.0=py37h89c1867_2 + - jinja2=2.11.3=pyh44b312d_0 + - jpeg=9d=h36c2ea0_0 + - json-c=0.15=h98cffda_0 + - json5=0.9.5=pyh9f0ad1d_0 + - jsonschema=3.2.0=pyhd8ed1ab_3 + - jupyter=1.0.0=py37h89c1867_6 + - jupyter-packaging=0.7.12=pyhd8ed1ab_0 + - jupyter-resource-usage=0.6.0=pyhd8ed1ab_0 + - jupyter_client=6.1.12=pyhd8ed1ab_0 + - jupyter_console=6.4.0=pyhd8ed1ab_0 + - jupyter_core=4.7.1=py37h89c1867_0 + - jupyter_server=1.6.1=py37h89c1867_0 + - jupyterlab=3.0.10=pyhd8ed1ab_0 + - jupyterlab_pygments=0.1.2=pyh9f0ad1d_0 + - jupyterlab_server=2.4.0=pyhd8ed1ab_0 + - jupyterlab_widgets=1.0.0=pyhd8ed1ab_1 + - kealib=1.4.14=hcc255d8_2 + - kiwisolver=1.3.1=py37h2527ec5_1 + - krb5=1.17.2=h926e7f8_0 + - lcms2=2.12=hddcbb42_0 + - ld_impl_linux-64=2.35.1=hea4e1c9_2 + - libblas=3.9.0=8_openblas + - libcblas=3.9.0=8_openblas + - libclang=11.1.0=default_ha53f305_0 + - libcurl=7.76.1=hc4aaa36_1 + - libdap4=3.20.6=hd7c4107_2 + - libedit=3.1.20191231=he28a2e2_2 + - libev=4.33=h516909a_1 + - libevent=2.1.10=hcdb4288_3 + - libffi=3.3=h58526e2_2 + - libgcc-ng=9.3.0=h2828fa1_19 + - libgdal=3.2.1=h38ff51b_7 + - libgfortran-ng=9.3.0=hff62375_19 + - libgfortran5=9.3.0=hff62375_19 + - libglib=2.68.1=h3e27bee_0 + - libgomp=9.3.0=h2828fa1_19 + - libiconv=1.16=h516909a_0 + - libkml=1.3.0=h238a007_1013 + - liblapack=3.9.0=8_openblas + - libllvm10=10.0.1=he513fc3_3 + - libllvm11=11.1.0=hf817b99_2 + - libnetcdf=4.7.4=mpi_mpich_hdef422e_7 + - libnghttp2=1.43.0=h812cca2_0 + - libogg=1.3.4=h7f98852_1 + - libopenblas=0.3.12=pthreads_h4812303_1 + - libopus=1.3.1=h7f98852_1 + - libpng=1.6.37=h21135ba_2 + - libpq=13.2=hfd2b0eb_2 + - librttopo=1.1.0=h1185371_6 + - libsodium=1.0.18=h36c2ea0_1 + - libspatialindex=1.9.3=h9c3ff4c_3 + - libspatialite=5.0.1=he52d314_3 + - libssh2=1.9.0=ha56f1ee_6 + - libstdcxx-ng=9.3.0=h6de172a_19 + - libtiff=4.2.0=hdc55705_1 + - libuuid=2.32.1=h7f98852_1000 + - libvorbis=1.3.7=h9c3ff4c_0 + - libwebp-base=1.2.0=h7f98852_2 + - libxcb=1.13=h7f98852_1003 + - libxkbcommon=1.0.3=he3ba5ed_0 + - libxml2=2.9.10=h72842e0_4 + - llvmlite=0.36.0=py37h9d7f4d0_0 + - locket=0.2.0=py_2 + - lz4-c=1.9.3=h9c3ff4c_0 + - markdown=3.3.4=pyhd8ed1ab_0 + - markupsafe=1.1.1=py37h5e8e339_3 + - matplotlib=3.3.4=py37h89c1867_0 + - matplotlib-base=3.3.4=py37h0c9df89_0 + - mistune=0.8.4=py37h5e8e339_1003 + - mpi=1.0=mpich + - mpi4py=3.0.3=py37h1e5cb63_5 + - mpich=3.4.1=h846660c_104 + - msgpack-python=1.0.2=py37h2527ec5_1 + - multipledispatch=0.6.0=py_0 + - munch=2.5.0=py_0 + - mysql-common=8.0.23=ha770c72_1 + - mysql-libs=8.0.23=h935591d_1 + - nbclassic=0.2.7=pyhd8ed1ab_0 + - nbclient=0.5.3=pyhd8ed1ab_0 + - nbconvert=6.0.7=py37h89c1867_3 + - nbformat=5.1.3=pyhd8ed1ab_0 + - nbserverproxy=0.8.8=py_1000 + - ncurses=6.2=h58526e2_4 + - nest-asyncio=1.5.1=pyhd8ed1ab_0 + - netcdf-fortran=4.5.3=mpi_mpich_hafa3f36_3 + - netcdf4=1.5.6=nompi_py37hdbee05a_100 + - notebook=6.3.0=pyha770c72_1 + - nspr=4.30=h9c3ff4c_0 + - nss=3.64=hb5efdd6_0 + - numba=0.53.1=py37h134767a_0 + - numpy=1.20.2=py37h038b26d_0 + - olefile=0.46=pyh9f0ad1d_1 + - openjpeg=2.4.0=hf7af979_0 + - openssl=1.1.1k=h7f98852_0 + - packaging=20.9=pyh44b312d_0 + - pandas=1.2.4=py37h219a48f_0 + - pandoc=2.12=h7f98852_0 + - pandocfilters=1.4.2=py_1 + - panel=0.11.3=pyhd8ed1ab_0 + - param=1.10.1=pyhd3deb0d_0 + - parso=0.8.2=pyhd8ed1ab_0 + - partd=1.2.0=pyhd8ed1ab_0 + - pcre=8.44=he1b5a44_0 + - pexpect=4.8.0=pyh9f0ad1d_2 + - pickleshare=0.7.5=py_1003 + - pillow=8.1.2=py37h4600e1f_1 + - pip=21.0.1=pyhd8ed1ab_0 + - pixman=0.40.0=h36c2ea0_0 + - poppler=0.89.0=h2de54a5_5 + - poppler-data=0.4.10=0 + - postgresql=13.2=h6303168_2 + - proj=7.2.0=h277dcde_2 + - prometheus_client=0.10.1=pyhd8ed1ab_0 + - prompt-toolkit=3.0.18=pyha770c72_0 + - prompt_toolkit=3.0.18=hd8ed1ab_0 + - psutil=5.8.0=py37h5e8e339_1 + - pthread-stubs=0.4=h36c2ea0_1001 + - ptyprocess=0.7.0=pyhd3deb0d_0 + - pycosat=0.6.3=py37h5e8e339_1006 + - pycparser=2.20=pyh9f0ad1d_2 + - pyct=0.4.6=py_0 + - pyct-core=0.4.6=py_0 + - pygments=2.8.1=pyhd8ed1ab_0 + - pyopenssl=20.0.1=pyhd8ed1ab_0 + - pyparsing=2.4.7=pyh9f0ad1d_0 + - pyproj=3.0.1=py37h63c117d_0 + - pyqt=5.12.3=py37h89c1867_7 + - pyqt-impl=5.12.3=py37he336c9b_7 + - pyqt5-sip=4.19.18=py37hcd2ae1e_7 + - pyqtchart=5.12=py37he336c9b_7 + - pyqtwebengine=5.12.1=py37he336c9b_7 + - pyrsistent=0.17.3=py37h5e8e339_2 + - pyshp=2.1.3=pyh44b312d_0 + - pysocks=1.7.1=py37h89c1867_3 + - python=3.7.10=hffdb5ce_100_cpython + - python-dateutil=2.8.1=py_0 + - python_abi=3.7=1_cp37m + - pytz=2021.1=pyhd8ed1ab_0 + - pyviz_comms=2.0.1=pyhd3deb0d_0 + - pyyaml=5.4.1=py37h5e8e339_0 + - pyzmq=22.0.3=py37h336d617_1 + - qt=5.12.9=hda022c4_4 + - qtconsole=5.0.3=pyhd8ed1ab_0 + - qtpy=1.9.0=py_0 + - readline=8.1=h46c0cb4_0 + - requests=2.25.1=pyhd3deb0d_0 + - rtree=0.9.7=py37h0b55af0_1 + - ruamel_yaml=0.15.80=py37h5e8e339_1004 + - scipy=1.6.2=py37h29e03ee_0 + - send2trash=1.5.0=py_0 + - setuptools=49.6.0=py37h89c1867_3 + - shapely=1.7.1=py37hf7ed6d2_4 + - six=1.15.0=pyh9f0ad1d_0 + - sniffio=1.2.0=py37h89c1867_1 + - sortedcontainers=2.3.0=pyhd8ed1ab_0 + - sqlite=3.35.5=h74cdb3f_0 + - tblib=1.7.0=pyhd8ed1ab_0 + - terminado=0.9.4=py37h89c1867_0 + - testpath=0.4.4=py_0 + - tiledb=2.2.7=h91fcb0e_0 + - tk=8.6.10=h21135ba_1 + - toolz=0.11.1=py_0 + - tornado=6.1=py37h5e8e339_1 + - tqdm=4.60.0=pyhd8ed1ab_0 + - traitlets=5.0.5=py_0 + - typing_extensions=3.7.4.3=py_0 + - tzcode=2021a=h7f98852_1 + - tzdata=2021a=he74cb21_0 + - urllib3=1.26.4=pyhd8ed1ab_0 + - wcwidth=0.2.5=pyh9f0ad1d_2 + - webencodings=0.5.1=py_1 + - wheel=0.36.2=pyhd3deb0d_0 + - widgetsnbextension=3.5.1=py37h89c1867_4 + - xarray=0.17.0=pyhd8ed1ab_0 + - xerces-c=3.2.3=h9d8b166_2 + - xesmf=0.5.3=pyhd8ed1ab_0 + - xorg-kbproto=1.0.7=h7f98852_1002 + - xorg-libice=1.0.10=h7f98852_0 + - xorg-libsm=1.2.3=hd9c2040_1000 + - xorg-libx11=1.7.0=h7f98852_0 + - xorg-libxau=1.0.9=h7f98852_0 + - xorg-libxdmcp=1.1.3=h7f98852_0 + - xorg-libxext=1.3.4=h7f98852_1 + - xorg-libxrender=0.9.10=h7f98852_1003 + - xorg-renderproto=0.11.1=h7f98852_1002 + - xorg-xextproto=7.3.0=h7f98852_1002 + - xorg-xproto=7.0.31=h7f98852_1007 + - xz=5.2.5=h516909a_1 + - yaml=0.2.5=h516909a_0 + - zeromq=4.3.4=h9c3ff4c_0 + - zict=2.0.0=py_0 + - zipp=3.4.1=pyhd8ed1ab_0 + - zlib=1.2.11=h516909a_1010 + - zstd=1.4.9=ha95c52a_0 +prefix: /home/cermak/miniconda3/envs/xesmfTools diff --git a/conda/xgcmTools.yml b/conda/xgcmTools.yml new file mode 100644 index 0000000..ca29641 --- /dev/null +++ b/conda/xgcmTools.yml @@ -0,0 +1,15 @@ +name: xgcmTools +# Requires post installation: +# -c pyviz -c conda-forge netcdf4 geoviews jupyterlab matplotlib +# -c pyviz -c nbserverproxy +# Install datashader from github: https://github.com/holoviz/datashader.git +# cd ${SRC}/datashader +# pip -e install . +# Manual install of https://github.com/adcroft/numpypi.git to lib +channels: + - pyviz + - conda-forge +dependencies: + - xgcm + - conda + - pip diff --git a/conda/xgcmTools_export.yml b/conda/xgcmTools_export.yml new file mode 100644 index 0000000..8bd8a51 --- /dev/null +++ b/conda/xgcmTools_export.yml @@ -0,0 +1,274 @@ +name: xgcmTools +channels: + - pyviz + - conda-forge + - defaults +dependencies: + - _libgcc_mutex=0.1=conda_forge + - _openmp_mutex=4.5=1_gnu + - alsa-lib=1.2.3=h516909a_0 + - anyio=2.2.0=py37h89c1867_0 + - argon2-cffi=20.1.0=py37h5e8e339_2 + - async_generator=1.10=py_0 + - attrs=20.3.0=pyhd3deb0d_0 + - babel=2.9.0=pyhd3deb0d_0 + - backcall=0.2.0=pyh9f0ad1d_0 + - backports=1.0=py_2 + - backports.functools_lru_cache=1.6.4=pyhd8ed1ab_0 + - bleach=3.3.0=pyh44b312d_0 + - bokeh=2.3.1=py37h89c1867_0 + - boost-cpp=1.74.0=hc6e9bd1_2 + - brotlipy=0.7.0=py37h5e8e339_1001 + - bzip2=1.0.8=h7f98852_4 + - c-ares=1.17.1=h7f98852_1 + - ca-certificates=2020.12.5=ha878542_0 + - cairo=1.16.0=h6cf1ce9_1008 + - cartopy=0.19.0=py37h0c48da3_0 + - certifi=2020.12.5=py37h89c1867_1 + - cffi=1.14.5=py37hc58025e_0 + - cfitsio=3.470=hb418390_7 + - cftime=1.4.1=py37h902c9e0_0 + - chardet=4.0.0=py37h89c1867_1 + - click=7.1.2=pyh9f0ad1d_0 + - click-plugins=1.1.1=py_0 + - cligj=0.7.1=pyhd8ed1ab_0 + - cloudpickle=1.6.0=py_0 + - colorcet=2.0.6=py_0 + - conda=4.10.1=py37h89c1867_0 + - conda-package-handling=1.7.3=py37h5e8e339_0 + - cryptography=3.4.7=py37h5d9358c_0 + - curl=7.76.1=h979ede3_1 + - cycler=0.10.0=py_2 + - cytoolz=0.11.0=py37h5e8e339_3 + - dask=2021.4.1=pyhd8ed1ab_0 + - dask-core=2021.4.1=pyhd8ed1ab_0 + - datashape=0.5.4=py_1 + - dbus=1.13.6=h48d8840_2 + - decorator=5.0.7=pyhd8ed1ab_0 + - defusedxml=0.7.1=pyhd8ed1ab_0 + - deprecation=2.1.0=pyh9f0ad1d_0 + - distributed=2021.4.1=py37h89c1867_0 + - docrep=0.2.7=py_0 + - entrypoints=0.3=pyhd8ed1ab_1003 + - expat=2.3.0=h9c3ff4c_0 + - fiona=1.8.18=py37h17d6ad9_1 + - fontconfig=2.13.1=hba837de_1005 + - freetype=2.10.4=h0708190_1 + - freexl=1.0.6=h7f98852_0 + - fsspec=2021.4.0=pyhd8ed1ab_0 + - future=0.18.2=py37h89c1867_3 + - gdal=3.2.1=py37hc5bc4e4_7 + - geopandas=0.9.0=pyhd8ed1ab_0 + - geos=3.9.1=h9c3ff4c_2 + - geotiff=1.6.0=h2b14fbe_4 + - geoviews=1.9.1=py_0 + - geoviews-core=1.9.1=py_0 + - gettext=0.19.8.1=h0b5b191_1005 + - giflib=5.2.1=h36c2ea0_2 + - glib=2.68.1=h9c3ff4c_0 + - glib-tools=2.68.1=h9c3ff4c_0 + - gst-plugins-base=1.18.4=hf529b03_2 + - gstreamer=1.18.4=h76c114f_2 + - hdf4=4.2.13=h10796ff_1005 + - hdf5=1.10.6=nompi_h6a2412b_1114 + - heapdict=1.0.1=py_0 + - holoviews=1.14.3=py_0 + - icu=68.1=h58526e2_0 + - idna=2.10=pyh9f0ad1d_0 + - importlib-metadata=4.0.1=py37h89c1867_0 + - ipykernel=5.5.3=py37h085eea5_0 + - ipython=7.22.0=py37h085eea5_0 + - ipython_genutils=0.2.0=py_1 + - ipywidgets=7.6.3=pyhd3deb0d_0 + - jedi=0.18.0=py37h89c1867_2 + - jinja2=2.11.3=pyh44b312d_0 + - jpeg=9d=h36c2ea0_0 + - json-c=0.15=h98cffda_0 + - json5=0.9.5=pyh9f0ad1d_0 + - jsonschema=3.2.0=pyhd8ed1ab_3 + - jupyter=1.0.0=py37h89c1867_6 + - jupyter-packaging=0.9.2=pyhd8ed1ab_0 + - jupyter_client=6.1.12=pyhd8ed1ab_0 + - jupyter_console=6.4.0=pyhd8ed1ab_0 + - jupyter_core=4.7.1=py37h89c1867_0 + - jupyter_server=1.6.4=py37h89c1867_0 + - jupyterlab=3.0.14=pyhd8ed1ab_0 + - jupyterlab_pygments=0.1.2=pyh9f0ad1d_0 + - jupyterlab_server=2.4.0=pyhd8ed1ab_0 + - jupyterlab_widgets=1.0.0=pyhd8ed1ab_1 + - kealib=1.4.14=hcc255d8_2 + - kiwisolver=1.3.1=py37h2527ec5_1 + - krb5=1.17.2=h926e7f8_0 + - lcms2=2.12=hddcbb42_0 + - ld_impl_linux-64=2.35.1=hea4e1c9_2 + - libblas=3.9.0=8_openblas + - libcblas=3.9.0=8_openblas + - libclang=11.1.0=default_ha53f305_0 + - libcurl=7.76.1=hc4aaa36_1 + - libdap4=3.20.6=hd7c4107_2 + - libedit=3.1.20191231=he28a2e2_2 + - libev=4.33=h516909a_1 + - libevent=2.1.10=hcdb4288_3 + - libffi=3.3=h58526e2_2 + - libgcc-ng=9.3.0=h2828fa1_19 + - libgdal=3.2.1=h38ff51b_7 + - libgfortran-ng=9.3.0=hff62375_19 + - libgfortran5=9.3.0=hff62375_19 + - libglib=2.68.1=h3e27bee_0 + - libgomp=9.3.0=h2828fa1_19 + - libiconv=1.16=h516909a_0 + - libkml=1.3.0=h238a007_1013 + - liblapack=3.9.0=8_openblas + - libllvm10=10.0.1=he513fc3_3 + - libllvm11=11.1.0=hf817b99_2 + - libnetcdf=4.7.4=nompi_h56d31a8_107 + - libnghttp2=1.43.0=h812cca2_0 + - libogg=1.3.4=h7f98852_1 + - libopenblas=0.3.12=pthreads_h4812303_1 + - libopus=1.3.1=h7f98852_1 + - libpng=1.6.37=h21135ba_2 + - libpq=13.2=hfd2b0eb_2 + - librttopo=1.1.0=h1185371_6 + - libsodium=1.0.18=h36c2ea0_1 + - libspatialindex=1.9.3=h9c3ff4c_3 + - libspatialite=5.0.1=he52d314_3 + - libssh2=1.9.0=ha56f1ee_6 + - libstdcxx-ng=9.3.0=h6de172a_19 + - libtiff=4.2.0=hdc55705_1 + - libuuid=2.32.1=h7f98852_1000 + - libvorbis=1.3.7=h9c3ff4c_0 + - libwebp-base=1.2.0=h7f98852_2 + - libxcb=1.13=h7f98852_1003 + - libxkbcommon=1.0.3=he3ba5ed_0 + - libxml2=2.9.10=h72842e0_4 + - llvmlite=0.36.0=py37h9d7f4d0_0 + - locket=0.2.0=py_2 + - lz4-c=1.9.3=h9c3ff4c_0 + - markdown=3.3.4=pyhd8ed1ab_0 + - markupsafe=1.1.1=py37h5e8e339_3 + - matplotlib=3.4.1=py37h89c1867_0 + - matplotlib-base=3.4.1=py37hdd32ed1_0 + - mistune=0.8.4=py37h5e8e339_1003 + - msgpack-python=1.0.2=py37h2527ec5_1 + - multipledispatch=0.6.0=py_0 + - munch=2.5.0=py_0 + - mysql-common=8.0.23=ha770c72_1 + - mysql-libs=8.0.23=h935591d_1 + - nbclassic=0.2.7=pyhd8ed1ab_0 + - nbclient=0.5.3=pyhd8ed1ab_0 + - nbconvert=6.0.7=py37h89c1867_3 + - nbformat=5.1.3=pyhd8ed1ab_0 + - nbserverproxy=0.8.8=py_1000 + - ncurses=6.2=h58526e2_4 + - nest-asyncio=1.5.1=pyhd8ed1ab_0 + - netcdf4=1.5.6=nompi_py37hf7b6e46_102 + - notebook=6.3.0=pyha770c72_1 + - nspr=4.30=h9c3ff4c_0 + - nss=3.64=hb5efdd6_0 + - numba=0.53.1=py37h134767a_0 + - numpy=1.20.2=py37h038b26d_0 + - olefile=0.46=pyh9f0ad1d_1 + - openjpeg=2.4.0=hf7af979_0 + - openssl=1.1.1k=h7f98852_0 + - packaging=20.9=pyh44b312d_0 + - pandas=1.2.4=py37h219a48f_0 + - pandoc=2.12=h7f98852_0 + - pandocfilters=1.4.2=py_1 + - panel=0.11.3=py_0 + - param=1.10.1=py_0 + - parso=0.8.2=pyhd8ed1ab_0 + - partd=1.2.0=pyhd8ed1ab_0 + - pcre=8.44=he1b5a44_0 + - pexpect=4.8.0=pyh9f0ad1d_2 + - pickleshare=0.7.5=py_1003 + - pillow=8.1.2=py37h4600e1f_1 + - pip=21.1=pyhd8ed1ab_0 + - pixman=0.40.0=h36c2ea0_0 + - poppler=0.89.0=h2de54a5_5 + - poppler-data=0.4.10=0 + - postgresql=13.2=h6303168_2 + - proj=7.2.0=h277dcde_2 + - prometheus_client=0.10.1=pyhd8ed1ab_0 + - prompt-toolkit=3.0.18=pyha770c72_0 + - prompt_toolkit=3.0.18=hd8ed1ab_0 + - psutil=5.8.0=py37h5e8e339_1 + - pthread-stubs=0.4=h36c2ea0_1001 + - ptyprocess=0.7.0=pyhd3deb0d_0 + - pycosat=0.6.3=py37h5e8e339_1006 + - pycparser=2.20=pyh9f0ad1d_2 + - pyct=0.4.8=py_0 + - pyct-core=0.4.8=py_0 + - pygments=2.8.1=pyhd8ed1ab_0 + - pyopenssl=20.0.1=pyhd8ed1ab_0 + - pyparsing=2.4.7=pyh9f0ad1d_0 + - pyproj=3.0.1=py37h63c117d_0 + - pyqt=5.12.3=py37h89c1867_7 + - pyqt-impl=5.12.3=py37he336c9b_7 + - pyqt5-sip=4.19.18=py37hcd2ae1e_7 + - pyqtchart=5.12=py37he336c9b_7 + - pyqtwebengine=5.12.1=py37he336c9b_7 + - pyrsistent=0.17.3=py37h5e8e339_2 + - pyshp=2.1.3=pyh44b312d_0 + - pysocks=1.7.1=py37h89c1867_3 + - python=3.7.10=hffdb5ce_100_cpython + - python-dateutil=2.8.1=py_0 + - python_abi=3.7=1_cp37m + - pytz=2021.1=pyhd8ed1ab_0 + - pyviz_comms=2.0.1=py_0 + - pyyaml=5.4.1=py37h5e8e339_0 + - pyzmq=22.0.3=py37h336d617_1 + - qt=5.12.9=hda022c4_4 + - qtconsole=5.0.3=pyhd8ed1ab_0 + - qtpy=1.9.0=py_0 + - readline=8.1=h46c0cb4_0 + - requests=2.25.1=pyhd3deb0d_0 + - rtree=0.9.7=py37h0b55af0_1 + - ruamel_yaml=0.15.80=py37h5e8e339_1004 + - scipy=1.6.2=py37h29e03ee_0 + - send2trash=1.5.0=py_0 + - setuptools=49.6.0=py37h89c1867_3 + - shapely=1.7.1=py37hf7ed6d2_4 + - six=1.15.0=pyh9f0ad1d_0 + - sniffio=1.2.0=py37h89c1867_1 + - sortedcontainers=2.3.0=pyhd8ed1ab_0 + - sqlite=3.35.5=h74cdb3f_0 + - tblib=1.7.0=pyhd8ed1ab_0 + - terminado=0.9.4=py37h89c1867_0 + - testpath=0.4.4=py_0 + - tiledb=2.2.7=h91fcb0e_0 + - tk=8.6.10=h21135ba_1 + - tomlkit=0.7.0=py37h89c1867_3 + - toolz=0.11.1=py_0 + - tornado=6.1=py37h5e8e339_1 + - tqdm=4.60.0=pyhd8ed1ab_0 + - traitlets=5.0.5=py_0 + - typing_extensions=3.7.4.3=py_0 + - tzcode=2021a=h7f98852_1 + - tzdata=2021a=he74cb21_0 + - urllib3=1.26.4=pyhd8ed1ab_0 + - wcwidth=0.2.5=pyh9f0ad1d_2 + - webencodings=0.5.1=py_1 + - wheel=0.36.2=pyhd3deb0d_0 + - widgetsnbextension=3.5.1=py37h89c1867_4 + - xarray=0.17.0=pyhd8ed1ab_0 + - xerces-c=3.2.3=h9d8b166_2 + - xgcm=0.5.1=py_0 + - xorg-kbproto=1.0.7=h7f98852_1002 + - xorg-libice=1.0.10=h7f98852_0 + - xorg-libsm=1.2.3=hd9c2040_1000 + - xorg-libx11=1.7.0=h7f98852_0 + - xorg-libxau=1.0.9=h7f98852_0 + - xorg-libxdmcp=1.1.3=h7f98852_0 + - xorg-libxext=1.3.4=h7f98852_1 + - xorg-libxrender=0.9.10=h7f98852_1003 + - xorg-renderproto=0.11.1=h7f98852_1002 + - xorg-xextproto=7.3.0=h7f98852_1002 + - xorg-xproto=7.0.31=h7f98852_1007 + - xz=5.2.5=h516909a_1 + - yaml=0.2.5=h516909a_0 + - zeromq=4.3.4=h9c3ff4c_0 + - zict=2.0.0=py_0 + - zipp=3.4.1=pyhd8ed1ab_0 + - zlib=1.2.11=h516909a_1010 + - zstd=1.4.9=ha95c52a_0 +prefix: /home/cermak/miniconda3/envs/xgcmTools diff --git a/docs/Documentation.md b/docs/Documentation.md new file mode 100644 index 0000000..e6b01fe --- /dev/null +++ b/docs/Documentation.md @@ -0,0 +1,16 @@ +# Documentation + +We have not settled on a documentation parsing system as of yet. MOM6 +uses a combination of doxygen and sphinx. This will be the toolset +that will also be adopted to this project. For now, there are some +planning notes. + +# Documentation/Sphinx/Python + +https://thomas-cokelaer.info/tutorials/sphinx/docstring_python.html +https://devguide.python.org/documenting/ + +of course there are differences of opinion! + +https://docs.python-guide.org/writing/documentation/ + diff --git a/docs/conda/README.md b/docs/conda/README.md new file mode 100644 index 0000000..caeeca9 --- /dev/null +++ b/docs/conda/README.md @@ -0,0 +1,122 @@ +# conda + +This explains some things about how to utilize conda to +manage python environments. To learn much more details about +conda, we suggest visiting the +[conda documentation](https://docs.conda.io/projects/conda/en/latest/index.html) website. + +A YAML specification file is to configurate a python environment. We have prepared +a few specification files, please see the conda directory. + +These instructions assume you have conda/miniconda installed. If conda is not installed, +please consult this +[webpage](https://docs.conda.io/projects/conda/en/latest/user-guide/install/index.html). + +There is a generic YAML file that pulls together a development environment. To +expidite the conda environment solver, a YAML\_export file is also provided for +quicker recovery of a generic environment. + +Initialization: +``` +$ conda env create -f conda/xesmfTools.yml +$ conda env export > conda/xesmfTools_export.yml +``` + +For a quicker recovery of a conda environment, use the exported YAML file: +``` +$ conda env remove --name xesmfTools +$ conda env create conda/xesmfTools_export.yaml +``` + +NOTE: Initialization of holoviz from the generic YAML file took over an hour. +It only took a couple of minutes from the resolved export YAML file. + +AND: Sometimes it is faster to slowly bootstrap an environment and then +capture the result. + +Example: +``` +$ conda env create -f gridtools/conda/gridTools.yml +$ conda activate gridTools +(gridTools) $ conda install -c conda-forge geopandas matplotlib ipympl cartopy netcdf4 conda +(gridTools) $ conda env export -n gridTools > gridtools/conda/gridTools_export.yml +``` + +You can capture the time it takes to run the creation of an enviroment as well +as set a timeout so you can tune the YAML file. In this example, the timeout +is set to 5 minutes to allow resolution of the environment. +``` +$ time timeout 5m conda env create -f gridtools/conda/gridTools.yml +``` + +## xesmfTools + +This is the main enviroment for utilizing the grid generation libraries. + +Some of the main libraries within this environment: + * cartopy + * esmf + * esmpy + * xarray + * xesmf + +NOTE: Avoid version 0.5.2 of xesmf. If you need to use the xgcm library, + install it as a separate environment. + +# Environments + +Current operational environment for the grid toolset: ***xesmfTools*** + +## Initialization + +Initialization times: + * bokeh: 9m 17s + * gridTools: 11m 47s(!) + * legacyTools: 4m 53s(!) + * pangeo: 10m 41s + * pyroms: 1m 43s + * xesmfTools: 5m 5s(!) + +(!) Requires post installation steps, see below. + +This list of environments may change over time. Other environments +are used for experimentation and development purposes in another +development [repository](https://github.com/jr3cermak/gridtools). + +## xesmfTools + +Please read the YAML configuration file, +[xesmfTools.yml](../../conda/xesmfTools.yml), +for additional steps to create a complete environment. + +If you use the export file, you only need to install datashader. If you use +the xesmfTools.yml, you will need to install additional libraries in conda +and install datashader. + +Attempting to load all the libraries together initially takes conda a very +long time to resolve package conflicts or it fails completely. Partitioning +the install process speeds up the process and is more successful. + +## gridTools + +After installing the initial environment, two jupyter lab extensions may need +to be installed before you can use interactive bokeh elements. You can check +to see if extensions are installed first and install extensions as needed. + +``` +$ conda env create -f gridtools/conda/gridTools.yml +$ conda activate gridTools +(gridTools) $ jupyter labextension list +(gridTools) $ jupyter labextension install @jupyter-widgets/jupyterlab-manager +(gridTools) $ jupyter labextension install @bokeh/jupyter_bokeh +``` + +## legacyTools + +NOTE: This is a very limited environment with netcdf4 and matplotlib's basemap +to review former functionality of older libraries and software. + +This environment supported investigation into the following libraries: + * [leaflet](../development/python/libraries/leaflet.md) + * [pyroms](../development/python/libraries/pyroms.md) + diff --git a/docs/development/CHANGELOG.md b/docs/development/CHANGELOG.md new file mode 100644 index 0000000..3376f0e --- /dev/null +++ b/docs/development/CHANGELOG.md @@ -0,0 +1,271 @@ +# Change Log + +# 2021-05-06 + + - BUG(app): Stereographic grid generation does not work when dx/dy is not + evenly divisible by grid resolution. TODO + - IBCAO grid exhausts memory on mybinder.org + - Try to implement dask features in Example4a (incomplete) + - Updated grid center text in application + - Rename an example script to conform to mkGrids + - Remove mkMapInteractive.ipynb + - Fix metadata for IBCAO grid in Example 5 and 5a + - Add jupyter-resource-usage to conda:xesmfTools + - BUG(app): Add missing self on plotTitle FIXED + - Add information to examples/README.md + - BUG(app): x/y color and line controls are swapped FIXED + - app: adjusted grid resolution to take larger numbers. + - app: erase debug cell at the bottom of mkGridInteractive.ipynb + - publish to ESMG:dev branch and test mybinder.org + +# 2021-05-05 + + - This day in history. SpaceX launches and lands starship prototype number 15. + - Add wish list task for delta method import of boundary conditions and forcing fields. + - Add/update documentation for the application. + +# 2021-05-04 + + - Merge PR#1 into robTest + - Provide user with more descriptive plotting failure whether it is due to a non-existent grid or really a plotting error. + - Add errorNoGridFigure(). + - Move coordinates of existing message on plot. + - Add self.gridMode flag to GridUtils() + - Upon use of saveGrid() adjust x in grids from 0,360 to -180,+180 + + - Still some rough edges to clean up. + - One more pass at the application and application documentation + - Application changes: + - Adjust projection parameters depending on selected projection in make_plot and make_grid + - allow projection center to be separate from grid center + - define more controls for plot and grid to match recent API changes to GridUtils + - Ellipsoid for grids and plotting set to WGS84 + - Add a grid "Center" tab + - Expand ranges of dx, dy, gridResolutionX and gridResolutionY to also support meters + +# 2021-05-03 + + - WARNING: This commit leaves the Application broken (temporarily). + - API CHANGES + - Created grid generation function for spherical units given in meters and degrees. + - Add warning when grid generation fails. + - Add informational message when grid metrics are not computed. + - Check for lat_0 of +90 or -90 for spherical projection plots. + - Example mkGridsExample4.ipynb complete + - Checked operation of mkGridsExample1.py + - Checked operation of mkGridsExample5.py and mkGridsExample5a.py + - Issue a warning for grids that might not be conformal. + - Update app:make_plot for various projection inputs + - Remove an unneeded string expansion for Mercator. + +# 2021-05-02 + + - API CHANGES + - Performing parameter checks upfront and converting some to float for use later. + - Update mercator with Niki's routine to allow users to specify tilt. + - Define _default_availableGridTypes + - Add ensureEvenI flag for MOM6 grids + - Whitespace cleanup + - Begin to leverage args and kwargs in python functions. This will allow us to + use developed math functions for use with other grid types that might require + different options. + - Adding code guards for MOM6 specific operations. + +# 2021-05-01 + + - Move generic API demonstrations into mkGridsExample2.py so it + does not detract from specific grid generation demonstrations + in mkGridsIterative.ipynb. + - API CHANGES (incomplete) + - Enforce grid center parameters: centerX, centerY, centerUnits. + - mkGridsInterative.ipynb (incomplete) + - Add Niki's example of a Stereographic grid + - Add Niki's example of a rotated Mercator grid + - Added more of Niki's functions for Mercator grid generation + - NOTE: Grid generation techniques sometimes require projection + information and sometimes grid generation techniques change + projection information. All details should be specifically + documented. + +# 2021-04-30 + + - API CHANGES + - gridResolution is now units based instead of scale based as Niki defined it in his notebook example. + - gridutils + - Enforce degrees as units for Mercator and Lambert Conformal Conic. + - TODO: Niki performs some clipping of points along the j direction. This should be an expanded feature + to warn the user about grids with odd number of points in the i and j direction and offer an expansion + or clipping method. For supercomputing, it is easier to decompose a grid with even amounts of + points. + - Plotting: follow proj convention, when lat_ts is missing, attempt to use lat_0. + - Plottind defaults: follow proj defaults. + - drop "+units" from Mercator proj string + - add lat_ts to Stereographic proj string if available + - fix proj string bug for Lambert Conformal Conic + - Allow users to set the verbose Level by name instead of by number + - makeGrid() refactoring: use a flag to track when a new grid is created and then compute + grid metrics after attempting to establish a proj string. Creating a proj string too + early did not work for the delayed information from the Lambert Conformal Conic grid. Now + we compute the proj string at the latest possible moment. This would break the Spherical + grid generator for units in meters. This routine will have to construct the proj string early. + - Build out of Spherical grid generator begins (not complete) + +# 2021-04-29 + + - Unify user manual. The user manual will hold the bulk of the operational details. Application details + will be a small subset enough to explain the operational details of the graphical user interface. + - Merge NorthPolarStero and SouthPolarStereo to Sterographic in which grid generation will + need to pay attention to lat_0 defined for the projection. + - Update application to merge North and South polar stereographic to Stereographic. + - TODO: grab github revision used by each specific mybinder.org instance + - User can specify ellipsoid (ellps) and earth radius (R) through projection options to grid and plot. + - Do not forecast milestones past the next logical one; put other major milestones into a generic X milestone. + - We assume the user is familiar with the python programming language. We will point the user to helpful + materials when appropriate. + - API CHANGES + - Implementation requires vetting application and examples for proper operation + - Change user specification of grid center to "centerX" and "centerY" and specify those units in "centerUnits". + - BUG: Updating grid or plot parameter nested arguments will get clobbered. Queued to be fixed later. + +# 2021-04-28 + + - Raphael pointed us code he wrote that allows conversion from XY to LATLON over a 2D field. It was + exactly what we needed to get the IBCAO grid working in the polar projection. + - Unify MOM6/proj defaults for grid generation + - Default radius is 6.378137e6 + - Default ellipse is GRS80 + - Add warnings to various areas where we create the projection string + - Add warnings to determiniation of the radius of the earth to use + - Add three examples on how to create the IBCAO grid. One example shows how + things change when a slightly different radius is specified for WGS84. + - Move some milestones around with polar grids now possibly working + - Keep milestones under 1.0 for now + - Add datetime and pyproj to gridutils imports + - Return a version number for gridutils library + - Better metadata for xarray/netCDF structures + - Determine earth radius based on projection string on the fly + - Move construction of proj string into a function so it will work for grid and + plot projections as needed + - TODO: improve documentation for grid and plot parameters and finish implementation work + for all projections. For now, keep the grid construction simplified. + - Added a plotting demo for illustrating unstructured grid interpolation and differences + between using grid edges and grid center points for plotting. + +# 2021-04-26 + + - Avoid use of xesmf 0.5.2 + - split xesmfTools environment and move xgcm into its own environment + - Add xgcmTools environment + - Remapping an ice field using xesmf regridder + - Begin rework field flood algorythm that pyroms utilizes + - Added more bookmarks and sorted them + - Added xesmf to pangeo environment + - app.py; gridtools.py updates + - Add appropriate spacing between items + - If tilt is zero, remove it from any message or title + - Split refine into two arguments + - Update message if regular lat lon grid is being built on the equator or not + - Move plotBathyArctic6.py into pyroms directory + +# 2021-04-22 + + - The supergrid plotting would fail if grid type was two(2) and resolution was 0.5. When + multiplied together, it results in 1.0 which confused the current system. + - Add simple mercator grid generation method + - Add a couple of bathy examples to debug a masking issue. We can use xarray to display a + GEBCO 2020 figure and a ROMS figure with bathymetry. + - Add xmap examples that almost work + - Fix some spacing in some gridutils functions + - Update metadata for NEP7 grid in README + - Disable mercator tilt + - Separate refine inputs to grid functions that use gridResolution and gridMode + - Update some messaging + +# 2021-04-10 + + - Shore up messaging and debugging code in GridUtils(). A lot of missing level= in 2nd arguments + calls to printMsg and debugMsg. + - Add a TODO to refactor messaging and debugging into its own package/module. + - Add an example on how to work with logging levels and debug levels. + - Add showPlotParameters function. + - Add more explanation to example1. + - Testing NSIDC's grid generation software: mapx + - https://github.com/nsidc/mapx + - Learn how to read binary and reshape a numpy array after reading a mapx binary grid file + - FIX: GridUtils: Reformat lon > 180 + - lcc_grid.gpd almost replicates Niki's example grid; degress vs meters + - Create a 3rd example that generates a 1x1 grid for testing + +# 2021-04-09 + + - Fix warning in GridUtils.plotGrid() + - Change warnings to logging.WARNING messages + - Moved all print statements to printMsg calls + - Fix printing to STDOUT when msgBox is not defined + - Add a function that allows tweaking of noisy python modules that send information to the log. + - Add Manual documentation + - Add application Setup tab for other obscure toolset options; add setter and getter methods in GridUtils() + - Use numpypi: True/False + - Enable logging: True/False + - Specify logfile: "filename" + - Specify logging level + - Specify verbose level + - Specify debug level + - Log erase button + - Update some important references + - We can add param.watch to any control to trigger events when certain things happen. + - We also learned that a lot of python modules leverage the logging module and that some of + those modules are very verbose. We setup a function to reduce some of that noise. + - Once a logger is created, it cannot be deleted. It can be enabled and disabled. + - Add a small program example to show all available loggers after a GridUtils object is created. + - TODO: Creating more small program examples to demonstrate logging and debugging techniques. + - Use the setter functions in mkGridScripts and examples instead of setting the object variables directly. + - TODO: consider moving important variables to private/hidden variables. + +# 2021-04-08 + + - Experimentation with panel.pane.HTML did not work pan out. No great control over width and height. + Text updates did not automatically resize the window. The TextAreaInput automatically adds a + scrollbar to the box when enough lines are added to the window. + - Fixed up documentation of Grid Representation in the app manual. + - Panel markdown honors the usage of options after a link. + Ex: [MOM6 User Manual](https://mom6.readthedocs.io/){target="\_blank"} + - Testing of new printMsg facility is working. + - Added a clear information button to clear the inforamtion window. + +# 2021-04-07 + + - Move Spherical.py to spherical.py to match coding standards + - Use R from GridUtils class in spherical + +# 2021-04-03 + + - BUG: add ccrs.SouthPolarStereo() to projCarto + - Remove plotExtentX0,X1 checks for lon>180 + - Moving the boilerplate into its own module works + - BUG(migration): makeGrid() contained a small bug, parallels were not updating; missing self + - reworked the way we start the app via show() and display() + - BUG(migration): Plot button stopped working; missing self + - BUG(migration): Saving local files are fixed + - BUG(migration): Call the showManual method with () + +# 2021-04-02 + + - combined xgcmTools with xecmfTools configuration + - added nbserverproxy to xecmfTools + - moved documentation around + - merge code updates from James + - proj; applied application changes into gridutils so it is available to all + - applied widget clean up for local file selection + - add todos: LCC limitations; consider numpypi code + - initial move to hide application boilerplate; help diff/debugging + - discovered how to suppress xarray \_FillValue attributes + - created mkGridScripts.py to demonstrate command line/ipython use + - more documentation needed + - document how numpypi and datashader should be installed + - update extent display to show -180 to +180 + - most spinner widgets updated to numeric values instead of integer + - establish a global for the defaultGridFilename + - still need to understand how libraries, modules and packages are handled in python + - migration of mkMap to mkGrid filename; we started with maps but have moved onto grids + diff --git a/docs/development/CREDITS.md b/docs/development/CREDITS.md new file mode 100644 index 0000000..81ef428 --- /dev/null +++ b/docs/development/CREDITS.md @@ -0,0 +1,19 @@ +# Credits + +## Grid tool applications + +Main authors for integration of various sources of +software are: + + * [Rob Cermak](https://github.com/jr3cermak) + * [James Simkins](https://github.com/jsimkins2) + +## Code contributions + + * [Alistair Adcroft](https://github.com/adcroft) + * [Liz Drenkard](https://github.com/amoebaliz) + * [Raphael Dussin](https://github.com/raphaeldussin) + * [Matthew Harrison](https://github.com/MJHarrison-GFDL) + * [Kate Hedstrom](https://github.com/kshedstrom) + * [Mehmet Ilicak](https://github.com/milicak) + * [Niki Zadeh](https://github.com/nikizadehgfdl) diff --git a/docs/development/Design.md b/docs/development/Design.md new file mode 100644 index 0000000..0833a5c --- /dev/null +++ b/docs/development/Design.md @@ -0,0 +1,53 @@ +# Library design + +These are the overarching design elements. To follow along +with actual milestones, task, todo and extras list, please +consult the [TODO](TODO.md) page. + +## Requirements + +These are MUST HAVE elements. + +The ocean grids are conformal. This means the angles between the horizontal +and vertical intersections are 90 degrees. + +Long term view is to be able to create subsets of grids from an existing global +grid. + +Must work with these conformal projections: + * Mercator + * Lambert Conformal Conic + * Polar Stereographic (N and S) + * Tri Polar + +Grid operation: + * Set, increase, decrease number of grid points (x, y) + * Set, increase, decrease cell size (dx, dy) + * Set or unset the requirement that dx = dy + * Zoom in/out + * Draw, adjust or delete the drawn grid + +### Features + +This is a list of elements that would be nice to have. + +Grid operation: + * Adjust the drawn box with a fixed boundary or point + * Grid rotation + +Field import: + * Regrid bathymetry to new grid + * Build boundary and forcing files + * Adaptation of other routines from pyroms + +Ability to work in mapping and non-mapping frames of reference. The +ability to work in raw coordinate systems as needed by example problems. + +### Operational modes + +Desired operational modes + * Command line + * Command line widget mode + * jupyter notebook + * jupyter lab + * cloud: mybinder.org diff --git a/docs/development/ImportantReferences.md b/docs/development/ImportantReferences.md new file mode 100644 index 0000000..01c8129 --- /dev/null +++ b/docs/development/ImportantReferences.md @@ -0,0 +1,71 @@ +# Important references + +These are people, references and bookmarks that provided useful information to make this project go. + +## Alistair Adcroft + * numpypi: https://github.com/adcroft/numpypi + +## Raphael Dussin + * Use of pyproj to convert coordinates in 2D array + * https://github.com/raphaeldussin/regrid_weights_bedmachine_gebco/blob/master/create_grids.py + +## Mehmet Ilicak; Alistair Adcroft; Matthew Harrison + * ROMS to MOM6 grid converter + * https://raw.githubusercontent.com/ESMG/pyroms/python3/examples/grid_MOM6/convert_ROMS_grid_to_MOM6.py + * https://raw.githubusercontent.com/ESMG/pyroms/python3/examples/grid_MOM6/Spherical.py + +## Niki Zadeh + * Lambert Conformal Conic grid generation provided by: + https://github.com/nikizadehgfdl/grid_generation/blob/dev/jupynotebooks/regional_grid_spherical.ipynb + +## mapx + * NSIDC Map Transformations Library (Mapx) + https://nsidc.org/support/42415620-Mapx-Map-Transformations-Library + +## Bookmarks + * https://www.digitalocean.com/community/tutorials/how-to-use-args-and-kwargs-in-python-3 + * https://docs.conda.io/projects/conda/en/latest/user-guide/tasks/manage-environments.html + * https://en.wikipedia.org/wiki/Arakawa_grids + * https://en.wikipedia.org/wiki/World_Geodetic_System + * https://geohackweek.github.io/nDarrays/09-masking/ + * https://github.com/binder-examples/conda + * https://github.com/SciTools/cartopy/issues/787 + * https://math.libretexts.org/Bookshelves/Calculus/Book%3A_Calculus_(OpenStax)/12%3A_Vectors_in_Space/12.7%3A_Cylindrical_and_Spherical_Coordinates#:~:text=In%20the%20Cartesian%20coordinate%20system%2C%20the%20location%20of%20a%20point,an%20angle%20measure%20(%CE%B8). + * http://mathworld.wolfram.com + * https://matplotlib.org/stable/gallery/images_contours_and_fields/image_masked.html + * https://matplotlib.org/stable/gallery/images_contours_and_fields/pcolormesh_levels.html#sphx-glr-gallery-images-contours-and-fields-pcolormesh-levels-py + * https://matplotlib.org/stable/gallery/images_contours_and_fields/pcolormesh_grids.html#sphx-glr-gallery-images-contours-and-fields-pcolormesh-grids-py + * https://matplotlib.org/stable/tutorials/colors/colormaps.html + * https://matplotlib.org/stable/tutorials/colors/colorbar_only.html#sphx-glr-tutorials-colors-colorbar-only-py + * https://panel.holoviz.org/gallery/index.html + + * https://pangeo-xesmf.readthedocs.io/en/latest/notebooks/Compare_algorithms.html + * https://rabernat.github.io/research_computing/xarray.html + * https://rabernat.github.io/research_computing_2018/maps-with-cartopy.html + * https://realpython.com/python-bindings-overview/ + * https://scitools.org.uk/cartopy/docs/latest/index.html + * https://scitools.org.uk/cartopy/docs/latest/crs/projections.html + * https://scitools.org.uk/cartopy/docs/latest/gallery/effects_of_the_ellipse.html + * https://softwareengineering.stackexchange.com/questions/329348/classes-vs-modules-in-python + * https://stackoverflow.com/questions/3277367/how-does-pythons-super-work-with-multiple-inheritance + * https://stackoverflow.com/questions/6999621/how-to-use-extent-in-matplotlib-pyplot-imshow + * https://stackoverflow.com/questions/12575421/convert-a-1d-array-to-a-2d-array-in-numpy + * https://stackoverflow.com/questions/21778118/counting-the-number-of-non-nan-elements-in-a-numpy-ndarray-in-python + * https://stackoverflow.com/questions/32234156/how-to-unimport-a-python-module-which-is-already-imported + * https://stackoverflow.com/questions/44412432/cartopy-zoom-in-to-a-region + * https://stackoverflow.com/questions/51357691/python-logging-only-for-own-imported-modules + * https://towardsdatascience.com/plt-subplot-or-plt-subplots-understanding-state-based-vs-object-oriented-programming-in-pyplot-4ba0c7283f5d + * https://unidata.github.io/MetPy/latest/examples/Four_Panel_Map.html + * https://www.kite.com/python/answers/how-to-hide-a-figure-from-being-shown-in-matplotlib-in-python + * https://www.mathsisfun.com/geometry/interior-angles-polygons.html + * https://www.python.org/dev/peps/pep-0008/#package-and-module-names + * https://xarray.pydata.org/en/stable/examples/ROMS_ocean_model.html + * https://xarray.pydata.org/en/stable/data-structures.html#dictionary-like-methods + * https://xarray.pydata.org/en/stable/dask.html + +## Paywall Bookmarks + +## For Review Later + + * http://dsrs.atmos.umd.edu/DATA/aosc/greenland/code/MOM4SODA/MOM_TEST/src/tools/make_hgrid/make_hgrid.c + * Be aware, this may be Arakawa B grid code diff --git a/docs/development/Jupyter.md b/docs/development/Jupyter.md new file mode 100644 index 0000000..72994a2 --- /dev/null +++ b/docs/development/Jupyter.md @@ -0,0 +1,54 @@ +# Jupyter + +I currently run a Oracle VirtualBox on a MacOS and have the network setting for +Adapter 1 set as bridged over the wifi interface (en0). Doing so, I get a DHCP +address for my local network at the same level as the MacOS computer. This allows +me to use that IP for sharing the jupyter and bokah servers from the VM to a local +browser on the MacOS. In this documentation, I assume the VM is on the address +192.168.131.54. + +Launching a jupyterlab session, I prefer not to have it try and start a browser +from the VM. The default port is 8888. +``` +$ conda activate +(env) $ jupyter lab --ip=192.168.131.54 --no-browser +``` + +A jupyterlab can be started for each conda enviroment, but do not attempt to +open the same notebook file between two jupyterlab instances. It will do it, +but will cause odd things to happen. + +To enable multiple environments, use separate ports via (--port). It turns out +jupyterlab is able to figure out other ports are busy and auto increments the +port number. Specifying the port number is not necessary unless you want it to +be really different. +``` +(env) $ jupyter lab --ip=192.168.131.34 --port=8889 --no-browser +``` + +To test a bokeh application to make sure it can be embedded in a jupyter lab +notebook with working interactive widgets, use this example +[script](https://github.com/bokeh/bokeh/blob/2.3.0/examples/howto/server_embed/notebook_embed.ipynb). + +Using the above default launching of jupyter lab, the last line of the +notebook should read: +``` +show(bkapp, notebook_url="http://192.168.131.54:8888") +``` + +# Jupyter Shortcuts + +You can install the shortcuts within JupyterLab web interface through Settings, +Advanced Setting Editor and Keyboard Shortcuts and edit the "User Preferences" +pane. Or copy "shortcuts.jupyterlab-settings" to: + +```text +${HOME}/.jupyter/lab/user-settings/@jupyterlab/shortcuts-extension/shortcuts.jupyterlab-settings +``` + +The current shortcuts add two keyboard shortcuts to the notebook editor: + * Ctrl Shift ArrowUp: move cell up + * Ctrl Shift ArrowDown: move cell down + +You must not be editing the cell. The cell to move must be selected just to the +left and is denoted by a vertical bar highlighting the cell. diff --git a/docs/development/TODO.md b/docs/development/TODO.md new file mode 100644 index 0000000..943693c --- /dev/null +++ b/docs/development/TODO.md @@ -0,0 +1,167 @@ +# Planned work + +## Milestones + + - [ ] Version 0.1 + - [X] Simple polar grid generation + - [X] Clean up documentation + - [X] Generify current examples + - [X] Test examples for LCC grid generation + - [X] Test examples for regular Mercator grid generation + - [X] Test examples for stereographic grid generation + - [X] Test application for LCC grid generation + - [X] Test application for regular Mercator grid generation + - [X] Test application for stereographic grid generation + - [X] Tackle critical TODO items + - [X] Publish initial commit to ESMG + - [ ] Ensure mybinder.org works with the published github commit + - [ ] Version 0.2 + - [ ] Estabish sphinx document generator and link to readthedocs + - [ ] Allow import of ROMS grid for conversion to MOM6 + - [ ] Enhanced grid/plot projection options + - [ ] Explore the extent problem for lon defined as +0,+360 vs -180,+180 + - [ ] Leverage dask (expecially for binder.org) + - [ ] Verison 0.x + - [ ] Bathymetry and boundery condition support + - [ ] Grid filling options (flooding) + - [ ] Grid mask editor + - [ ] This library is installable via pip + - [ ] This library is installable via conda + +# BUGS + - [ ] A nested dictionary will clobber other nested elements instead + of updating elements. Recode `setPlotParameters` and + `setGridParameters` to recursively update dictionary elements. + +# TASKS + + - [ ] general documentation + - [X] grid parameters + - [X] plot parameters + - [ ] enable sphinx as the documentation generator + - [ ] link to readthedocs + - [ ] grid creation/editor + - [ ] grid metrics + - [X] Spherical solution is complete via Niki's ROMS to MOM6 converter + - [X] Mercator (angle_dx might be 0 as it is lined up along latitude lines; except for tilt?) + - [X] Polar + - [ ] make Lambert Conformal Conic Grids; needs testing + - [ ] LCC cannot take custom lat_1 and lat_2; it generates + lat_1 and lat_2 based on grid inputs. + - [X] Update new lat_1 and lat_2 for application after makeGrid() is run + - [ ] changing plot parameters lat_1 and lat_2 do not seem to impact the view + - [ ] make Mercator grids; needs testing + - [ ] issue a warning if tilt is non-zero - disabled + - [ ] Niki might have solved lat lon tilt? + - [ ] having tilt may not produce conformal grids + - [X] Niki's example added; but it may not be correct + - [X] make Stereographic grids; needs testing + - [X] using meters; no tilt; based on code from Raphael + - [X] using degrees; with tilt; based on code from Niki; may not be correct + - [ ] grid generation in other projections (tri-polar, etc) + - [X] on saveGrid() convert lon [+0,+360] to [-180,+180] + - [ ] Unify code that adjusts lon (robTest:PR#1) + - [X] Unify ellipse radius (R) constants throughout code + - [X] Gridutils initializes with proj GRS80 + - [X] Allow user control + - [ ] grid mask editor (land, etc) + - [ ] integration of bathymetric sources and apply to grids + - [ ] https://github.com/nikizadehgfdl/ocean_model_topog_generator + - [ ] xesmf regridder + - [X] add nbserverproxy/xgcm to conda software stacks; copied to binder environment.yml + - [ ] Add option to use Alistair's numpypi package as a configurable option in toolsets + - [ ] turn numpypi into a loadable package via pip + - [X] add datashader and numpypi from github sources; see postBuild script + - [ ] implement and document in application + - [ ] implement and document for programming use + - [X] xarray \_FillValue needs to be turned off somehow + - [X] place display(dashboard) as a separate notebook cell + - [ ] on load of a grid + - [ ] calculate R + - [ ] calculate tilt (may not be possible) + - [ ] update any tool metadata that is appropriate for that grid + - [ ] parse and utilize any available proj string; must be a global or variable attribute + - [X] Create an application method within the GridUtils() class; GridTools().app() + - [ ] Using xesmf regridder and other tools to create bathymetry and other forcing and boundary files + - [ ] Develop a field "flood" routine similar to pyroms + - [ ] create a setup.py to allow this library to be installable via pip + - [ ] Perform checks for ensureEvenI and ensureEvenJ everywhere. This applies only to the grid not + the supergrid. + +# TODO + + - [X] Further consolidate matplotlib plotting code + - [X] Refactor plotting code. It is mostly the same except for setting the projection. + - [ ] Plotting + - [X] Grid + - [X] Gridboxes + - [ ] Supergrid + - [ ] Add "Refresh Plot" buttons to other Plot tabs or figure out how to squeeze a single plot button into the layout + - [ ] Do we have to declare everything in __init__ first or can be push all that to respective reset/clear functions? + - [ ] refactor messaging/logging out of GridUtils into its own package so we can import printMsg/debugMsg as standalone calls + - [X] refactor refineS and refineR options as Niki had them defined + - [X] makeGrid assumes working in degrees + - [X] Allow library to work in degree or meters + - [X] Pass back an error graphic instead of None for figures that do not render + - [ ] Add a formal logging/message mechanism. + - [X] Allow display of important messages and warnings in panel application: widget=TextAreaInput + - [X] Create options in application and other tools for user configuration of logging and output. + - [X] Create a message buffer/system for information. + - [ ] Create a separate app to watch a log file? https://discourse.holoviz.org/t/scrollable-log-text-viewer/317 + - [ ] log github revision used by mybinder.org instances + - [ ] For now, the gridParameters are always in reference to a center point in a grid + in the future, one may fix a side or point of the grid and grow out from that point + instead of the center. + - [ ] application + - [ ] enable user configurable plot and widget sizes (hardcoded in __init__) + - [ ] enable user to change ellipsoid, R, x_0 and y_0 grid and plot parameters + - [ ] plotting: adjust satellite_height, for now it is fixed to the default + - [ ] title is misleading; it should show the projections in use if different + - [ ] Develop a GridUtils() function + - [ ] Run `proj -le` and return the names or display the details + - [ ] Populates the ellps field for the application + - [ ] x_0 and y_0 are hard coded to be zero offsets. The user can modify these values. + - [ ] Deploy use of self.gridMade (robTest:PR#1) + - [ ] After success in makeGrid() + - [ ] Successful load of grid from a file + - [ ] Reset appropriately when clearGrid() is called + - [ ] More contemplation of longitude range with respect 0, +/-180, 360. + - [ ] How does this library respond for grids draped over 0 degree longitude vs +/-180 degrees longitude + - [ ] Add testing harnesses. + - [ ] pytest: This will allow testing of core code via command line and iterative methods. + - [ ] selenium: Testing interactive methods may be harder. + +# WISH + + - [ ] Add an activity spinner to indicate the notebook is busy + - [ ] Compute angle_dy for testing of grid conformality. Theoretically, we can do this check for all grid + and supergrid cells. + - [ ] tripolar grids: use FRE-NCtools via cython? + - [ ] Bring in code that converts ROMS grids to MOM6 grids + - [ ] Allow conversion of MOM6 grids to ROMS grids + - [ ] grid reading and plot parameter defaults should be dynamic with grid type declaration and potentially + split out into separate library modules? lib/gridTools/grids/{MOM6,ROMS,WRF} + - [ ] Place additional projection metadata into MOM6 grid files + - [X] Added proj string to netCDF file + - [ ] Tri polar grid description + - [ ] Work with generic non-mapping reference systems for use with some of the sample MOM6 problems + - [ ] Refactor any grid math into a gridmath library. Any grid computation that can stand on its own + should be moved into a separate gridmath library. + - [ ] gridtools::makeGrid() will need a refactor to work with other grid types + - [ ] write out all MOM6 ancillary files when writing a grid + - [ ] refactor expansion/clipping of grid points when fitting grid + - [ ] Add a notebook or two that demonstrates some of the esoteric API + features of the library: help, debugging, etc. + - [ ] Dask optimizations + - [ ] IBCAO grid is too big for mybinder.org + - [ ] Pull in BC and forcing fields from various sources + - [ ] Delta method: "We extract 20-30 years of a future projection from several models, build an average of each forcing variable which we superpose on modern day climate. It’s the so-called delta method. It debiases climate projections relative to modern day (reanalysis constrained) dynamics, but adds the climate change signal on top of it (as a secular change/delta)." + - [ ] CMIP/ESM + - [ ] Browser catalog: https://esgf-node.llnl.gov/search/cmip6/ + - [ ] Programmatic access: https://github.com/intake/intake-esm + - [ ] http://gallery.pangeo.io/repos/pangeo-gallery/cmip6/ + - [ ] https://github.com/aradhakrishnanGFDL/gfdl-aws-analysis/tree/master/examples + - [ ] https://github.com/aradhakrishnanGFDL/gfdl-aws-analysis/tree/master/esm-collection-spec-examples + - [ ] https://github.com/MackenzieBlanusa/OHC_CMIP6 + - [ ] https://github.com/xarray-contrib/cf-xarray + - [ ] https://github.com/jbusecke/cmip6_preprocessing diff --git a/docs/development/python/libraries/leaflet.md b/docs/development/python/libraries/leaflet.md new file mode 100644 index 0000000..4b62128 --- /dev/null +++ b/docs/development/python/libraries/leaflet.md @@ -0,0 +1,3 @@ +### leaflet +If panning of maps fails or freezes, it usually requires a full reload of the +entire web page and the contents of JupyterLab to restore. \ No newline at end of file diff --git a/docs/development/python/libraries/panel.md b/docs/development/python/libraries/panel.md new file mode 100644 index 0000000..be21b66 --- /dev/null +++ b/docs/development/python/libraries/panel.md @@ -0,0 +1,30 @@ +# Panel + +Developer notes from usage of the [Panel](https://panel.holoviz.org/index.html) library. + +# Notes + +Any control without a callback function feature like "on\_click" for the button can gain +a callback function using the param.watch method. For example, a Checkbox. Suppose, you +would like to have an event when the checkbox is toggled. + +Here is the code to create the checkbox control: +``` +logEnableControl = pn.widgets.Checkbox(name="Enable file logging") +``` + +To setup a watch for a change in the "value" property, use: +``` +logEnableControl.param.watch(logEnableCallback, 'value') +``` + +The callback function should trap the emitted event: +``` +def logEnableCallback(event): + print(event) +``` + +Which will result in something like: +```text +Event(what='value', name='value', obj=Checkbox(name='Enable file logging', value=True), cls=Checkbox(name='Enable file logging', value=True), old=False, new=True, type='changed') +``` diff --git a/docs/development/python/libraries/pyroms.md b/docs/development/python/libraries/pyroms.md new file mode 100644 index 0000000..3c41f71 --- /dev/null +++ b/docs/development/python/libraries/pyroms.md @@ -0,0 +1,49 @@ +# pyroms + +[pyroms](https://github.com/ESMG/pyroms) + +This is a legacy software library for specific use with ROMS grids. + +# Notes + +NOTE: This is a very limited environment with netcdf4 and matplotlib's basemap +to review former functionality. This should be migrated ASAP to utilize modern +libraries. + +``` +# The current path is your SRC directory +$ git clone https://github.com/ESMG/pyroms.git +# The cloned directory is ${SRC}/pyroms +``` + +Install the pyroms conda environment. This installs the appropriate fortran +compiler for netcdf. + +If you need scrip.so: +``` +$ cd ${SRC}/pyroms/pyroms/external/scrip/source +# edit makefile +# change PREFIX = /usr/local +# to PREFIX ?= /usr/local +$ export PREFIX=$CONDA_PREFIX +$ make DEVELOP=1 +$ cp scrip.cpython-38-x86_64-linux-gnu.so ${SRC}/pyroms/pyroms/pyroms/ +``` + +Using pyroms: +``` +# define the location of gridid.txt +# edit gridid.txt to point to Arctic6 nc file +$ export PYROMS_GRIDID_FILE=/home/cermak/gridtools/gridTools/configs/Arctic6/roms/gridid.txt +``` + +For now the only known working way to run editmask.py is via: +``` +$ ipython --pylab +``` + +Cut and paste line by line into the interactive command above. The last line +in editmask.py saves any edits made to the grid. + +However, this should also work in jupyterlab via ipympl which is untested at +the moment. diff --git a/docs/grids/Examples.md b/docs/grids/Examples.md new file mode 100644 index 0000000..c5d7341 --- /dev/null +++ b/docs/grids/Examples.md @@ -0,0 +1,60 @@ +# Examples + +Grid examples have been provided to demonstrate the utility of +the grid generation software. + +# Lambert Conformal Conic + +## NEP7 + +This grid description was provided by Kate Hedstrom. + +This grid is Lambert Conformal Conic. +Grid resolution is 10km (10000 meters) +The LCC attributes are: + Standard parallel latitudes: 40.0 and 60.0 North (lat_1, lat_2) + Central longitude: -91.0 West (lon_0) + Central latitude: unknown (seems ok for plotting) + Corner points: (-130,0N) (-220,70N) + +## Pacific + +The code creates a grid in spherical coordinates. It appears the final +grid is in Lambert Conformal Conic. The code allows a tilt to be provided +as input. + +This example recreates the the grid demonstrated by Niki Zadah's +[jupyter notebook](https://github.com/nikizadehgfdl/grid_generation/blob/dev/jupynotebooks/regional_grid_spherical.ipynb). + +# North Polar Stereo + +## Arctic6 + +This grid description was provided by Kate Hedstrom. + +This grid is in the North Polar Stereo projection. +This grid has a central longitude of 160.0 West. +The true scale latitude is unknown. Kate thinks it might be 90N? +Having true scale latitude unset for plotting seems to work. + +## IBCAO + +IBCAO is a North Polar Stero projection grid. The +[technical reference](https://www.ngdc.noaa.gov/mgg/bathymetry/arctic/IBCAO_TechnicalReference.PDF) +describes the grid in full detail. See page 9 for grid format. + +A Polarstereographic projection with the true scale at +75 °N is “preserved” in the Cartesian grid. The horizontal +datum is World Geodetic System (WGS 84). + +The center of the grid is the North Pole. + +Grid corners: +```text + X Y lon lat +-------- -------- ------ ------------- +-2902500 +2902500 -135.0 +53:49:1.4687 ++2902500 +2902500 +135.0 +53:49:1.4687 +-2902500 -2902500 -45.0 +53:49:1.4687 ++2902500 -2902500 +45.0 +53:49:1.4687 +``` diff --git a/docs/grids/Grids.md b/docs/grids/Grids.md new file mode 100644 index 0000000..aea2138 --- /dev/null +++ b/docs/grids/Grids.md @@ -0,0 +1,12 @@ +# Grids + +For showing a grid not in its native projection, you have to +plot every line between grid box nodes to form the vertices. + +A simple bounding box, extent, may be used for a grid shown +in its native projection. You can plot from outer grid edges +to form the vertices. This also seems to hold true for tilted +grids in Lambert Conformal Conic. + +A conformal grid shown in its native projection should show up +as a square or rectangular grid. diff --git a/docs/grids/MOM6.md b/docs/grids/MOM6.md new file mode 100644 index 0000000..a571e6d --- /dev/null +++ b/docs/grids/MOM6.md @@ -0,0 +1,10 @@ +# MOM6 Grids + +## MOM6 Notes + +Within the netCDF file for MOM6 grids the following descriptions of +variables and dimensions: + + * Dimensions + * nx, ny : grid centers + * nxp, nxp : grid verticies diff --git a/docs/grids/MOM6ROMS.md b/docs/grids/MOM6ROMS.md new file mode 100644 index 0000000..aef9944 --- /dev/null +++ b/docs/grids/MOM6ROMS.md @@ -0,0 +1,69 @@ +# MOM6 and MOM6 grids + +``` +# Both ROMS and MOM6 horizontal grids use an Arakawa C-grid, with four +# types of points: +# rho: the centers of the cells +# psi: the corners of the cells, located diagonally between the +# 'rho' points +# u: the u-velocity points, located between 'rho' points in the +# east/west direction +# v: the v-velocity points, located between 'rho' points in the +# north/south direction + +# The main differences between the two grids are: +# * the outermost points of the ROMS grid are the 'rho' points, while +# the outermost points of the MOM6 grid are the 'psi' points (both +# with interspersed 'u' and 'v' points); and +# * the MOM6 grid interleaves all four types of points into a single +# "supergrid", while ROMS stores them as separate grids. + +# The ROMS grid looks like this, with an extra layer of 'rho' points +# around the outside: +# (see https://www.myroms.org/wiki/Numerical_Solution_Technique) +# +# p - p - p - p - p +# 3 | + | + | + | + | p = rho (center) points +# p - p - p - p - p + = psi (corner) points +# 2 | + | + | + | + | - = u points +# p - p - p - p - p | = v points +# 1 | + | + | + | + | +# p - p - p - p - p +# +# 1 2 3 4 + +# The MOM6 grid has 'psi' points on the outside, not 'rho': +# +# 3 + | + | + | + p = rho (center) points +# - p - p - p - + = psi (corner) points +# 2 + | + | + | + - = u points +# - p - p - p - | = v points +# 1 + | + | + | + +# +# 1 2 3 4 +``` + +Here is a representation of a (2, 3) MOM6 grid adapted from convert_ROMS_grid_to_MOM6.py +by Mehmet Ilicak and Alistair Adcroft. NOTE: The MOM6 supergrid is (5, 7) in shape. + +```text + G SG + 5 + | + | + | + + 2 4 - p - p - p - + 3 + | + | + | + + 1 2 - p - p - p - + 1 + | + | + | + + 1 2 3 G + 1 2 3 4 5 6 7 SG + +KEY: p = ROMS rho (center) points; also MOM6 h (center) points + + = ROMS psi (corner) points + - = ROMS u points + | = ROMS v points + G = grid points + SG = supergrid points +``` + +A MOM6 grid of (ny, nx) will have (ny\*2+1, nx\*2+1) points on the supergrid. +NOTE: In python, array storage is zero based. In the above example, supergrid +point (1, 1) is stored in memory location (0, 0). diff --git a/docs/grids/ROMS.md b/docs/grids/ROMS.md new file mode 100644 index 0000000..7cd1535 --- /dev/null +++ b/docs/grids/ROMS.md @@ -0,0 +1,3 @@ +# ROMS + +Has an extra grid box around the regular grid. diff --git a/docs/manual/Application.md b/docs/manual/Application.md new file mode 100644 index 0000000..8fdb72b --- /dev/null +++ b/docs/manual/Application.md @@ -0,0 +1,12 @@ +# Application + +This details the application portion of the grid tools library. + +# Getting Started + +The application is generally run inside a python notebook, +jupyter notebook, jupyter lab or jupyter hub. Once the script +it loaded, all the cells should be executed to start the application. + +The developers have prepared the code to operate on a remote cloud +system at mybinder.org. diff --git a/docs/manual/GridUtils.md b/docs/manual/GridUtils.md new file mode 100644 index 0000000..028fddb --- /dev/null +++ b/docs/manual/GridUtils.md @@ -0,0 +1,352 @@ +# GridUtils + +Welcome to the user manual for the GridUtils python library. This library +provides a one stop shop for grid preparation and manipulation software. +The [design](../development/Design.md) for this library is to keep it +simple and provide a variety of usage patterns. Work is ongoing with a +laundry list of [TODO](../development/TODO.md) items. + +This library currently returns a netCDF file that should be +compatible with a typical `ocean_hgrid.nc` input file. + +# Under the hood + +The library makes use of xarray for input and output (IO). Several +open source libraries are used for manipulation of grid and +associated grid fields (boundary files and forcing fields). The +primary storage format is netCDF. The dask library is leveraged +where possible. The library also leverages the geospatial +library pyproj where possible. + +# Getting Started + +This project assumes the user is familiar with using python as a +programming language. To get started with using this library, the +first step is [instantiation](https://www.tutorialspoint.com/Explain-Inheritance-vs-Instantiation-for-Python-classes) +of the library's class with a python variable that will point to +the python object. This also assumes the library has been installed +and is accessible. + +``` +from gridtools import GridUtils + +grd = GridUtils() +``` + +The `grd` variable or object's functions and methods can not be +used to create or load the users grid and leverage the library's +tools for other available operations. + +If working with more than one grid at one time, it is advised to +create or instantiate more than one object. Use one object for +each grid in use in a single program. + +The user manual and examples will refer to this `grd` object +frequently. + +In the application form of this library, once all the notebook +cells have run, there is a `grd` object that can be accessed by +adding cells at the bottom of the notebook. Manipulation of the +`grd` object outside the application can have unexpected +consequences. The application can only work with one grid at +one time. + +Additional details about the application not covered by the +internal application help menu can be found in the +[application](Application.md) portion of the user manual. + +Additional details may be gleamed from the internal python +documentation using the built-in +[help()](https://docs.python.org/3/library/functions.html#help) +function. After importing GridUtils or any library, the internal +help is displayed by using `help(GridUtils)` in a python script or +in a notebook cell. This also works for individual methods or +functions. + +## Feedback + +The library provides feedback to the user and the developers by +providing messages back to the screen or logging them to files. +As the library is utilized, it will emit warnings or error as +needed. If you want to increase or decrease the verbosity +of these messages, please see the [logging](Logging.md) portion +of the user manual. + +# Terminology + +**grid**: This refers to the entire grid. + +**grid cell**: This refers to a grid cell within a grid. + +## MOM6 + +**supergrid**: This refers a denser grid where +there are not only the grid verticies of the **grid cells** but additional +verticies through the center points of the **grid cells** in both the i +and j direction. This grid is twice the nominal resolution of the model. + +Grid orientation, with **no rotation**, is from the lower left to the upper +right. The i direction increases from lower to upper portion of the grid. +The j direction incrases from left to right. + +More grid specifics for MOM6 can be found at these locations: + * [Cheat sheet for using a Moasic grid with MOM6 output](https://gist.github.com/adcroft/c1e207024fe1189b43dddc5f1fe7dd6c) + * [Discrete Horizontal and Vertical Grids](https://mom6.readthedocs.io/en/dev-gfdl/api/generated/pages/Discrete_Grids.html) + +# Parameters + +The library acts on user provided grid and plot parameters. + +The user must specify projection information for both the grid and plot +parameters if the grid is to be used on a geographic surface. In most +cases, the grid and plot projections will be the same unless you wish +to see the grid in a different projection. + +The library has also been designed to allow the grid center to be +in a different location than the projection center. The library +makes *limited* assumptions for parameters and it is highly +recommended to provide complete information no matter how +redundant it may seem. + +There are certain assumptions made by the `pyproj` library for +certain projection parameters. + +# Grid Creation + +The library supports one mode of grid creation at present. The user +must provide: + * Size of the grid in the i(dy) and j(dx) direction in degrees or meters. + * Grid center in degrees or meters. + * Grid resolution in degrees or meters. + +The number of grid cells depends on the total size of the grid +and selected grid resolution. The library may automatically +adjust number of grid points in the i and j direction. Automatic +adjustment can be disabled. + +## Projections + +The user may select from three available projections: + * Lambert Conformal Conic + * Mercator + * Stereographic + +Since `pyproj` is utilized by this library, the +default ellipsoids for [projections](https://proj.org/operations/projections/index.html) +is GRS80. If `proj` is installed, use `proj -le` to produce a +list of available ellipoids. + +## Projection Support + +These grids are believed to be conformal as generated by the library: + * Lambert Conformal Conic + * Mercator (no tilt) + * Stereographic (with grid distance in meters) + +Other grids may be generated, but they are not guaranteed to be conformal. + +### Lambert Conformal Conic + +All grid parameters must be specified in degrees. + +### Mercator + +All grid parameters must be specified in degrees. + +### Stereographic + +The central grid point must be specified in degrees. +Grid distance must be specified in meters. + +# Defaults + +This section shows all available grid and plot parameters. Parameter +definitions are provided. + +All the available parameters are shown for completeness. Not all +parameters are needed to create a grid or request a plot. It some +cases, it does not make sense to mix parameters. Some parameters +are only available for specific grid types. + +## Grid + +Grid parameters may be changed through the `setGridParameters` function by +passing a python dictionary. The order of the parameters does not matter. +The parameter names are case sensitive. + +``` +grd.setGridParameters({ + 'centerUnits': 'degrees', + 'centerX': 0.0, + 'centerY': 0.0, + 'dx': 0.0, + 'dy': 0.0, + 'dxUnits': 'degrees', + 'dyUnits': 'degrees', + 'nx': 0, + 'ny': 0, + 'tilt': 0.0, + 'gridResolution': 0.0, + 'gridResolutionX': 0.0, + 'gridResolutionY': 0.0, + 'gridResolutionUnits': 'degrees', + 'gridResolutionXUnits': 'degrees', + 'gridResolutionYUnits': 'degrees', + 'projection': { + 'name': 'Mercator', + 'lat_0': 0.0, + 'lat_1': 0.0, + 'lat_2': 0.0, + 'lat_ts': 0.0, + 'lon_0': 0.0, + 'ellps': 'GRS80', + 'R': 6378137.0, + 'x_0': 0.0, + 'y_0': 0.0, + 'k_0': 1.0 + }, + 'gridMode': 2, + 'ensureEvenJ': True +}) +``` + +Parameter definitions: + +Parameter | Definition | Type | Valid Values | Default +--------- | ---------- | ---- | ------------ | ------- +centerUnits | units for center grid point | string | 'degrees', 'meters' | 'degrees' +centerX | grid center in j direction | float | **(1)** | n/a +centerY | grid center in i direction | float | **(1)** | n/a +dx | grid length in the j direction | float | **(2)** | n/a +dy | grid length in the i direction | float | **(2)** | n/a +dxUnits | grid length units | string | 'degrees', 'meters' | 'degrees' +dyUnits | grid length units | string | 'degrees', 'meters' | 'degrees' +nx | number of grid points in the j direction | integer | **(3)** | n/a +ny | number of grid points in the i direction | integer | **(3)** | n/a +tilt | degree to rotate the grid | float | 0.0 to 360.0 | 0.0 **(4)** +gridResolution | grid cell size in the i and j direction | float | **(5)** | n/a +gridResolutionX | grid cell size in the j direction | float | **(5)** | n/a +gridResolutionY | grid cell size in the i direction | float | **(5)** | n/a +gridResolutionUnits | grid cell size units in the i and j direction | string | 'degrees', 'meters' | 'degrees' +gridResolutionXUnits | grid cell size units in the j direction | string | 'degrees', 'meters' | 'degrees' +gridResolutionYUnits | grid cell size units in the i direction | string | 'degrees', 'meters' | 'degrees' + +NOTES: + * **(1)** If centerUnits is in 'degrees', the limits for centerX are +0.0 to +360.0 and centerY are -90.0 to +90.0. + * **(2)** This is a reasonable float number representing degrees or meters. + * **(3)** This feature has not been implemented yet. + * **(4)** This parameter only applies to the Lambert Conformal Conic projection. + * **(5)** Specifying gridResolutionX and/or gridResolutionY will override the value specified for gridResolution + +MOM6 parameter definitions: + +Parameter | Definition | Type | Valid Values | Default +--------- | ---------- | ---- | ------------ | ------- +gridMode | grid generation mode | integer | **(1)** | 2 +ensureEvenI | ensure even number of grid points in the i direction | boolean | True, False | True +ensureEvenJ | ensure even number of grid points in the j direction | boolean | True, False | True + +NOTES: + * **(1)** Valid values are 1 and 2. Grid mode one (1) generates only the specified grid with grid cell distances given by the grid resolution. Grid metrics will NOT be computed. Grid mode two (2) generates a standard MOM6 grid with supergrid. Grid metrics will be computed. + * `ensureEvenJ` flag allows the grid generator clip the grid if the number of points in the j direction is uneven. + +Projection definitions: + +Parameter | Definition | Type | Valid Values | Default +--------- | ---------- | ---- | ------------ | ------- +name | projection name | string | 'LambertConformalConic', 'Mercator', 'Stereographic' | n/a +lat\_0 | latitude of projection center | degrees | -90.0 to +90.0 | 0.0 +lat\_1 | first standard parallel latitude | degrees | -90.0 to +90.0 | 0.0 +lat\_2 | second standard parallel latitude | degrees | -90.0 to +90.0 | 0.0 +lat\_ts | latitude of true scale | degrees | -90.0 to +90.0 | 0.0 **(1)** +lon\_0 | longitude of projection center | degrees | +0.0 to +360.0 | 0.0 +ellps | ellipsoid | string | **(2)** | 'GRS80' +R | radius of the earth sphere | float | **(3)** | n/a +x\_0 | false easting | float | always expressed in meters | 0.0 +y\_0 | false northing | float | always expressed in meters | 0.0 +k\_0 | scale factor for natural origin or the ellipsoid | float | **(2)** | 1.0 + +NOTES: + * **(1)** This parameters take precedence over `k_0` if both options are specified. For stereographic projections, `lat_0` is used if `lat_ts` is not specified. + * **(2)** This is a proj string that sets the ellipsoid of the earth or sphere. See `proj -le` to show all available ellipoids. Even if an ellipsoid is selected, the radius can be changed by also supplying the `R` argument. + * **(3)** The radius is normally defined by the ellipsoid. Use this parameter if the radius of the sphere is slightly different. Depending on the projection selected, the parameter `k_0` may scale the natural origin or the ellipsoid. + +## Plot + +Plot parameters may be changed through the `setPlotParameters` function by +passing a python dictionary. The order of the parameters does not matter. +The parameter names are case sensitive. + +``` +grd.setPlotParameters({ + 'figsize': (5.0, 3.75), + 'extent': [-180.0, +180.0, -90.0, +90.0], + 'showGrid': True, + 'showGridCells': False, + 'showSupergrid': False, + 'title': 'Plot title', + 'iColor': 'k', + 'jColor': 'k', + 'iLinewidth': 1.0, + 'jLinewidth': 1.0, + 'projection': { + 'name': 'Mercator', + 'lat_0': 0.0, + 'lat_1': 0.0, + 'lat_2': 0.0, + 'lat_ts': 0.0, + 'lon_0': 0.0, + 'ellps': 'GRS80', + 'R': 6378137.0, + 'x_0': 0.0, + 'y_0': 0.0, + 'k_0': 1.0 + } +}) +``` + +Parameter definitions: + +Parameter | Definition | Type | Valid Values | Default +--------- | ---------- | ---- | ------------ | ------- +figsize | default figure size for plots in inches | tuple | (float, float) | (5.0, 3.75) **(1)** +extent | plot extent | list | [float, float, float, float] | n/a **(2)** +extentCRS | plot extent projection | cartopy crs object | **(3)** | cartopy.crs.PlateCarree() +showGrid | plots only show the grid edge | boolean | False, True | True **(4)** +showGridCells | plots show grid cells | boolean | False, True | False **(4)** +showSupergrid | plots show the supergrid | boolean | False, True | False **(4)** +title | plot title | string | any string | n/a **(5)** +iColor | i grid line color | string | **(6)** | 'k' +jColor | j grid line color | string | **(6)** | 'k' +iLinewidth | i grid line width | float | **(7)** | 1.0 +jLinewidth | j grid line width | float | **(7)** | 1.0 + +NOTES: + * **(1)** The tuple arguments are (width, height) in inches. This +default figure size is optimized for use in the application portion +of the library. The library is designed to pass back a figure and +axes matlab object for further customization before rendering. + * **(2)** By default, this parameter is not set. When this parameter +is not set, a geographic map plot will default to a global extent. +The parameter list is [min x0, max x1, min y0, max y1] where x is +typically longitude and y is latitude. NOTE: The library pyproj +utilizes longitudes +0.0 to +360.0. The library cartopy utilizes +longitudes -180.0 to +180.0. + * **(3)** See [cartopy.crs](https://scitools.org.uk/cartopy/docs/latest/crs/projections.html) +for other projections and required units. Changing the projection will +require loading the cartopy library. `import cartopy` + * **(4)** Not all grid model types will support `showSupergrid`. If +multiple parameters are set to True, the plot will show the denser of +all the selections. + * **(5)** By default, the parameter is not set. When set, this is +the title that is shown on the plot. + * **(6)** By default, grid lines are plotted as black ('k'). The +library utilizes colors available in +[matplotlib](https://matplotlib.org/stable/tutorials/colors/colors.html). + * **(7)** Grid line width is specified in points (1/72 of an inch). A grid +can sometimes be viewable at a witdh of 0.1 points. The grid also +becomes somewhat opaque. + +The projection definitions for plot parameters are +the same as the grid parameters and will not be +repeated here. diff --git a/docs/manual/Logging.md b/docs/manual/Logging.md new file mode 100644 index 0000000..c184b38 --- /dev/null +++ b/docs/manual/Logging.md @@ -0,0 +1,43 @@ +# Logging + +At the default state, the program will emit important messages about +assumptions it made in creating or modifying the grid in memory. + +This library, and many other python libraries, heavily leverage the +built-in [logging](https://docs.python.org/3/library/logging.html) +library. + +The logging mechanism in this application and GridUtils() is slightly complex. For messages +emitted to the "Information" panel or using iterative means, you can control the amount of +detail presented to you or logged in a file. The logging levels from low to high are: NOTSET, +DEBUG, INFO, WARNING, ERROR and CRITICAL. The level set means only messages of that level or higher +will be shown or logged. If you want to see all available detail, use NOTSET. NOTE: The detail sent +to the applications "Information" window by default is INFO or higher. The detail sent to a log file, +if enabled, is WARNING or higher. The function for emitting messages is `GridUtils.printMsg()`. + +# Log file + +You can only change the log file name or delete the log file when the logging system is disabled. +To assist the software developers, we request that you provide a log file of activity to help us +discover problems with the code. The log file will continue to grow over time. It is a good idea +to periodically erase the log file. + +# Debug level + +This is a special feature mainly for developers. If you are planning to "hack" this code, you can +utilize this feature to assist with debugging existing or new code. The available debug levels +do not operate like the logging levels. For operational use, the debug level is usually OFF. You +can use the MESSAGE level to simply emit messsages for debugging. The debug level RAISE, can emit a +message and then raise a python exception. This can normally be done in a try/except block where you +can try a bit of code and in the except block raise the exception after emitting a debugging message. +The last level is BREAKPOINT. This is similar to RAISE except that after the message is emitted, the +program will attempt to start the python debugger (pdb) using `pdb.set_trace()`. All messages sent +via `GridUtils.debugMsg()` are shown at the DEBUG level. + +Please review the [mkGridsExample2.py](../gridTools/mkGridsExample2.py) +python script for an example on how to work with the +messaging and logging portion of the library. + +If you discover a bug or problem with the, we will want to be provided as much +information as possible to help us fix the issue. Please see the +[reporting](Reporting.md) section of the user manual to assist developers. diff --git a/docs/manual/Reporting.md b/docs/manual/Reporting.md new file mode 100644 index 0000000..7433dfa --- /dev/null +++ b/docs/manual/Reporting.md @@ -0,0 +1,30 @@ +# Reporting + +Found a BUG? We love bugs as much as we love grids! + +It is very helpful to tell us as much as possible about the situation +that triggers this bug. It is helpful if the developers can +`reproduce` the bug on our systems. + +What information is helpful: + * What software are you using? + * Application? + * Writing your own script? + * Please provide a copy of your code and any input files + * Large files may require other means to provide access + * Please describe the steps to reproduce the problem or error + * Please provide as much as possible + * Cut and paste error messages; provide log output + * Screenshots can be useful + * Copies of code, input and output files + * If you have a solution to the problem + * Code may be submitted in the form of a github pull request + * Other useful information + * Windows or Unix/Linux (`uname -a`) + * Python and other module versions + * Use the sysinfo module to provide python and module information. See mkGridsExample2.py for an example of use. The + sysinfo module only works for conda based environments. + +After all the information is collected, it is helpful to file an +[issue](https://github.com/ESMG/gridtools/issues) +on the github repository for tracking purposes. diff --git a/docs/resources/Bathymetry.md b/docs/resources/Bathymetry.md new file mode 100644 index 0000000..1a3d701 --- /dev/null +++ b/docs/resources/Bathymetry.md @@ -0,0 +1,24 @@ +# Bathymetry + +# GEBCO + +[GEBCO](https://www.gebco.net/data_and_products/gridded_bathymetry_data/) + +The GEBCO grid can be assumed to be relative to WGS84. + +## Web Mapping Service + +https://www.gebco.net/data_and_products/gebco_web_services/web_map_service/ +https://www.gebco.net/data_and_products/gebco_web_services/web_map_service/mapserv? + +Layers: + * GEBCO_Latest - shaded relief imagery + * GEBCO_Latest_2 - colour-shaded for elevation imagery + * GEBCO_Lastest_TID - imagery based on the TID grid with grid cells based on interpolation transparent + +# IBCAO + +[IBCAO](https://www.gebco.net/data_and_products/gridded_bathymetry_data/arctic_ocean/) + +This grid is North Polar Stereo. +The true scale latitude is 75 North. diff --git a/environment.yml b/environment.yml new file mode 100644 index 0000000..8b8a41c --- /dev/null +++ b/environment.yml @@ -0,0 +1,277 @@ +name: xesmfTools +channels: + - pyviz + - conda-forge + - defaults +dependencies: + - _libgcc_mutex=0.1=conda_forge + - _openmp_mutex=4.5=1_gnu + - anyio=2.2.0=py37h89c1867_0 + - argon2-cffi=20.1.0=py37h5e8e339_2 + - async_generator=1.10=py_0 + - attrs=20.3.0=pyhd3deb0d_0 + - babel=2.9.0=pyhd3deb0d_0 + - backcall=0.2.0=pyh9f0ad1d_0 + - backports=1.0=py_2 + - backports.functools_lru_cache=1.6.1=py_0 + - bleach=3.3.0=pyh44b312d_0 + - bokeh=2.3.0=py37h89c1867_0 + - boost-cpp=1.74.0=hc6e9bd1_2 + - brotlipy=0.7.0=py37h5e8e339_1001 + - bzip2=1.0.8=h7f98852_4 + - c-ares=1.17.1=h7f98852_1 + - ca-certificates=2020.12.5=ha878542_0 + - cairo=1.16.0=h7979940_1007 + - cartopy=0.18.0=py37h26456f9_13 + - certifi=2020.12.5=py37h89c1867_1 + - cf_xarray=0.5.1=pyh44b312d_0 + - cffi=1.14.5=py37hc58025e_0 + - cfitsio=3.470=hb418390_7 + - cftime=1.4.1=py37h902c9e0_0 + - chardet=4.0.0=py37h89c1867_1 + - click=7.1.2=pyh9f0ad1d_0 + - click-plugins=1.1.1=py_0 + - cligj=0.7.1=pyhd8ed1ab_0 + - cloudpickle=1.6.0=py_0 + - colorcet=2.0.6=py_0 + - conda=4.9.2=py37h89c1867_0 + - conda-package-handling=1.7.2=py37hb5d75c8_0 + - cryptography=3.4.6=py37h5d9358c_0 + - curl=7.75.0=h979ede3_0 + - cycler=0.10.0=py_2 + - cytoolz=0.11.0=py37h5e8e339_3 + - dask=2021.3.0=pyhd8ed1ab_0 + - dask-core=2021.3.0=pyhd8ed1ab_0 + - datashader=0.12.1=py_0 + - datashape=0.5.4=py_1 + - dbus=1.13.6=hfdff14a_1 + - decorator=4.4.2=py_0 + - defusedxml=0.7.1=pyhd8ed1ab_0 + - distributed=2021.3.0=py37h89c1867_0 + - docrep=0.2.7=py_0 + - entrypoints=0.3=pyhd8ed1ab_1003 + - esmf=8.0.1=mpi_mpich_h3cbecb6_102 + - esmpy=8.0.1=mpi_mpich_py37ha4619bd_102 + - expat=2.2.10=h9c3ff4c_0 + - fiona=1.8.18=py37h527b4ca_0 + - fontconfig=2.13.1=hba837de_1004 + - freetype=2.10.4=h0708190_1 + - freexl=1.0.6=h7f98852_0 + - fsspec=0.8.7=pyhd8ed1ab_0 + - future=0.18.2=py37h89c1867_3 + - gdal=3.1.4=py37h2ec2946_8 + - geopandas=0.9.0=pyhd8ed1ab_0 + - geos=3.9.1=h9c3ff4c_2 + - geotiff=1.6.0=h2b14fbe_4 + - geoviews=1.9.1=py_0 + - geoviews-core=1.9.1=py_0 + - gettext=0.19.8.1=h0b5b191_1005 + - giflib=5.2.1=h36c2ea0_2 + - glib=2.66.7=h9c3ff4c_1 + - glib-tools=2.66.7=h9c3ff4c_1 + - gst-plugins-base=1.18.3=h04508c2_0 + - gstreamer=1.18.3=h3560a44_0 + - hdf4=4.2.13=h10796ff_1004 + - hdf5=1.10.6=mpi_mpich_h996c276_1014 + - heapdict=1.0.1=py_0 + - holoviews=1.14.2=py_0 + - icu=68.1=h58526e2_0 + - idna=2.10=pyh9f0ad1d_0 + - importlib-metadata=3.7.2=py37h89c1867_0 + - ipykernel=5.5.0=py37h888b3d9_1 + - ipython=7.21.0=py37h888b3d9_0 + - ipython_genutils=0.2.0=py_1 + - ipywidgets=7.6.3=pyhd3deb0d_0 + - jedi=0.18.0=py37h89c1867_2 + - jinja2=2.11.3=pyh44b312d_0 + - jpeg=9d=h36c2ea0_0 + - json-c=0.15=h98cffda_0 + - json5=0.9.5=pyh9f0ad1d_0 + - jsonschema=3.2.0=pyhd8ed1ab_3 + - jupyter=1.0.0=py37h89c1867_6 + - jupyter-packaging=0.7.12=pyhd8ed1ab_0 + - jupyter_client=6.1.12=pyhd8ed1ab_0 + - jupyter_console=6.2.0=py_0 + - jupyter_core=4.7.1=py37h89c1867_0 + - jupyter_server=1.4.1=py37h89c1867_0 + - jupyterlab=3.0.10=pyhd8ed1ab_0 + - jupyterlab_pygments=0.1.2=pyh9f0ad1d_0 + - jupyterlab_server=2.3.0=pyhd8ed1ab_0 + - jupyterlab_widgets=1.0.0=pyhd8ed1ab_1 + - kealib=1.4.14=hcc255d8_2 + - kiwisolver=1.3.1=py37h2527ec5_1 + - krb5=1.17.2=h926e7f8_0 + - lcms2=2.12=hddcbb42_0 + - ld_impl_linux-64=2.35.1=hea4e1c9_2 + - libblas=3.9.0=8_openblas + - libcblas=3.9.0=8_openblas + - libclang=11.1.0=default_ha53f305_0 + - libcurl=7.75.0=hc4aaa36_0 + - libdap4=3.20.6=hd7c4107_1 + - libedit=3.1.20191231=he28a2e2_2 + - libev=4.33=h516909a_1 + - libevent=2.1.10=hcdb4288_3 + - libffi=3.3=h58526e2_2 + - libgcc-ng=9.3.0=h2828fa1_18 + - libgdal=3.1.4=h38ff51b_8 + - libgfortran-ng=9.3.0=hff62375_18 + - libgfortran5=9.3.0=hff62375_18 + - libglib=2.66.7=h3e27bee_1 + - libgomp=9.3.0=h2828fa1_18 + - libiconv=1.16=h516909a_0 + - libkml=1.3.0=h02e6976_1012 + - liblapack=3.9.0=8_openblas + - libllvm10=10.0.1=he513fc3_3 + - libllvm11=11.1.0=hf817b99_0 + - libnetcdf=4.7.4=mpi_mpich_hdef422e_7 + - libnghttp2=1.43.0=h812cca2_0 + - libopenblas=0.3.12=pthreads_h4812303_1 + - libpng=1.6.37=h21135ba_2 + - libpq=13.1=hfd2b0eb_2 + - librttopo=1.1.0=h1185371_6 + - libsodium=1.0.18=h36c2ea0_1 + - libspatialindex=1.9.3=h9c3ff4c_3 + - libspatialite=5.0.1=he52d314_3 + - libssh2=1.9.0=ha56f1ee_6 + - libstdcxx-ng=9.3.0=h6de172a_18 + - libtiff=4.2.0=hdc55705_0 + - libuuid=2.32.1=h7f98852_1000 + - libwebp-base=1.2.0=h7f98852_0 + - libxcb=1.13=h7f98852_1003 + - libxkbcommon=1.0.3=he3ba5ed_0 + - libxml2=2.9.10=h72842e0_3 + - llvmlite=0.36.0=py37h9d7f4d0_0 + - locket=0.2.0=py_2 + - lz4-c=1.9.3=h9c3ff4c_0 + - markdown=3.3.4=pyhd8ed1ab_0 + - markupsafe=1.1.1=py37h5e8e339_3 + - matplotlib=3.3.4=py37h89c1867_0 + - matplotlib-base=3.3.4=py37h0c9df89_0 + - mistune=0.8.4=py37h5e8e339_1003 + - mpi=1.0=mpich + - mpi4py=3.0.3=py37h1e5cb63_5 + - mpich=3.4.1=h846660c_104 + - msgpack-python=1.0.2=py37h2527ec5_1 + - multipledispatch=0.6.0=py_0 + - munch=2.5.0=py_0 + - mysql-common=8.0.23=ha770c72_1 + - mysql-libs=8.0.23=h935591d_1 + - nbclassic=0.2.6=pyhd8ed1ab_0 + - nbclient=0.5.3=pyhd8ed1ab_0 + - nbconvert=6.0.7=py37h89c1867_3 + - nbformat=5.1.2=pyhd8ed1ab_1 + - nbserverproxy=0.8.8=py_1000 + - ncurses=6.2=h58526e2_4 + - nest-asyncio=1.4.3=pyhd8ed1ab_0 + - netcdf-fortran=4.5.3=mpi_mpich_h7ad8bfe_1 + - netcdf4=1.5.6=nompi_py37hdbee05a_100 + - notebook=6.2.0=py37h89c1867_0 + - nspr=4.29=h9c3ff4c_1 + - nss=3.62=hb5efdd6_0 + - numba=0.53.0=py37h7dd73a4_0 + - numpy=1.20.1=py37haa41c4c_0 + - olefile=0.46=pyh9f0ad1d_1 + - openjpeg=2.4.0=hf7af979_0 + - openssl=1.1.1k=h7f98852_0 + - packaging=20.9=pyh44b312d_0 + - pandas=1.2.3=py37hdc94413_0 + - pandoc=2.12=h7f98852_0 + - pandocfilters=1.4.2=py_1 + - panel=0.11.0=py_0 + - param=1.10.1=py_0 + - parso=0.8.1=pyhd8ed1ab_0 + - partd=1.1.0=py_0 + - pcre=8.44=he1b5a44_0 + - pexpect=4.8.0=pyh9f0ad1d_2 + - pickleshare=0.7.5=py_1003 + - pillow=8.1.2=py37h4600e1f_0 + - pip=21.0.1=pyhd8ed1ab_0 + - pixman=0.40.0=h36c2ea0_0 + - poppler=0.89.0=h2de54a5_5 + - poppler-data=0.4.10=0 + - postgresql=13.1=h6303168_2 + - proj=7.2.0=h277dcde_2 + - prometheus_client=0.9.0=pyhd3deb0d_0 + - prompt-toolkit=3.0.17=pyha770c72_0 + - prompt_toolkit=3.0.17=hd8ed1ab_0 + - psutil=5.8.0=py37h5e8e339_1 + - pthread-stubs=0.4=h36c2ea0_1001 + - ptyprocess=0.7.0=pyhd3deb0d_0 + - pycosat=0.6.3=py37h5e8e339_1006 + - pycparser=2.20=pyh9f0ad1d_2 + - pyct=0.4.8=py_0 + - pyct-core=0.4.8=py_0 + - pygments=2.8.1=pyhd8ed1ab_0 + - pyopenssl=20.0.1=pyhd8ed1ab_0 + - pyparsing=2.4.7=pyh9f0ad1d_0 + - pyproj=3.0.1=py37h63c117d_0 + - pyqt=5.12.3=py37h89c1867_7 + - pyqt-impl=5.12.3=py37he336c9b_7 + - pyqt5-sip=4.19.18=py37hcd2ae1e_7 + - pyqtchart=5.12=py37he336c9b_7 + - pyqtwebengine=5.12.1=py37he336c9b_7 + - pyrsistent=0.17.3=py37h5e8e339_2 + - pyshp=2.1.3=pyh44b312d_0 + - pysocks=1.7.1=py37h89c1867_3 + - python=3.7.10=hffdb5ce_100_cpython + - python-dateutil=2.8.1=py_0 + - python_abi=3.7=1_cp37m + - pytz=2021.1=pyhd8ed1ab_0 + - pyviz_comms=2.0.1=py_0 + - pyyaml=5.4.1=py37h5e8e339_0 + - pyzmq=22.0.3=py37h336d617_1 + - qt=5.12.9=hda022c4_4 + - qtconsole=5.0.2=pyhd8ed1ab_0 + - qtpy=1.9.0=py_0 + - readline=8.0=he28a2e2_2 + - requests=2.25.1=pyhd3deb0d_0 + - rtree=0.9.7=py37h0b55af0_1 + - ruamel_yaml=0.15.80=py37h5e8e339_1004 + - scipy=1.6.0=py37h14a347d_0 + - send2trash=1.5.0=py_0 + - setuptools=49.6.0=py37h89c1867_3 + - shapely=1.7.1=py37hf7ed6d2_4 + - six=1.15.0=pyh9f0ad1d_0 + - sniffio=1.2.0=py37h89c1867_1 + - sortedcontainers=2.3.0=pyhd8ed1ab_0 + - sqlite=3.34.0=h74cdb3f_0 + - tblib=1.6.0=py_0 + - terminado=0.9.2=py37h89c1867_0 + - testpath=0.4.4=py_0 + - tiledb=2.2.4=hb9a9e87_2 + - tk=8.6.10=h21135ba_1 + - toolz=0.11.1=py_0 + - tornado=6.1=py37h5e8e339_1 + - tqdm=4.59.0=pyhd8ed1ab_0 + - traitlets=5.0.5=py_0 + - typing_extensions=3.7.4.3=py_0 + - tzcode=2021a=h7f98852_1 + - tzdata=2021a=he74cb21_0 + - urllib3=1.26.3=pyhd8ed1ab_0 + - wcwidth=0.2.5=pyh9f0ad1d_2 + - webencodings=0.5.1=py_1 + - wheel=0.36.2=pyhd3deb0d_0 + - widgetsnbextension=3.5.1=py37h89c1867_4 + - xarray=0.17.0=pyhd8ed1ab_0 + - xerces-c=3.2.3=h9d8b166_2 + - xesmf=0.5.2=pyhd8ed1ab_0 + - xgcm=0.5.1=py_0 + - xorg-kbproto=1.0.7=h7f98852_1002 + - xorg-libice=1.0.10=h7f98852_0 + - xorg-libsm=1.2.3=hd9c2040_1000 + - xorg-libx11=1.7.0=h7f98852_0 + - xorg-libxau=1.0.9=h7f98852_0 + - xorg-libxdmcp=1.1.3=h7f98852_0 + - xorg-libxext=1.3.4=h7f98852_1 + - xorg-libxrender=0.9.10=h7f98852_1003 + - xorg-renderproto=0.11.1=h7f98852_1002 + - xorg-xextproto=7.3.0=h7f98852_1002 + - xorg-xproto=7.0.31=h7f98852_1007 + - xz=5.2.5=h516909a_1 + - yaml=0.2.5=h516909a_0 + - zeromq=4.3.4=h9c3ff4c_0 + - zict=2.0.0=py_0 + - zipp=3.4.1=pyhd8ed1ab_0 + - zlib=1.2.11=h516909a_1010 + - zstd=1.4.9=ha95c52a_0 +prefix: /home/cermak/miniconda3/envs/xesmfTools diff --git a/gridTools/README.md b/gridTools/README.md new file mode 100644 index 0000000..35207a2 --- /dev/null +++ b/gridTools/README.md @@ -0,0 +1,20 @@ +# Examples + +This section explains all the scripts and notebooks provided with this library. + +# mkGridInteractive.ipynb + +# mkGridIterative.ipynb + +# mkGridsExample1.py + +# mkGridsExample2.py + +# mkGridsExample3.py + +# mkGridsExample4.py + +# mkGridsExample5.py + +# mkGridsExmaple5a.py + diff --git a/gridTools/lib/app.py b/gridTools/lib/app.py new file mode 100644 index 0000000..36ff94d --- /dev/null +++ b/gridTools/lib/app.py @@ -0,0 +1,971 @@ +# GridUtils.App() + +# Modules + +import os, sys, io, logging +import numpy as np +import cartopy.crs as ccrs +import cartopy +import matplotlib.pyplot as plt +import netCDF4 as nc +import warnings +import xarray as xr +import xgcm +from io import BytesIO +import panel as pn +pn.extension() + +# This is called by GridTools() and can't be +# called by itself. + +class App: + + def __init__(self, grd=None): + + # Globals + + # This application has its own copy of GridTools() object + self.grd = grd + + # Default filenames + self.defaultGridFilename = 'gridFile.nc' + self.defaultLogFilename = 'logFile.log' + + # How we grow the grid from the specified latitude (lat0) or longitude (lon0) + # TODO: If 'Center' is not chosen then the controls for Central Latitude and Central Longitude no longer make sense. + # For now: we assume Center/Center for making grids. + self.xGridModes = ['Left', 'Center', 'Right'] + self.yGridModes = ['Lower', 'Center', 'Upper'] + + # For now only MOM6 works. It could work for other grids! + #gridTypes = ["MOM6", "ROMS", "WRF"] + self.gridTypes = ["MOM6"] + + # Generic true/false indicators + self.trueFalseNames = ["False", "True"] + self.trueFalseValues = [False, True] + self.trueFalseDict = dict(zip(self.trueFalseNames, self.trueFalseValues)) + + # Log levels + self.logLevelNames = ["NOTSET", "DEBUG", "INFO", "WARNING", "ERROR", "CRITICAL"] + self.logLevelValues = [0, 10, 20, 30, 40, 50] + self.logLevelDict = dict(zip(self.logLevelNames, self.logLevelValues)) + + # Debug levels + self.debugLevelNames = ["OFF", "MESSAGE", "RAISE", "BREAKPOINT"] + self.debugLevelValues = [0, 1, 2, 3] + self.debugLevelDict = dict(zip(self.debugLevelNames, self.debugLevelValues)) + + # Available plot projections + self.plotProjections = ["Nearside Perspective", "Mercator", "Lambert Conformal Conic", "Stereographic"] + self.plotProjectionsGridTools = ["NearsidePerspective", "Mercator", "LambertConformalConic", "Stereographic"] + self.plotProjectionsDict = dict(zip(self.plotProjections, self.plotProjectionsGridTools)) + + # Supported grid projections + self.projNames = ["Mercator", "Lambert Conformal Conic", "Stereographic"] + self.gridToolNames = ["Mercator", "LambertConformalConic", "Stereographic"] + self.projNamesGridTools = dict(zip(self.projNames, self.gridToolNames)) + self.projCarto = [ccrs.Mercator(), ccrs.LambertConformal(), ccrs.Stereographic()] + self.projDict = dict(zip(self.projNames, self.projCarto)) + + # Plot grid modes + # gridExtent, gridCells, superGrid + self.plotGridModes = ['gridExtent', 'gridCells', 'superGrid'] + self.plotGridModesDescriptions = ['Grid Extent', 'Grid Cells', 'Supergrid Cells'] + self.plotGridModeDict = dict(zip(self.plotGridModesDescriptions, self.plotGridModes)) + + # Grid parameters + self.gridResolutionUnitNames = ['degrees', 'meters'] + self.gridResolutionXUnitNames = ['degrees', 'meters'] + self.gridResolutionYUnitNames = ['degrees', 'meters'] + self.gridDxUnitNames = ['degrees', 'meters'] + self.gridDyUnitNames = ['degrees', 'meters'] + + # Plot colors + self.plotColors = ['b', 'c', 'g', 'k', 'm', 'r', 'y'] + self.plotColorsDescriptions = ['Blue', 'Cyan', 'Green', 'Black', 'Magenta', 'Red', 'Yellow'] + self.plotColorDict = dict(zip(self.plotColorsDescriptions, self.plotColors)) + + # Line types (future feature) + self.plotLineStyles = ['solid', 'dotted', 'dashed', 'dashdot'] + self.plotLineStylesDescriptions = ['Solid', 'Dotted', 'Dashed', 'DashDot'] + self.plotLineStyleDict = dict(zip(self.plotLineStylesDescriptions, self.plotLineStyles)) + + # This controls the default figure size of the plot in the panel application + # TODO: Improve integration + # aspect 4:3, default dpi=144 + self.widthIn = 5.0 + self.heightIn = (self.widthIn * 3.0) / 4.0 + self.defaultPlotFigureSize = (self.widthIn, self.heightIn) + + # plotWidgetWidth and plotWidgetHeight + # NOTE: These values are used by other controls + self.plotWidgetWidth = 800 + self.plotWidgetHeight = 600 + + # Setup for other internals of GridTools() + self.useNumpyPi = False + self.enableLogging = False + self.loggingFilename = None + self.verboseLevel = 0 + self.debugLevel = 0 + + self.initializeWidgets() + self.initializeTabs() + self.initializeDashboard() + + # Panel application functions + + def clearInformationWindow(self, event): + self.grd.clearMessage() + self.statusWidget.value = self.grd.showMessages() + return + + def updateDataView(self): + self.dataView[0] = self.grd.grid + return + + def updateFilename(self, newFilename): + self.gridFilenameLocal.value = newFilename + self.gridFilenameRemote.value = newFilename + return + + def downloadNetCDF(self): + # See if we have a race condition + self.saveLocalGridButton.filename = self.gridFilenameLocal.value + bout = self.grd.grid.to_netcdf(encoding=self.grd.removeFillValueAttributes()) + bio = BytesIO() + bio.write(bout) + bio.seek(0) + return bio + + def loadLocalGrid(self, event): + if self.localFileSelection.value == None: + msg = "A grid file has not been selected in the Local File tab." + self.grd.printMsg(msg, logging.INFO) + return + + # Test to see if xarray can load the selected file + try: + ncTest = xr.load_dataset(localFileSelection.value) + msg = "The grid file %s was loaded." % (self.localFileSelection.filename) + self.grd.printMsg(msg, logging.INFO) + self.grd.clearGrid() + self.grd.readGrid(local=ncTest, localFilename=self.localFileSelection.filename) + self.updateDataView() + self.updateFilename(self.localFileSelection.filename) + except: + msg = "The grid file %s was not loadable." % (self.localFileSelection.filename) + self.grd.printMsg(msg, logging.ERROR) + + return + + def loadRemoteGrid(self, event): + ct = len(self.remoteFileSelection.value) + + if ct == 0: + msg = "A grid file has not been selected in the Remote File tab." + self.grd.printMsg(msg, logging.INFO) + return + + try: + fileToOpen = self.remoteFileSelection.value[0] + self.grd.openDataset(self.remoteFileSelection.value[0]) + self.grd.readGrid() + msg = "The grid file %s was loaded." % (fileToOpen) + self.grd.printMsg(msg, logging.INFO) + self.updateDataView() + self.updateFilename(fileToOpen) + except: + msg = "Failed to load grid file: %s" % (fileToOpen) + self.grd.printMsg(msg, logging.ERROR) + + return + + def saveRemoteGrid(self, event): + '''Attempt to save grid to remote filesystem using last known grid filename.''' + self.grd.saveGrid(filename=self.gridFilenameRemote.value) + + def make_grid(self, event): + updateMessage = "No errors or warnings." + msg = "Running make_grid()" + projectionName = self.projNamesGridTools[self.gridProjection.value] + self.grd.printMsg(msg, logging.INFO) + self.grd.clearGrid() + self.grd.setGridParameters({ + 'projection': { + 'name': projectionName, + 'ellps': 'WGS84' + }, + 'centerX': float(self.gridCenterX.value), + 'centerY': float(self.gridCenterY.value), + 'centerUnits': self.gridCenterUnits.value, + 'dx': int(self.dx.value), + 'dy': int(self.dy.value), + 'dxUnits': self.dxUnits.value, + 'dyUnits': self.dyUnits.value, + 'gridResolutionX': float(self.gridResolutionX.value), + 'gridResolutionY': float(self.gridResolutionY.value), + 'gridResolutionXUnits': self.gridResolutionXUnits.value, + 'gridResolutionYUnits': self.gridResolutionYUnits.value, + 'gridMode': int(self.gridMode.value), + 'gridType': self.gridType.value, + 'tilt': float(self.gtilt.value) + }) + + if projectionName == 'LambertConformalConic': + self.grd.setGridParameters({ + 'lon_0': float(self.glon0.value), + 'lat_0': float(self.glat0.value), + 'lat_1': float(self.glat1.value), + 'lat_2': float(self.glat2.value) + }, subKey='projection') + + if projectionName == 'Mercator': + self.grd.setGridParameters({ + 'lon_0': float(self.glon0.value) + }, subKey='projection') + + if projectionName == 'Stereographic': + self.grd.setGridParameters({ + 'lon_0': float(self.glon0.value), + 'lat_0': float(self.glat0.value), + 'lat_ts': float(self.glatts.value), + }, subKey='projection') + + self.grd.makeGrid() + + #if self.grd.gridMade: + if hasattr(self.grd.grid, 'x'): + + # Update the plot if we updated the grid + self.plotWindow.object = self.make_plot() + + # Update grid info + self.updateDataView() + + if self.projNamesGridTools[self.gridProjection.value] == 'LambertConformalConic': + # Grid generation for LCC sets lat_1 and lat_2 based on grid inputs. + updateMessage = "NOTICE: Grid first and second parallels (lat_1, lat_2) have been changed to (%s, %s)." %\ + (self.grd.gridInfo['gridParameters']['projection']['lat_1'], self.grd.gridInfo['gridParameters']['projection']['lat_2']) + self.glat1.value = self.grd.gridInfo['gridParameters']['projection']['lat_1'] + self.glat2.value = self.grd.gridInfo['gridParameters']['projection']['lat_2'] + + msg = "Make grid succeeded: %s" % (updateMessage) + self.grd.printMsg(msg, logging.INFO) + else: + msg = "ERROR: Make grid failed." + self.grd.printMsg(msg, logging.ERROR) + + return + + def make_plot(self): + msg = "Running make_plot()" + self.grd.printMsg(msg, logging.INFO) + + selectedProjection = self.plotProjection.value + projectionName = self.plotProjectionsDict[self.plotProjection.value] + + if self.plotTitle.value != "": + mp_title = self.plotTitle.value + else: + if self.gtilt.value < 0.0 or self.gtilt.value > 0.0: + mp_title = "%s: " % (selectedProjection) + str(self.dx.value) + "x" + str(self.dy.value) + " with " + str(self.gtilt.value) + " degree tilt" + else: + mp_title = "%s: " % (selectedProjection) + str(self.dx.value) + "x" + str(self.dy.value) + + # Check plotGridMode.value to set plot parameter showGridCells + showGridCellsState = False + pGridMode = self.plotGridModeDict[self.plotGridMode.value] + if pGridMode == 'gridCells': + showGridCellsState = True + + # Determine plot extent (this may vary depending on selected projection) + plotExtentState = [] + # If we are not using the global projection, use the user supplied extents + if not(self.plotUseGlobal.value): + x0pt = self.plotExtentX0.value + x1pt = self.plotExtentX1.value + y0pt = self.plotExtentY0.value + y1pt = self.plotExtentY1.value + + plotExtentState = [x0pt, x1pt, y0pt, y1pt] + + # These inputs will have to change based on selected projection + self.grd.setPlotParameters( + { + 'figsize': self.defaultPlotFigureSize, + 'projection' : { + 'name': projectionName, + 'ellps': 'WGS84' + }, + 'extent': plotExtentState, + 'iLinewidth': self.plotYLineWidth.value, + 'jLinewidth': self.plotXLineWidth.value, + 'showGridCells': showGridCellsState, + 'title': mp_title, + 'iColor': self.plotColorDict[self.plotYColor.value], + 'jColor': self.plotColorDict[self.plotXColor.value] + } + ) + + # LambertConformalConic + if projectionName == 'LambertConformalConic': + self.grd.setPlotParameters({ + 'lon_0': float(self.plon0.value), + 'lat_0': float(self.plat0.value), + 'lat_1': float(self.plat1.value), + 'lat_2': float(self.plat2.value) + }, subKey='projection') + + # NearsidePerspective + if projectionName == 'NearsidePerspective': + self.grd.setPlotParameters({ + 'lon_0': float(self.plon0.value), + 'lat_0': float(self.plat0.value), + 'satellite_height': 35785831.0, + }, subKey='projection') + + # Mercator + if projectionName == 'Mercator': + self.grd.setPlotParameters({ + 'lon_0': float(self.plon0.value) + }, subKey='projection') + + # Stereographic + if projectionName == 'Stereographic': + self.grd.setPlotParameters({ + 'lon_0': float(self.plon0.value), + 'lat_0': float(self.plat0.value), + 'lat_ts': float(self.platts.value) + }, subKey='projection') + + if self.grd.xrOpen: + (figure, axes) = self.grd.plotGrid() + msg = "Running make_plot(): done" + self.grd.printMsg(msg, logging.INFO) + else: + if self.grd.gridMade == False: + (figure, axes) = self.errorNoGridFigure() + msg = "Running make_plot(): plotting failure - unspecified grid." + self.grd.printMsg(msg, logging.ERROR) + else: + (figure, axes) = self.errorFigure() + msg = "Running make_plot(): plotting failure" + self.grd.printMsg(msg, logging.ERROR) + return figure + + + def errorNoGridFigure(self): + '''Creates a plot for the scenario where the user has not specified the grid before making a plot''' + + f = self.grd.newFigure() + central_longitude = self.grd.getPlotParameter('lon_0', subKey='projection', default=0.0) + central_latitude = self.grd.getPlotParameter('lat_0', subKey='projection', default=90.0) + satellite_height = self.grd.getPlotParameter('satellite_height', default=35785831) + crs = cartopy.crs.NearsidePerspective(central_longitude=central_longitude, central_latitude=central_latitude, satellite_height=satellite_height) + ax = f.subplots(subplot_kw={'projection': crs}) + if self.grd.usePaneMatplotlib: + FigureCanvas(f) + mapExtent = self.grd.getPlotParameter('extent', default=[]) + mapCRS = self.grd.getPlotParameter('extentCRS', default=cartopy.crs.PlateCarree()) + ax.set_global() + ax.coastlines() + ax.gridlines() + ax.set_title("Unspecified Grid", color='red') + ax.text(0.5, 0.55, 'please create your grid before plotting', transform=ax.transAxes, + fontsize=10, color='blue', alpha=0.4, + ha='center', va='center', rotation='0') + return f, ax + + def errorFigure(self): + '''Create Blank Plot to signal plotting failure. This signals a problem within the user specifications in relation to code capabilities. ''' + + f = self.grd.newFigure() + central_longitude = self.grd.getPlotParameter('lon_0', subKey='projection', default=0.0) + central_latitude = self.grd.getPlotParameter('lat_0', subKey='projection', default=90.0) + satellite_height = self.grd.getPlotParameter('satellite_height', default=35785831) + crs = cartopy.crs.NearsidePerspective(central_longitude=central_longitude, central_latitude=central_latitude, satellite_height=satellite_height) + ax = f.subplots(subplot_kw={'projection': crs}) + if self.grd.usePaneMatplotlib: + FigureCanvas(f) + mapExtent = self.grd.getPlotParameter('extent', default=[]) + mapCRS = self.grd.getPlotParameter('extentCRS', default=cartopy.crs.PlateCarree()) + ax.set_global() + ax.coastlines() + ax.gridlines() + ax.set_title("Plot Failure", color='red') + ax.text(0.5, 0.55, 'please check plot/grid parameters and retry', transform=ax.transAxes, + fontsize=10, color='red', alpha=0.4, + ha='center', va='center', rotation='0') + return f, ax + + def initializePlot(self): + ''' Plot the initial image upon loading up the application. This is developed to differentiate between plot failure and the first plot.''' + f = self.grd.newFigure() + satellite_height = self.grd.getPlotParameter('satellite_height', default=35785831) + crs = cartopy.crs.NearsidePerspective(central_longitude=290, central_latitude=30, satellite_height=satellite_height) + ax = f.subplots(subplot_kw={'projection': crs}) + if self.grd.usePaneMatplotlib: + FigureCanvas(f) + mapExtent = self.grd.getPlotParameter('extent', default=[]) + mapCRS = self.grd.getPlotParameter('extentCRS', default=cartopy.crs.PlateCarree()) + ax.set_global() + ax.stock_img() + ax.coastlines() + ax.gridlines() + ax.set_title("Welcome! Please specify your grid and plot parameters") + + return f + + def plotRefresh(self, event): + self.plotWindow.object = self.make_plot() + return + + def showManual(self): + manualTabs = pn.Tabs() + + pageMain = pn.WidgetBox(''' + # Instructions + This is the instruction manual for the application portion of the grid tool library. Information + here focus on the operation of this application. Additional details about + the MOM6 model can be found in the [MOM6 User Manual](https://mom6.readthedocs.io/){target="_blank"}. + Additional information about the operation of the grid tool library can be found in the + [manual](https://github.com/ESMG/gridtools/blob/main/docs/manual/GridUtils.md){target="_blank"}. + # Information + Some actions of the application will produce information that will be displayed in the "Information" + window above. The window can be cleared by clicking the "Clear Information" button. If "Logging" is + enabled, all information in that window are kept. + # Tabs + Access to this manual is broken into tabs and unfortunately cannot be hyperlinked together. Major + tabs include "Plot", "Grid" and "Setup". + ## Plot + The plot tab controls how grids are shown in the "Grid Plot" tab. Controls include "Projection", + "Extent" and "Style". Please see the application manual tab called "Plot" for more information. + ## Grid + The grid tab controls how grids are created. Controls include "Center", "Projection", "Spacing", + and "Advanced". Please see the application manual tab called "Grid". + ## Setup + The setup tab allows control over "Logging" and other preferences specific to the application. + ''', width=self.plotWidgetWidth) + + pagePlot = pn.WidgetBox(''' + # Plot + This tab explains the controls for plotting grids. + ## Projection + **Projection**: The plot projection may be different than the grid projection. In most cases, the plot + and grid projection is the same to demonstrate conformality of the generated grid. + + **Central Longitude**: lon_0 defines the central longitude or central meridian for plotting. The plot + is centered over this longitude. The plot extent may change the view of the plot. For example, + for the spherical plots will line up with the selected longitude. + + **Central Latitude**: lat_0 defines the central latitude or latitude of origin for plotting. The + plot extent may change the view of the plot. + + **First Parallel**: lat_1 defines the first standard parallel used for Lambert Conformal Conic + projections. + + **Second Parallel**: lat_2 defines the second standard parallel used for Lambert Conformal Conic + projections. + + **Latitude of True Scale**: lat_ts defines the latitude where scale is not distorted. This + is used in Lambert Conformal Conic and Mercator. If this setting is used with the scale + factor (k_0), lat_ts takes precedence. + + **NOTE**: Other projection options described have not been implemented yet. + + ## Extent + This controls the plot extent in degrees which may override plotting grids over its + center point. A checkbox is provided to override the extent parameters and provide + a global view for the plot. + + ## Style + This allows some limited changes to the plot style and how to show the grid or grid cells. + + **Plot title**: A title in this text box will be shown on the "Grid Plot". + + **Grid Style**: The grid style tells the plot to just show the grid, show the grid cells or + show the supergrid cells. + + **x Color**: For a non-rotated grid, this is the j direction color of the grid line. + + **y Color**: For a non-rotated grid, this is the i direction color of the grid line. + + **x Line Width**: This is the width in points (1/72 of an inch). The default width is + one (1) point. For super dense grids, using 1/10th (0.1) of a point may show the + grid with a semiopaque plot. This is the width of grid lines in the j direction. + + **y Line Width**: This is the width of grid lines in the i direction. + + ''', width=self.plotWidgetWidth) + + pageGrid = pn.WidgetBox(''' + # Grid + This contains several controls that affect how the grid is generated. + ## Center + **Grid Center(X)** and **Grid Center(Y)** are specified in degrees. This is the absolute center of + the grid to be generated. Other controls define grid size and resolution which determines + how many grid points are generated. + + ## Projection + These are the same controls as found for the plot projection except they affect the grid + generation. The additional control is **Tilt** which controls the tilt of the generated + grid. The grid rotation is specified in degrees and the rotation is clockwise. + + ## Spacing + These are the primary controls for controlling the number of grid points in the + generated grid. + + **dx**: is the total grid distance along the j direction. Please select the proper + **dx Units** in degrees or meters. + + **dy**: is the total grid distance along the i direction. Please select the proper + **dy Units** in degrees or meters. + + **Grid Resoloution(X)**: This is the distance of individual grid cells in the j direction. + Please select the proper *Grid Resolution Units(X)* in degrees or meters. + + **Grid Resoloution(Y)**: This is the distance of individual grid cells in the i direction. + Please select the proper *Grid Resolution Units(X)* in degrees or meters. + + ## Advanced + + ### Grid Reference + This controls how the grid is grown from the selected latitude (Center Y) and longitude (Center X) using + degrees or meters. By default, the grid is grown from the center point + in both directions based on the size (dy, dx) and grid resolution. + In the future, grids may be build with other fixed points of reference. + + ### Grid Type + For now, only MOM6 is supported. Other grid types may be possible in the future. + + ### Grid Mode + For MOM6 grids, mode is 2 requests generation of the supergrid. + This computes vertices for the grid cells and vertices through the center points of the + grid cells. At present, this mode should not be anything other than 2 for MOM6 grids. + + **Grid Representation** + + Additional details of the + [MOM6](https://github.com/ESMG/gridtools/blob/main/docs/grids/MOM6.md){target="_blank"} + grid and + [MOM6/ROMS](https://github.com/ESMG/gridtools/blob/main/docs/grids/MOM6ROMS.md){target="_blank"} + grids can be found in the grid section of + the user manual. + ''', width=self.plotWidgetWidth) + + pageSetup = pn.WidgetBox(''' + # Setup + Please see the "Logging" tab for information about logging under the Setup tab. + + A python wrapper library, numpypi, has been written to provide bitwise-the-same computations + for some of the numpy math functions. NOTE: This feature has not been implemented. + ''', width=self.plotWidgetWidth) + + pageLogging = pn.WidgetBox(''' + # Logging + + Please see the user manual for more information about + [logging](https://github.com/ESMG/gridtools/blob/main/docs/manual/Logging.md){target="_blank"}. + + **Log filename**: is the filename in which informational messages are saved. + + **Erase log file**: this button may be used to periodically erase the log file for the saving of + log information. + + **Log level**: For messages emitted to the "Information" panel or using iterative means, you can + control the amount of detail presented to you or logged in a file. The logging levels from + low to high are: NOTSET, DEBUG, INFO, WARNING, ERROR and CRITICAL. The level set means only + messages of that level or higher will be shown or logged. If you want to see all available + detail, use NOTSET. NOTE: The detail sent to the "Information" window by default is INFO or + higher. The detail sent to a log file, if enabled, is WARNING or higher. The function for + emitting messages is `GridUtils.printMsg()`. + + **Debug level**: + This is a special feature mainly for developers. If you are planning to "hack" this code, you can + utilize this feature to assist with debugging existing or new code. The available debug levels + do not operate like the logging levels. For operational use, the debug level is usually OFF. You + can use the MESSAGE level to simply emit messsages for debugging. The debug level RAISE, can emit a + message and then raise a python exception. This can normally be done in a try/except block where you + can try a bit of code and in the except block raise the exception after emitting a debugging message. + The last level is BREAKPOINT. This is similar to RAISE except that after the message is emitted, the + program will attempt to start the python debugger (pdb) using `pdb.set_trace()`. All messages sent + via `GridUtils.debugMsg()` are shown at the DEBUG level. + + **NOTE**: Setting breakpoints do not work very well in the application. The application + is running a server. When a breakpoint is triggered, it will crash the server running the application. + ''', width=self.plotWidgetWidth) + + pageNumpyPi = pn.WidgetBox(''' + # numpypi + Activating numpypi will replace some mathematical routines in numpy with slower + routines that will produce bitwise identical results. For more information on + this package, please [consult this webpage](https://github.com/adcroft/numpypi){target="_blank"}. + NOTE: The numpypi module provides portable intrinsic functions that return the + same bitwise floating-point values on different platforms. Not all numpy + routines are replaced. + ''', width=self.plotWidgetWidth) + + manualTabs.extend([ + ('Main', pageMain), + ('Plot', pagePlot), + ('Grid', pageGrid), + ('Setup', pageSetup), + ('Logging', pageLogging), + ('Numpypi', pageNumpyPi), + ]) + + return manualTabs + + def initializeWidgets(self): + # Widgets + + # The text area input box can show many lines and automatically adds a scroll bar for a long message + self.statusWidget = pn.widgets.TextAreaInput(name='Information', value="", background="skyblue", height=100, + width=self.plotWidgetWidth+100) + self.clearLogButton = pn.widgets.Button(name='Clear Information', button_type='primary', height=50, width=125) + self.clearLogButton.on_click(self.clearInformationWindow) + + # Grid Controls + # Use: Niki's defaults for rapid testing + # 30x20 tilt 30 deg lat_0 40.0 lon_0 230.0 Res 1.0 + self.gridProjection = pn.widgets.Select(name='Projection', options=self.projNames, value=self.projNames[1]) + self.gridType = pn.widgets.Select(name="Grid Type", options=self.gridTypes, value=self.gridTypes[0]) + self.gridType.disabled = True + self.gridResolutionX = pn.widgets.Spinner(name="Grid Resolution(X)", value=1.0, step=0.1, start=0.0, end=1000000.0, width=100) + self.gridResolutionY = pn.widgets.Spinner(name="Grid Resolution(Y)", value=1.0, step=0.1, start=0.0, end=1000000.0, width=100) + self.gridResolutionXUnits = pn.widgets.Select(name="Grid Resolution Units(X)", options=self.gridResolutionUnitNames, value=self.gridResolutionUnitNames[0]) + self.gridResolutionYUnits = pn.widgets.Select(name="Grid Resolution Units(Y)", options=self.gridResolutionUnitNames, value=self.gridResolutionUnitNames[0]) + self.gridMode = pn.widgets.Spinner(name="Grid Mode", value=2, step=1, start=1, end=2, width=80) + self.gridMode.disabled = True + self.unitNames = ['degrees', 'meters'] + self.dxUnits = pn.widgets.Select(name='dx Units', options=self.unitNames, value=self.unitNames[0]) + self.dyUnits = pn.widgets.Select(name='dy Units', options=self.unitNames, value=self.unitNames[0]) + self.dx = pn.widgets.Spinner(name="dx", value=20.0, step=1.0, start=0.0, end=10000000, width=100) + self.dy = pn.widgets.Spinner(name="dy", value=30.0, step=1.0, start=0.0, end=10000000, width=100) + self.glon0 = pn.widgets.Spinner(name="Central Longitude(lon_0) (0 to 360)", value=230.0, step=1.0, start=0.0, end=360.0, width=100) + self.glat0 = pn.widgets.Spinner(name="Central Latitude(lat_0) (-90 to 90)", value=40.0, step=1.0, start=-90.0, end=90.0, width=100) + self.glat1 = pn.widgets.Spinner(name="First Parallel(lat_1) (-90 to 90)", value=40.0, step=1.0, start=-90.0, end=90.0, width=100) + self.glat2 = pn.widgets.Spinner(name="Second Parallel(lat_2) (-90 to 90)", value=40.0, step=1.0, start=-90.0, end=90.0, width=100) + self.glatts = pn.widgets.Spinner(name="Latitude of True Scale(lat_ts) (-90 to 90)", value=40.0, step=1.0, start=-90.0, end=90.0, width=100) + self.gtilt = pn.widgets.Spinner(name="Tilt (-90 to 90)", value=30.0, step=0.1, start=-90.0, end=90.0, width=100) + self.gridCenterX = pn.widgets.Spinner(name='Grid Center(Longitude or X)', value=230.0, step=0.1, start=0.0, end=360.0, width=100) + self.gridCenterY = pn.widgets.Spinner(name='Grid Center(Latitude or Y)', value=40.0, step=0.1, start=0.0, end=90.0, width=100) + self.gridCenterUnits = pn.widgets.Select(name='Grid Center Units', options=self.unitNames, value=self.unitNames[0]) + self.gridControlUpdateButton = pn.widgets.Button(name='Make Grid', button_type='primary') + self.gridControlUpdateButton.on_click(self.make_grid) + self.xGridControl = pn.widgets.Select(name='Grid Mode(X)', options=self.xGridModes, value=self.xGridModes[1]) + self.xGridControl.disabled = True + self.yGridControl = pn.widgets.Select(name='Grid Mode(Y)', options=self.yGridModes, value=self.yGridModes[1]) + self.yGridControl.disabled = True + + # Plot Controls + # Use Niki's defaults for rapid testing + # extent: -160, -100, 60, 20 + + # Projection + self.plotProjection = pn.widgets.Select(name='Projection', options=self.plotProjections, value=self.plotProjections[0]) + self.plon0 = pn.widgets.Spinner(name="Central Longitude(lon_0) (0 to 360)", value=230.0, step=1.0, start=0.0, end=360.0, width=100) + self.plat0 = pn.widgets.Spinner(name="Central Latitude(lat_0) (-90 to 90)", value=40.0, step=1.0, start=-90.0, end=90.0, width=100) + self.plat1 = pn.widgets.Spinner(name="First Parallel(lat_1) (-90 to 90)", value=40.0, step=1.0, start=-90.0, end=90.0, width=100) + self.plat2 = pn.widgets.Spinner(name="Second Parallel(lat_2) (-90 to 90)", value=40.0, step=1.0, start=-90.0, end=90.0, width=100) + self.platts = pn.widgets.Spinner(name="Latitude of True Scale(lat_ts) (-90 to 90)", value=40.0, step=1.0, start=-90.0, end=90.0, width=100) + + # Extent + # CARTOPY: (x0, x1, y0, y1) + # https://scitools.org.uk/cartopy/docs/latest/matplotlib/geoaxes.html + self.plotExtentX0 = pn.widgets.Spinner(name="Longitude(x0) (-180 to 180)", value=-160.0, step=1.0, start=-180.0, end=180.0, width=100) + self.plotExtentX1 = pn.widgets.Spinner(name="Longitude(x1) (-180 to 180)", value=-100.0, step=1.0, start=-180.0, end=180.0, width=100) + self.plotExtentY0 = pn.widgets.Spinner(name="Latitude(y0) (-90 to 90)", value=20.0, step=1.0, start=-90.0, end=90.0, width=100) + self.plotExtentY1 = pn.widgets.Spinner(name="Latitude(y1) (-90 to 90)", value=60.0, step=1.0, start=-90.0, end=90.0, width=100) + self.plotUseGlobal = pn.widgets.Checkbox(name="Use global extent (disables custom extent)") + + # Style + self.plotTitle = pn.widgets.TextInput(name='Plot title', value="", width=250) + self.plotGridMode = pn.widgets.Select(name='Grid Style', options=self.plotGridModesDescriptions, value=self.plotGridModesDescriptions[1]) + self.plotXColor = pn.widgets.Select(name='x Color', options=self.plotColorsDescriptions, value=self.plotColorsDescriptions[3]) + self.plotYColor = pn.widgets.Select(name='y Color', options=self.plotColorsDescriptions, value=self.plotColorsDescriptions[3]) + self.plotXLineWidth = pn.widgets.Spinner(name="x Line Width", value=1.0, step=0.1, start=0.01, end=10.0, width=80) + self.plotYLineWidth = pn.widgets.Spinner(name="y Line Width", value=1.0, step=0.1, start=0.01, end=10.0, width=80) + + # Grid Save/Load controls + + # Grid file name + # NOTE: Sharing a text field is not recommended. It will display + # more than once, but only one will actually update. + self.gridFilenameLocal = pn.widgets.TextInput(name='Grid filename', value=self.defaultGridFilename, width=200) + self.gridFilenameRemote = pn.widgets.TextInput(name='Grid filename', value=self.defaultGridFilename, width=200) + + # File download button and call back function + # We can't put a variable in the filename= argument below. It isn't updated + # when the assigned variable is updated. Any updates need to be done to + # saveLocalGridButton.filename when the local file name is changed. We + # also discovered if we updated in the callback it also works. Might + # encounter a race condition later. Watch for it. + self.saveLocalGridButton = pn.widgets.FileDownload( + label="Download Grid", + button_type='success', + callback=self.downloadNetCDF, + filename=self.defaultGridFilename) + + # Local file selection + self.localFileSelection = pn.widgets.FileInput(accept='.nc') + + # Remote file selection + self.remoteFileSelection = pn.widgets.FileSelector('~', file_pattern='*.nc') + + # Load grid buttons + self.loadLocalGridButton = pn.widgets.Button(name='Load Local Grid', button_type='primary') + self.loadLocalGridButton.on_click(self.loadLocalGrid) + + self.loadRemoteGridButton = pn.widgets.Button(name='Load Remote Grid', button_type='primary') + self.loadRemoteGridButton.on_click(self.loadRemoteGrid) + + self.saveRemoteGridButton = pn.widgets.Button(name='Save Remote Grid', button_type='success') + self.saveRemoteGridButton.on_click(self.saveRemoteGrid) + + # Plot controls + self.plotControlUpdateButton = pn.widgets.Button(name='Plot', button_type='primary') + self.plotControlUpdateButton.on_click(self.plotRefresh) + + # The plot itself wrapped in a widget + # Use panel.pane.Matplotlib(matplotlib.figure) + self.plotWindow = pn.pane.Matplotlib(self.initializePlot(), width=self.plotWidgetWidth, height=self.plotWidgetHeight) + + # This presents a data view summary of the xarray object + self.dataView = pn.Column(self.grd.grid, width=self.plotWidgetWidth) + + # Setup controls + self.logEnableControl = pn.widgets.Checkbox(name="Enable file logging") + self.logEnableControl.param.watch(self.logEnableCallback, 'value') + #self.grd.debugMsg('breakpoint',3) + self.logFilenameControl = pn.widgets.TextInput(name='Log filename', value=self.defaultLogFilename, width=200) + self.logLevelControl = pn.widgets.Select(name='Log level', options=self.logLevelNames, value=self.logLevelNames[3]) + self.logLevelControl.param.watch(self.logLevelCallback, 'value') + self.logEraseButton = pn.widgets.Button(name='Erase log file', button_type='danger', height=50, width=200) + self.logEraseButton.on_click(self.deleteLogfile) + self.informationLevelControl = pn.widgets.Select(name='Information level', options=self.logLevelNames, value=self.logLevelNames[2]) + self.debugLevelControl = pn.widgets.Select(name='Debug level', options=self.debugLevelNames, value=self.debugLevelNames[0]) + self.debugLevelControl.param.watch(self.debugLevelCallback, 'value') + self.enableNumpyPiControl = pn.widgets.Checkbox(name="Enable numpypi bitwise-the-same") + self.enableNumpyPiControl.disabled = True + + def deleteLogfile(self, event): + '''This function is called as a result of pushing the "Erase logfile" button in the application. + This places a call into GridTools.deleteLogfile(filename).''' + self.grd.deleteLogfile(self.logFilenameControl.value) + return + + def logEnableCallback(self, event): + msg = "logEnableCallback event" + self.grd.printMsg(msg, logging.DEBUG) + if hasattr(event, 'name') and hasattr(event, 'old') and hasattr(event, 'new') and hasattr(event, 'type'): + if event.name == 'value' and event.type == 'changed': + if event.new == True: + self.grd.enableLogging(self.logFilenameControl.value) + if event.new == False: + self.grd.disableLogging() + else: + msg = "Illegal event passed to App.logEnableCallback()" + self.grd.printMsg(msg, logging.ERROR) + + return + + def logLevelCallback(self, event): + msg = "logLevelCallback event" + self.grd.printMsg(msg, logging.DEBUG) + if hasattr(event, 'name') and hasattr(event, 'old') and hasattr(event, 'new') and hasattr(event, 'type'): + if event.name == 'value' and event.type == 'changed': + self.grd.setLogLevel(self.logLevelDict[event.new]) + + def debugLevelCallback(self, event): + msg = "debugLevelCallback event" + self.grd.printMsg(msg, logging.DEBUG) + if hasattr(event, 'name') and hasattr(event, 'old') and hasattr(event, 'new') and hasattr(event, 'type'): + if event.name == 'value' and event.type == 'changed': + self.grd.setDebugLevel(self.debugLevelDict[event.new]) + + def initializeTabs(self): + # Tabs + + # Plot, Grid and Setup controls + self.controlTabs = pn.Tabs() + self.plotControlTabs = pn.Tabs() + self.gridControlTabs = pn.Tabs() + self.setupControlTabs = pn.Tabs() + + # If the Alt layout works, we can replace the existing. + self.displayTabs = pn.Tabs() + self.saveLoadTabs = pn.Tabs() + + # Pull controls together + + # Plot controls + self.plotProjectionControls = pn.WidgetBox('# Plot Projection', + self.plotProjection, + self.plon0, + self.plat0, + self.plat1, + self.plat2, + self.platts, + self.plotControlUpdateButton) + self.plotExtentControls = pn.WidgetBox('# Plot Extent', + self.plotExtentX0, + self.plotExtentX1, + self.plotExtentY0, + self.plotExtentY1, + self.plotUseGlobal, + self.plotControlUpdateButton) + self.plotStyleControls = pn.WidgetBox('# Plot Style', + self.plotTitle, + self.plotGridMode, + self.plotXColor, + self.plotYColor, + self.plotXLineWidth, + self.plotYLineWidth, + self.plotControlUpdateButton) + + # Grid controls + self.gridCenterControls = pn.WidgetBox('# Grid Center', + self.gridCenterX, + self.gridCenterY, + self.gridCenterUnits, + self.gridControlUpdateButton) + self.gridProjectionControls = pn.WidgetBox('# Grid Projection', self.gridProjection, self.glon0, self.glat0, self.glat1, self.glat2, self.glatts, self.gtilt, self.gridControlUpdateButton) + self.gridSpacingControls = pn.WidgetBox('# Grid Spacing', + self.dx, + self.dxUnits, + self.dy, + self.dyUnits, + self.gridResolutionX, + self.gridResolutionXUnits, + self.gridResolutionY, + self.gridResolutionYUnits, + self.gridControlUpdateButton) + self.gridAdvancedControls = pn.WidgetBox( + """ + See "Grids" Manual tab for details about these controls. + ## Grid Reference + """, self.xGridControl, self.yGridControl, """ + ## Grid Type + For now, only MOM6 grids are supported. + """, self.gridType, """ + ## Grid Mode + For now, MOM6 grids require grid mode 2. + """, self.gridMode) + + # Setup controls + self.loggingControls = pn.WidgetBox('# Logging',''' + These controls allow you to limit the level of output put into the Information window. Logging to + an external file is also available. See the Manual tab called "Logging" for more information. + ''', + self.logFilenameControl, + self.logEnableControl, + self.logEraseButton, + self.logLevelControl, + self.informationLevelControl, + self.debugLevelControl + ) + + self.numpyPiControls = pn.WidgetBox(''' + # numpypi + See Manual tab "Numpypi" for more information. + + NOTE: This control does not do anything yet and is disabled. + ''', + self.enableNumpyPiControl) + + # Place controls into respective tabs + + # Control hierarchy (left panel) + # Plot + # Projection + # Extent + # Style + # Grid + # Center + # Projection + # Spacing + # Advanced + # Setup + # Logging + + # Top level + self.controlTabs.extend([ + ('Plot', self.plotControlTabs), + ('Grid', self.gridControlTabs), + ('Setup', self.setupControlTabs) + ]) + + # Plot + self.plotControlTabs.extend([ + ('Projection', self.plotProjectionControls), + ('Extent', self.plotExtentControls), + ('Style', self.plotStyleControls) + ]) + + # Grid + self.gridControlTabs.extend([ + ('Center', self.gridCenterControls), + ('Projection', self.gridProjectionControls), + ('Spacing', self.gridSpacingControls), + ('Advanced', self.gridAdvancedControls) + ]) + + self.localFilesWindow = pn.WidgetBox( + ''' + # Local Files + If you are running this notebook on the same computer as your web browser, accessing files + from the Local Files tab and the Remote Files tab should look the same. If you are running + this notebook on a remote system, you may need to use the Remote Files tab to load grids on + the remote system. There may be size limit for loading/downloading files via the web + browser (Local Files). You may change the grid filename prior to saving the grid. Do not + use it for file selection. At this time, we only accept NetCDF file formats. + ''', '''### Upload Grid''', self.localFileSelection, self.loadLocalGridButton, + ''' ### Download Grid''', self.gridFilenameLocal, self.saveLocalGridButton) + + self.remoteFilesWindow = pn.WidgetBox(self.loadRemoteGridButton, self.gridFilenameRemote, self.saveRemoteGridButton, + ''' + # Remote Files + This tab loads and saves grids to the remote system. If you are running this notebook + on the same system, either file tab will work. You may change the grid filename prior + to saving the grid. Do not use it for file selection. + ''', self.remoteFileSelection) + + self.saveLoadTabs.extend([ + ('Local Files', self.localFilesWindow), + ('Remote Files', self.remoteFilesWindow) + ]) + + # Plotting area, data view, local/remote file access and manual + self.displayTabs.extend([ + ('Grid Plot', self.plotWindow), + ('Grid Info', self.dataView), + ('Local Files', self.localFilesWindow), + ('Remote Files', self.remoteFilesWindow), + ('Manual', self.showManual()) + ]) + + # Setup + self.setupControlTabs.extend([ + ('Logging', self.loggingControls), + ('Numpypi', self.numpyPiControls) + ]) + + def initializeDashboard(self): + + # Pull all the final dashboard together in an application + self.dashboard = pn.WidgetBox( + pn.Column(pn.Row(self.clearLogButton, self.statusWidget), sizing_mode='stretch_width', width_policy='max'), + pn.Row(self.controlTabs, self.displayTabs) + ) + + # Attach application to GridUtils for integration into panel, etc + # Do this just before launching the application + self.grd.application( + app={ + 'messages': self.statusWidget, + 'defaultFigureSize': self.defaultPlotFigureSize + } + ) diff --git a/gridTools/lib/gridutils.py b/gridTools/lib/gridutils.py new file mode 100644 index 0000000..a29c818 --- /dev/null +++ b/gridTools/lib/gridutils.py @@ -0,0 +1,1723 @@ +# General imports and definitions +import os, sys, datetime, logging +import cartopy, warnings, pdb +import numpy as np +import xarray as xr +from pyproj import CRS, Transformer + +# Needed for panel.pane +from matplotlib.figure import Figure +# not needed for mpl >= 3.1 +# Does not cause any problems to continue to use it +from matplotlib.backends.backend_agg import FigureCanvas + +# Required for: +# * ROMS to MOM6 grid conversion +# * Computation of MOM6 grid metrics +import spherical + +# GridUtils() application +from app import App + +class GridUtils: + + def __init__(self, app={}): + # Constants + self.PI_180 = np.pi/180. + # Adopt GRS80 ellipse from proj + self._default_Re = 6.378137e6 + self._default_ellps = 'GRS80' + self._default_availableGridTypes = ['MOM6'] + + # File pointers + self.xrOpen = False + self.xrDS = xr.Dataset() + self.grid = self.xrDS + # Internal parameters + self.usePaneMatplotlib = False + self.msgBox = None + # Private variables begin with a _ + # Grid parameters + # Locals + self.gridMade = False + self.gridInfo = {} + self.gridInfo['dimensions'] = {} + self.gridInfo['gridParameters'] = {} + self.gridInfo['gridParameterKeys'] = self.gridInfo['gridParameters'].keys() + # Defaults + self.plotParameterDefaults = { + 'figsize': (8, 6), + 'extent': [], + 'extentCRS': cartopy.crs.PlateCarree(), + 'projection': { + }, + 'showGrid': True, + 'showGridCells': False, + 'showSupergrid': False + } + # Plot parameters + self.gridInfo['plotParameters'] = self.plotParameterDefaults + self.gridInfo['plotParameterKeys'] = self.gridInfo['plotParameters'].keys() + + # Messages + # Logging and Verbosity Levels + # CRITICAL:50; ERROR:40; WARNING:30; INFO:20, DEBUG:10, NOTSET:0 + self.debugLevel = 0 + self.verboseLevel = logging.INFO + # Logging options + self.msgBuffer = [] + self.msgLogger = False + self.msgLogFile = None + self.msgLogLevel = logging.WARNING + self.stdLogValues = { + 0: 'NOTSET', + 10: 'DEBUG', + 20: 'INFO', + 30: 'WARNING', + 40: 'ERROR', + 50: 'CRITICAL' + } + + # Utility functions + + def addMessage(self, msg): + '''Append new message to message buffer.''' + self.msgBuffer.append(msg) + return + + def app(self): + '''By calling this function, the user is requesting the application functionality of GridUtils(). + return the dashboard, but GridUtils() also has an internal pointer to the application.''' + appObj = App(grd=self) + self.app = appObj + return appObj.dashboard + + def application(self, app={}): + '''Convienence function to attach application items to GridUtil so it can update certain portions of the application. + + app = { + 'messages': panel.widget.TextBox # Generally a pointer to a panel widget for display of text + 'defaultFigureSize': (8,6) # Default figure size to return from matplotlib + 'usePaneMatplotlib': True/False # Instructs GridUtils to use panel.pane.Matplotlib for plot objects + } + + ''' + # Setup links to panel, etc + appKeys = app.keys() + if 'messages' in appKeys: + self.msgBox = app['messages'] + msg = "GridUtils application initialized." + self.printMsg(msg, level=logging.INFO) + if 'defaultFigureSize' in appKeys: + self.plotParameterDefaults['figsize'] = app['defaultFigureSize'] + if 'usePaneMatplotlib' in appKeys: + self.usePaneMatplotlib = app['usePaneMatplotlib'] + else: + self.usePaneMatplotlib = False + + def adjustExternalLoggers(self): + '''This adjusts some noisy loggers from other python modules.''' + + # Readjust logger levels to specific noisy modules + noisyModules = { + 'PIL.PngImagePlugin': logging.ERROR, + 'fiona._env': logging.ERROR, + 'fiona.collection': logging.ERROR, + 'fiona.env': logging.ERROR, + 'fiona.ogrext': logging.ERROR, + 'matplotlib.backends.backend_pdf': logging.ERROR, + 'matplotlib.font_manager': logging.ERROR, + } + + for moduleName in noisyModules.keys(): + lh = logging.getLogger(moduleName) + lh.setLevel(noisyModules[moduleName]) + + return + + def clearMessage(self): + '''This clears the message buffer of messages.''' + self.msgBuffer = [] + return + + def debugMsg(self, msg, level = -1): + '''This function has a specific purpose to aid in debugging and + activating pdb breakpoints. NOTE: pdb breakpoints tend not to + work very well when running under the application. It tends to + terminate the bokeh/tornado server. + + The debug level can be zero(0) and you can forcibly add a break + point in the code by using `debugMsg(msg, level=3)` anywhere in + the code. + + .. note:: + + Currently defined debug levels: + 0=off + 1=log debugging messages + 2=raise an exception + 3=stop with a pdb breakpoint after logging message + ''' + + # If level is not set (-1), set to self.debugLevel + if level == -1: + level = self.debugLevel + + if level < 1: + return + + if level >= 1 and msg != "": + # Send the message at the DEBUG level if + # the message is not empty + self.printMsg(msg, level=logging.DEBUG) + + if level == 2: + raise + + if level == 3: + pdb.set_trace() + + return + + def deleteLogfile(self, logFilename): + '''Delete a log file. Logging must be off.''' + if self.msgLogger: + self.printMsg("Logging active: Unable to delete log file.", level=logging.ERROR) + return + + if not(os.path.isfile(logFilename)): + self.printMsg("Logfile (%s) does not exist." % (logFilename), level=logging.ERROR) + return + + os.unlink(logFilename) + self.printMsg("Logfile (%s) removed." % (logFilename), level=logging.INFO) + + def disableLogging(self): + '''Disable logging of messages to a file''' + self.logHandle.disable = True + self.logHandle = None + self.msgLogger = False + self.printMsg("Logging disabled", level=logging.INFO) + + def enableLogging(self, logFilename): + '''Enable logging of messages to a file''' + + # Do not permit re-enabling a logging event if logging is already been activated + if self.msgLogger: + self.printMsg("Logging already active. Ignoring request.", level=logging.ERROR) + return + + # Test to see if we can write to the log file + success = False + try: + fn = open(logFilename, 'a') + success = True + except: + self.printMsg("Failed to open logfile (%s)" % (logFilename), level=logging.CRITICAL) + return + + if success: + fn.close() + + logging.basicConfig(filename=logFilename, level=self.msgLogLevel) + self.adjustExternalLoggers() + self.logHandle = logging.getLogger(__name__) + self.logHandle.disabled = False + self.msgLogger = True + self.printMsg("Logging enabled", level=logging.INFO) + + def filterLogMessages(self, record): + '''This may not be needed after all.''' + print(">>",record.name,__name__) + if record.name == __name__: + return True + return False + + def getDebugLevel(self): + '''Get the current debug level for GridUtils(). See setDebugLevel() for available + levels.''' + return self.debugLevel + + def getLogLevel(self): + '''Get the current debug level for GridUtils(). See setLogLevel() for available + levels.''' + return self.msgLogLevel + + def getRadius(self, param): + '''Return a radius based on projection string. If parsing the projection string + fails, the radius from GRS80/WGS84 is used.''' + + # GRS80/WGS84 + radiusVal = self._default_Re + + if 'projection' in param: + if 'proj' in param['projection']: + try: + crs = CRS.from_proj4(param['projection']['proj']) + radiusVal = crs.ellipsoid.semi_major_metre + except: + msg = "WARNING: Using default ellipsoid. Projection string was not used." + self.printMsg(msg, level=logging.WARNING) + self.debugMsg(msg) + pass + + return radiusVal + + def getVerboseLevel(self): + '''Get the current verbose level for GridUtils()''' + return self.verboseLevel + + def getVersion(self): + '''Return the version number of this library''' + + softwareRevision = "0.1" + + return softwareRevision + + def printMsg(self, msg, level = logging.INFO): + ''' + The verboseLevel and msgLogLevel can be set separately to any level. + If this is attached to a panel application with a message + box, the output is sent to that object. Messages omitting the level argument + will default to INFO. + ''' + + # Debugging messaging system: may be removed later + #if self.debugLevel >= 1: + # print(">>(%s)(%d)(%d)" % (msg, level, self.verboseLevel)) + + # If logging is enabled, send it to the logger + if self.msgLogger: + self.logHandle.log(level, msg) + + if level >= self.verboseLevel: + self.addMessage(msg) + + # Always update the application message box + # If we don't have a msgBox, then print to STDOUT. + if hasattr(self, 'msgBox'): + if self.msgBox: + self.msgBox.value = self.showMessages() + else: + print(msg) + else: + print(msg) + + return + + def showLoggers(self): + '''Display an alphabetical list of loggers. Messages sent at the + INFO level.''' + + # List of all known loggers: logging.Logger.manager.loggerDict + loggerNames = list(logging.Logger.manager.loggerDict) + loggerNames.sort() + for loggerName in loggerNames: + logger = logging.getLogger(loggerName) + msg = "%-40s : %s" % (logger.name, logging.getLevelName(logger.getEffectiveLevel())) + self.printMsg(msg, level=logging.INFO) + + def showMessages(self): + '''This converts the message buffer to text with linefeeds.''' + return '\n'.join(self.msgBuffer) + + def setDebugLevel(self, newLevel): + '''Set a new debug level. + + :param newLevel: debug level to set or update + :type newLevel: integer + :return: none + :rtype: none + + .. note:: + Areas of code that typically cause errors have try/except blocks. Some of these + have python debugging breakpoints that are active when the debug level is set + to a positive number. + + Currently defined debug levels: + 0=off + 1=extra messages + 2=raise an exception + 3=stop at breakpoints + ''' + self.printMsg("New DEBUG level (%d)" % (newLevel)) + self.debugLevel = newLevel + + def setLogLevel(self, newLevel): + '''Set a new logging level. + + :param newLevel: logging level to set or update + :type newLevel: integer or string + :return: none + :rtype: none + + .. note:: + Setting this to a positive number will increase the feedback from this + module. + + The available levels are: + + Level Numeric value + CRITICAL 50 + ERROR 40 + WARNING 30 + INFO 20 + DEBUG 10 + NOTSET 0 + ''' + if type(newLevel) == str: + try: + newLevel = logging.getLevelName(newLevel) + except: + newLevel = logging.INFO + + self.msgLogLevel = newLevel + + # Also update the logger, if active + if self.msgLogger: + self.logHandle.setLevel(newLevel) + + def setVerboseLevel(self, newLevel): + '''Set a new verbose level. + + :param newLevel: verbose level to set or update + :type newLevel: integer or string + :return: none + :rtype: none + + .. note:: + Setting this to a positive number will increase the feedback from this + module. + + The available levels are: + + Level Numeric value + CRITICAL 50 + ERROR 40 + WARNING 30 + INFO 20 + DEBUG 10 + ''' + if type(newLevel) == str: + try: + newLevel = logging.getLevelName(newLevel) + except: + newLevel = logging.INFO + + self.verboseLevel = newLevel + + # Grid operations + + def clearGrid(self): + '''Call this when you want to erase the current grid. This also + clobbers any current grid and plot parameters. + Do not call this method between plots of the same grid in different + projections.''' + + # If there are file resources open, close them first. + if self.xrOpen: + self.closeDataset() + + self.xrFilename = None + self.xrDS = xr.Dataset() + self.grid = self.xrDS + self.gridInfo = {} + self.gridInfo['dimensions'] = {} + self.clearGridParameters() + self.resetPlotParameters() + + def computeGridMetrics(self): + '''Compute MOM6 grid metrics: angle_dx, dx, dy and area.''' + + self.grid.attrs['grid_version'] = "0.2" + self.grid.attrs['code_version'] = "GridTools: %s" % (self.getVersion()) + self.grid.attrs['history'] = "%s: created grid with GridTools library" % (datetime.datetime.utcnow().strftime("%Y-%m-%d %H:%M:%S")) + self.grid.attrs['projection'] = self.gridInfo['gridParameters']['projection']['name'] + try: + self.grid.attrs['proj'] = self.gridInfo['gridParameters']['projection']['proj'] + except: + projString = self.formProjString(self.gridInfo['gridParameters']) + if projString: + self.grid.attrs['proj'] = projString + self.gridInfo['gridParameters']['projection']['proj'] = projString + else: + msg = "WARNING: Projection string could not be determined from grid parameters." + self.printMsg(msg, level=logging.WARNING) + self.debugMsg('') + + #R = 6370.e3 # Radius of sphere + # TODO: get ellipse setting + #R = self._default_Re + R = self.getRadius(self.gridInfo['gridParameters']) + + # Make a copy of the lon grid as values are changed for computation + lon = self.grid.x.copy() + lat = self.grid.y + + # Approximate edge lengths as great arcs + self.grid['dx'] = (('nyp', 'nx'), R * spherical.angle_through_center( (lat[ :,1:],lon[ :,1:]), (lat[: ,:-1],lon[: ,:-1]) )) + self.grid.dx.attrs['units'] = 'meters' + self.grid['dy'] = (('ny' , 'nxp'), R * spherical.angle_through_center( (lat[1:, :],lon[1:, :]), (lat[:-1,: ],lon[:-1,: ]) )) + self.grid.dy.attrs['units'] = 'meters' + + # Scaling by latitude? + cos_lat = np.cos(np.radians(lat)) + + # Presize the angle_dx array + angle_dx = np.zeros(lat.shape) + # Fix lon so they are 0 to 360 for computation of angle_dx + lon = np.where(lon < 0., lon+360, lon) + angle_dx[:,1:-1] = np.arctan2( (lat[:,2:] - lat[:,:-2]) , ((lon[:,2:] - lon[:,:-2]) * cos_lat[:,1:-1]) ) + angle_dx[:, 0 ] = np.arctan2( (lat[:, 1] - lat[:, 0 ]) , ((lon[:, 1] - lon[:, 0 ]) * cos_lat[:, 0 ]) ) + angle_dx[:,-1 ] = np.arctan2( (lat[:,-1] - lat[:,-2 ]) , ((lon[:,-1] - lon[:,-2 ]) * cos_lat[:,-1 ]) ) + self.grid['angle_dx'] = (('nyp', 'nxp'), angle_dx) + self.grid.angle_dx.attrs['units'] = 'radians' + + self.grid['area'] = (('ny','nx'), R * R * spherical.quad_area(lat, lon)) + self.grid.area.attrs['units'] = 'meters^2' + + return + + def formProjString(self, param): + '''Create a projection string from parameter attributes.''' + + projString = None + + if 'projection' in param: + if 'name' in param['projection']: + if param['projection']['name'] == 'Mercator': + projString = "+proj=merc +lon_0=%s +x_0=0.0 +y_0=0.0 +no_defs" %\ + (param['projection']['lon_0']) + + if param['projection']['name'] in ['NorthPolarStereo', 'SouthPolarStereo', 'Stereographic']: + true_scale_latitude = self.getGridParameter('lat_ts', subKey='projection', default=None) + if true_scale_latitude: + projString = "+proj=stere +lat_0=%s +lon_0=%s +lat_ts=%s +x_0=0.0 +y_0=0.0 +no_defs" %\ + (param['projection']['lat_0'], + param['projection']['lon_0'], + param['projection']['lat_ts']) + else: + projString = "+proj=stere +lat_0=%s +lon_0=%s +x_0=0.0 +y_0=0.0 +no_defs" %\ + (param['projection']['lat_0'], + param['projection']['lon_0']) + + if param['projection']['name'] == 'LambertConformalConic': + projString = "+proj=lcc +lon_0=%s +lat_0=%s +x_0=0.0 +y_0=0.0 +lat_1=%s +lat_2=%s +no_defs" %\ + (param['projection']['lon_0'], + param['projection']['lat_0'], + param['projection']['lat_1'], + param['projection']['lat_2']) + + if projString: + if 'ellps' in param['projection']: + projString = "+ellps=%s %s" % (param['projection']['ellps'], projString) + else: + projString = "+ellps=%s %s" % (self._default_ellps, projString) + msg = "WARNING: Using default ellipse (%s)." % (self._default_ellps) + self.printMsg(msg, level=logging.WARNING) + if 'R' in param['projection']: + projString = "+R=%s %s" % (param['projection']['R'], projString) + + if projString == None: + msg = "Unable to set projection string." + self.printMsg(msg, level=logging.WARNING) + self.debugMsg(msg) + + return projString + + def makeGrid(self): + '''Using supplied grid parameters, populate a grid in memory.''' + + # New grid created flag + newGridCreated = False + + # PRESCREEN PARAMETERS + + # Review grid type + gridType = self.getGridParameter('gridType', default='MOM6') + if not(gridType in self._default_availableGridTypes): + msg = 'ERROR: Grid type (%s) not supported.' % (gridType) + self.printMsg(msg, level=logging.ERROR) + return + + # MOM6 specific arguments + gridMode = None + ensureEvenI = None + ensureEvenJ = None + if gridType == 'MOM6': + gridMode = self.getGridParameter('gridMode', default='2') + gridMode = int(gridMode) + + ensureEvenI = self.getGridParameter('ensureEvenI', default=True) + ensureEvenJ = self.getGridParameter('ensureEvenJ', default=True) + + # All grids must have centerX, centerY and centerUnits defined. + centerX = self.getGridParameter('centerX', default='Error') + centerY = self.getGridParameter('centerY', default='Error') + centerUnits = self.getGridParameter('centerUnits', default='degrees') + + if centerX == 'Error' or centerY == 'Error': + msg = 'ERROR: Grid parameter centerX or centerY missing. These must be specified.' + self.printMsg(msg, level=logging.ERROR) + return + + centerX = float(centerX) + centerY = float(centerY) + + if centerUnits == 'degrees': + if centerX < 0.0 or centerX > 360.0: + msg = 'ERROR: Grid parameter centerX must be +0.0 to +360.0.' + self.printMsg(msg, level=logging.ERROR) + return + if centerY < -90.0 or centerY > 90.0: + msg = 'ERROR: Grid parameter centerY must be -90.0 to +90.0.' + self.printMsg(msg, level=logging.ERROR) + return + + # Review dx and dy: these must be set + dx = self.getGridParameter('dx', default='Error') + dy = self.getGridParameter('dy', default='Error') + if dx == 'Error' or dy == 'Error': + msg = 'ERROR: Size of grid dx and dy must be defined.' + self.printMsg(msg, level=logging.ERROR) + return + dx = float(dx) + dy = float(dy) + + # Review the dxUnits and dyUnits parameters + dxUnits = self.getGridParameter('dxUnits', default='degrees') + dyUnits = self.getGridParameter('dyUnits', default='degrees') + + # Review gridResolution, gridResolutionX and gridResolutionY, + # gridResolutionUnits, gridResolutionXUnits and gridResolutionY + # parameters + gridResolution = self.getGridParameter('gridResolution', default='Error') + gridResolutionX = self.getGridParameter('gridResolutionX', default='Error') + gridResolutionY = self.getGridParameter('gridResolutionY', default='Error') + gridResolutionUnits = self.getGridParameter('gridResolutionUnits', default='degrees') + gridResolutionXUnits = self.getGridParameter('gridResolutionXUnits', default='degrees') + gridResolutionYUnits = self.getGridParameter('gridResolutionYUnits', default='degrees') + + # Review tilt parameter + tilt = float(self.getGridParameter('tilt', default="0.0")) + + # If gridResolution is not set, gridResolutionX and gridResolutionY must be set. At + # the end, gridResolutionX and gridResolutionY must have values either set from + # their values or gridResolution. + if gridResolution == 'Error': + if gridResolutionX == 'Error' or gridResolutionY == 'Error': + msg = 'ERROR: Grid parameter gridResolution or (gridResolutionX and gridResolutionY) must be set.' + self.printMsg(msg, level=logging.ERROR) + return + else: + if gridResolutionX == 'Error': + gridResolutionX = float(gridResolution) + gridResolutionXUnits = gridResolutionUnits + else: + gridResolutionX = float(gridResolutionX) + if gridResolutionY == 'Error': + gridResolutionY = float(gridResolution) + gridResolutionYUnits = gridResolutionUnits + else: + gridResolutionY = float(gridResolutionY) + + # GRID GENERATION ROUTINES + + # Make a grid in the Mercator projection + if self.gridInfo['gridParameters']['projection']['name'] == "Mercator": + + if gridType == 'MOM6': + # This projection only supports degrees + unsupported = False + if dxUnits == 'meters': + unsupported = True + if dyUnits == 'meters': + unsupported = True + if unsupported: + msg = 'ERROR: Mercator grid parameters must be specified in degrees.' + self.printMsg(msg, level=logging.ERROR) + return + + # Tilt may not produce conformal Mercator + if tilt > 0.0 or tilt < 0.0: + msg = "WARNING: Tilt of a mercator grid may not be conformal." + self.printMsg(msg, level=logging.WARNING) + + lonGrid, latGrid = self.generate_regional_mercator( + centerUnits, centerX, centerY, + dx, dxUnits, + dy, dyUnits, + tilt, + gridResolutionX, gridResolutionXUnits, + gridResolutionY, gridResolutionYUnits, + self.gridInfo['gridParameters']['projection'], + gridType=gridType, + gridMode=gridMode, + ensureEvenI=ensureEvenI, + ensureEvenJ=ensureEvenJ + ) + + if hasattr(lonGrid, 'shape'): + # Adjust lonGrid to -180 to +180 + lonGrid = np.where(lonGrid > 180.0, lonGrid - 360.0, lonGrid) + + (nxp, nyp) = lonGrid.shape + + self.grid['x'] = (('nyp','nxp'), lonGrid) + self.grid.x.attrs['units'] = 'degrees_east' + self.grid['y'] = (('nyp','nxp'), latGrid) + self.grid.y.attrs['units'] = 'degrees_north' + + newGridCreated = True + + # Make a grid in the Stereographic projection (this should support north and south pole) + if self.gridInfo['gridParameters']['projection']['name'] == "Stereographic": + + if dxUnits == "Error" or dyUnits == "Error": + msg = 'ERROR: Stereographic grid parameters, dx and/or dy, must be specified in degrees or meters.' + self.printMsg(msg, level=logging.ERROR) + return + + if dxUnits != dyUnits: + msg = 'ERROR: Stereographic grid parameters, dx and dy, units must match.' + self.printMsg(msg, level=logging.ERROR) + return + + if gridType == 'MOM6': + # Units = meters + if dxUnits == 'meters': + lonGrid, latGrid = self.generate_regional_spherical_meters( + centerUnits, centerX, centerY, + dx, dxUnits, + dy, dyUnits, + tilt, + gridResolutionX, gridResolutionXUnits, + gridResolutionY, gridResolutionYUnits, + self.gridInfo['gridParameters']['projection'], + gridType=gridType, + gridMode=gridMode, + ensureEvenI=ensureEvenI, + ensureEvenJ=ensureEvenJ + ) + + if hasattr(lonGrid, 'shape'): + # Adjust lonGrid to -180 to +180 + lonGrid = np.where(lonGrid > 180.0, lonGrid - 360.0, lonGrid) + + (nxp, nyp) = lonGrid.shape + + self.grid['x'] = (('nyp','nxp'), lonGrid) + self.grid.x.attrs['units'] = 'degrees_east' + self.grid['y'] = (('nyp','nxp'), latGrid) + self.grid.y.attrs['units'] = 'degrees_north' + + newGridCreated = True + + # Units = degrees + if dxUnits == 'degrees': + msg = "WARNING: Spherical grids specified in degrees may not be conformal." + self.printMsg(msg, level=logging.WARNING) + + lonGrid, latGrid = self.generate_regional_spherical_degrees( + centerUnits, centerX, centerY, + dx, dxUnits, + dy, dyUnits, + tilt, + gridResolutionX, gridResolutionXUnits, + gridResolutionY, gridResolutionYUnits, + self.gridInfo['gridParameters']['projection'], + gridType=gridType, + gridMode=gridMode, + ensureEvenI=ensureEvenI, + ensureEvenJ=ensureEvenJ + ) + + if hasattr(lonGrid, 'shape'): + # Adjust lonGrid to -180 to +180 + lonGrid = np.where(lonGrid > 180.0, lonGrid - 360.0, lonGrid) + + (nxp, nyp) = lonGrid.shape + + self.grid['x'] = (('nyp','nxp'), lonGrid) + self.grid.x.attrs['units'] = 'degrees_east' + self.grid['y'] = (('nyp','nxp'), latGrid) + self.grid.y.attrs['units'] = 'degrees_north' + + newGridCreated = True + + # Make a grid in the North Polar Stereo projection + if self.gridInfo['gridParameters']['projection']['name'] == "NorthPolarStereo": + + lonGrid, latGrid = self.generate_regional_spherical( + self.gridInfo['gridParameters']['projection']['lon_0'], self.gridInfo['gridParameters']['dx'], + self.gridInfo['gridParameters']['projection']['lat_0'], self.gridInfo['gridParameters']['dy'], + tilt, + self.gridInfo['gridParameters']['gridResolution'], self.gridInfo['gridParameters']['gridMode'] + ) + # Adjust lonGrid to -180 to +180 + lonGrid = np.where(lonGrid > 180.0, lonGrid - 360.0, lonGrid) + + (nxp, nyp) = lonGrid.shape + + self.grid['x'] = (('nyp','nxp'), lonGrid) + self.grid.x.attrs['units'] = 'degrees_east' + self.grid['y'] = (('nyp','nxp'), latGrid) + self.grid.y.attrs['units'] = 'degrees_north' + + newGridCreated = True + + + # Make a grid in the South Polar Stereo projection + if self.gridInfo['gridParameters']['projection']['name'] == "SouthPolarStereo": + if 'tilt' in self.gridInfo['gridParameters'].keys(): + tilt = self.gridInfo['gridParameters']['tilt'] + else: + tilt = 0.0 + + lonGrid, latGrid = self.generate_regional_spherical( + self.gridInfo['gridParameters']['projection']['lon_0'], self.gridInfo['gridParameters']['dx'], + self.gridInfo['gridParameters']['projection']['lat_0'], self.gridInfo['gridParameters']['dy'], + tilt, + self.gridInfo['gridParameters']['gridResolution'], self.gridInfo['gridParameters']['gridMode'] + ) + # Adjust lonGrid to -180 to +180 + lonGrid = np.where(lonGrid > 180.0, lonGrid - 360.0, lonGrid) + + (nxp, nyp) = lonGrid.shape + + self.grid['x'] = (('nyp','nxp'), lonGrid) + self.grid.x.attrs['units'] = 'degrees_east' + self.grid['y'] = (('nyp','nxp'), latGrid) + self.grid.y.attrs['units'] = 'degrees_north' + + newGridCreated = True + + # Make a grid in the Lambert Conformal Conic projection + if self.gridInfo['gridParameters']['projection']['name'] == 'LambertConformalConic': + + # This projection only supports degrees at the moment + try: + unsupported = False + if dxUnits == 'meters': + unsupported = True + if dyUnits == 'meters': + unsupported = True + if unsupported: + msg = 'ERROR: Lambert Conformal Conic grid parameters must be specified in degrees.' + self.printMsg(msg, level=logging.ERROR) + return + except: + # Default units are degrees + pass + + # Sometimes tilt may not be specified, so use a default of 0.0 + if 'tilt' in self.gridInfo['gridParameters'].keys(): + tilt = self.gridInfo['gridParameters']['tilt'] + else: + tilt = 0.0 + + #lonGrid, latGrid = self.generate_regional_spherical( + # self.gridInfo['gridParameters']['projection']['lon_0'], self.gridInfo['gridParameters']['dx'], + # self.gridInfo['gridParameters']['projection']['lat_0'], self.gridInfo['gridParameters']['dy'], + # tilt, + # self.gridInfo['gridParameters']['gridResolution'], self.gridInfo['gridParameters']['gridMode'] + #) + + lonGrid, latGrid = self.generate_regional_spherical_degrees( + centerUnits, centerX, centerY, + dx, dxUnits, + dy, dyUnits, + tilt, + gridResolutionX, gridResolutionXUnits, + gridResolutionY, gridResolutionYUnits, + self.gridInfo['gridParameters']['projection'], + gridType=gridType, + gridMode=gridMode, + ensureEvenI=ensureEvenI, + ensureEvenJ=ensureEvenJ + ) + + # Adjust lonGrid to -180 to +180 + lonGrid = np.where(lonGrid > 180.0, lonGrid - 360.0, lonGrid) + + (nxp, nyp) = lonGrid.shape + + self.grid['x'] = (('nyp','nxp'), lonGrid) + self.grid.x.attrs['units'] = 'degrees_east' + self.grid['y'] = (('nyp','nxp'), latGrid) + self.grid.y.attrs['units'] = 'degrees_north' + + # This technique seems to return a Lambert Conformal Projection with the following properties + # This only works if the grid does not overlap a polar point + # (lat_0 - (dy/2), lat_0 + (dy/2)) + self.gridInfo['gridParameters']['projection']['lat_1'] =\ + self.gridInfo['gridParameters']['projection']['lat_0'] - (self.gridInfo['gridParameters']['dy'] / 2.0) + self.gridInfo['gridParameters']['projection']['lat_2'] =\ + self.gridInfo['gridParameters']['projection']['lat_0'] + (self.gridInfo['gridParameters']['dy'] / 2.0) + + newGridCreated = True + + if newGridCreated: + # Generate a proj string + try: + projString = self.formProjString(self.gridInfo['gridParameters']) + if projString: + self.gridInfo['gridParameters']['projection']['proj'] = projString + else: + msg = "WARNING: Projection string could not be determined from grid parameters." + self.printMsg(msg, level=logging.WARNING) + except: + msg = "WARNING: Projection string could not be determined from grid parameters." + self.printMsg(msg, level=logging.WARNING) + self.debugMsg('') + + # Declare the xarray dataset open even though it is really only in memory at this point + self.xrOpen = True + + # Compute grid metrics + if gridType == 'MOM6': + if gridMode == 2: + self.computeGridMetrics() + else: + msg = "NOTE: Grid metrics were not computed." + self.printMsg(msg, level=logging.INFO) + else: + msg = "WARNING: Grid generation failed." + self.printMsg(msg, level=logging.WARNING) + + # Original grid generation functions provided by Niki Zadeh + + # Mercator + def rotate_u(self, x , y, z, ux, uy, uz, theta): + """Rotate by angle θ around a general axis (ux,uy,uz).""" + c=np.cos(theta) + s=np.sin(theta) + + #Normalize, u must be a unit vector for this to work + unorm=np.sqrt(ux*ux+uy*uy+uz*uz) + ux=ux/unorm + uy=uy/unorm + uz=uz/unorm + + r11=c+(1-c)*ux*ux + r22=c+(1-c)*uy*uy + r33=c+(1-c)*uz*uz + + r12=(1-c)*ux*uy-s*uz + r21=(1-c)*ux*uy+s*uz + + r13=(1-c)*ux*uz+s*uy + r31=(1-c)*ux*uz-s*uy + + r23=(1-c)*uy*uz-s*ux + r32=(1-c)*uy*uz+s*ux + + xp= r11*x+r12*y+r13*z + yp= r21*x+r22*y+r23*z + zp= r31*x+r32*y+r33*z + return xp,yp,zp + + def rotate_u_mesh(self, lam, phi, ux, uy, uz, theta): + #Bring the angle to be in [-pi,pi] so that atan2 would work + lam = np.where(lam>180,lam-360,lam) + #Change to Cartesian coord + x,y,z = self.pol2cart(lam,phi) + #Rotate + xp,yp,zp = self.rotate_u(x,y,z,ux,uy,uz,theta) + #Change back to polar coords using atan2, in [-pi,pi] + lamp,phip = self.cart2pol(xp,yp,zp) + #Bring the angle back to be in [0,2*pi] + lamp = np.where(lamp<0,lamp+360,lamp) + return lamp,phip + + def generate_rotated_grid(self, lon0, lon_span, lat0, lat_span, tilt, refine): + Ni = int(lon_span*refine) + Nj = int(lat_span*refine) + + #Generate a mesh at equator centered at (lon0, lat0) + lam_,phi_ = self.generate_latlon_mesh_centered(Ni,Nj,lon0,lon_span,lat0,lat_span) + ux,uy,uz = self.pol2cart(lon0,lat0) + lam_,phi_ = self.rotate_u_mesh(lam_,phi_, ux,uy,uz, tilt*self.PI_180) #rotate mesh around u by theta + return lam_,phi_ + + # Lambert Conformal Conic and Stereographic grids + # Grid creation and rotation in spherical coordinates + def mesh_plot(self, lon, lat, lon0=0., lat0=90.): + """Plot a given mesh with a perspective centered at (lon0,lat0)""" + f = plt.figure(figsize=(8,8)) + ax = plt.subplot(111, projection=cartopy.crs.NearsidePerspective(central_longitude=lon0, central_latitude=lat0)) + ax.set_global() + ax.stock_img() + ax.coastlines() + ax.gridlines() + (nj,ni) = lon.shape + # plotting verticies + for i in range(0,ni+1,2): + ax.plot(lon[:,i], lat[:,i], 'k', transform=cartopy.crs.Geodetic()) + for j in range(0,nj+1,2): + ax.plot(lon[j,:], lat[j,:], 'k', transform=cartopy.crs.Geodetic()) + + return f, ax + + def rotate_x(self, x, y, z, theta): + """Rotate vector (x,y,z) by angle theta around x axis.""" + """Returns the rotated components.""" + cost = np.cos(theta) + sint = np.sin(theta) + yp = y*cost - z*sint + zp = y*sint + z*cost + return x,yp,zp + + def rotate_y(self, x, y, z, theta): + """Rotate vector (x,y,z) by angle theta around y axis.""" + """Returns the rotated components.""" + cost = np.cos(theta) + sint = np.sin(theta) + zp = z*cost - x*sint + xp = z*sint + x*cost + return xp,y,zp + + def rotate_z(self, x, y, z, theta): + """Rotate vector (x,y,z) by angle theta around z axis.""" + """Returns the rotated components.""" + cost = np.cos(theta) + sint = np.sin(theta) + xp = x*cost - y*sint + yp = x*sint + y*cost + return xp,yp,z + + def cart2pol(self, x, y, z): + """Transform a point on globe from Cartesian (x,y,z) to polar coordinates.""" + """Returns the polar coordinates""" + lam=np.arctan2(y,x)/self.PI_180 + phi=np.arctan(z/np.sqrt(x**2+y**2))/self.PI_180 + return lam,phi + + def pol2cart(self, lam, phi): + """Transform a point on globe from Polar (lam,phi) to Cartesian coordinates.""" + """Returns the Cartesian coordinates""" + lam = lam * self.PI_180 + phi = phi * self.PI_180 + x = np.cos(phi) * np.cos(lam) + y = np.cos(phi) * np.sin(lam) + z = np.sin(phi) + return x,y,z + + def rotate_z_mesh(self, lam, phi, theta): + """Rotate the whole mesh on globe by angle theta around z axis (globe polar axis).""" + """Returns the rotated mesh.""" + #Bring the angle to be in [-pi,pi] so that atan2 would work + lam = np.where(lam>180, lam-360, lam) + #Change to Cartesian coord + x,y,z = self.pol2cart(lam, phi) + #Rotate + xp,yp,zp = self.rotate_z(x, y, z, theta) + #Change back to polar coords using atan2, in [-pi,pi] + lamp,phip = self.cart2pol(xp, yp, zp) + #Bring the angle back to be in [0,2*pi] + lamp = np.where(lamp<0, lamp+360, lamp) + return lamp,phip + + def rotate_x_mesh(self, lam, phi, theta): + """Rotate the whole mesh on globe by angle theta around x axis (passing through equator and prime meridian.).""" + """Returns the rotated mesh.""" + #Bring the angle to be in [-pi,pi] so that atan2 would work + lam = np.where(lam>180, lam-360, lam) + #Change to Cartesian coord + x,y,z = self.pol2cart(lam, phi) + #Rotate + xp,yp,zp = self.rotate_x(x, y, z, theta) + #Change back to polar coords using atan2, in [-pi,pi] + lamp,phip = self.cart2pol(xp, yp, zp) + #Bring the angle back to be in [0,2*pi] + lamp = np.where(lamp<0, lamp+360, lamp) + return lamp,phip + + def rotate_y_mesh(self, lam, phi, theta): + """Rotate the whole mesh on globe by angle theta around y axis (passing through equator and prime meridian+90.).""" + """Returns the rotated mesh.""" + #Bring the angle to be in [-pi,pi] so that atan2 would work + lam = np.where(lam>180, lam-360, lam) + #Change to Cartesian coord + x,y,z = self.pol2cart(lam, phi) + #Rotate + xp,yp,zp = self.rotate_y(x, y, z, theta) + #Change back to polar coords using atan2, in [-pi,pi] + lamp,phip = self.cart2pol(xp, yp, zp) + #Bring the angle back to be in [0,2*pi] + lamp = np.where(lamp<0, lamp+360, lamp) + return lamp,phip + + #def generate_latlon_mesh_centered(self, lni, lnj, llon0, llen_lon, llat0, llen_lat, ensure_nj_even=True): + def generate_latlon_mesh_centered(self, lni, lnj, llon0, llen_lon, llat0, llen_lat, **kwargs): + """Generate a regular lat-lon grid""" + ensure_ni_even = True + ensure_nj_even = True + if 'ensureEvenI' in kwargs.keys(): + ensure_ni_even = kwargs['ensureEvenI'] + if 'ensureEvenJ' in kwargs.keys(): + ensure_nj_even = kwargs['ensureEvenJ'] + + if llat0 == 0.0: + msg = 'Generating regular lat-lon grid centered at (%.2f, %.2f) on equator.' % (llon0, llat0) + else: + msg = 'Generating regular lat-lon grid centered at (%.2f %.2f).' % (llon0, llat0) + self.printMsg(msg, level=logging.INFO) + llonSP = llon0 - llen_lon/2 + np.arange(lni+1) * llen_lon/float(lni) + llatSP = llat0 - llen_lat/2 + np.arange(lnj+1) * llen_lat/float(lnj) + # TODO: add ensure_ni_even to clip columns + if(llatSP.shape[0]%2 == 0 and ensure_nj_even): + msg = " The number of j's is not even. Fixing this by cutting one row at south." + self.printMsg(msg, level=logging.INFO) + llatSP = np.delete(llatSP, 0, 0) + llamSP = np.tile(llonSP,(llatSP.shape[0], 1)) + lphiSP = np.tile(llatSP.reshape((llatSP.shape[0], 1)), (1, llonSP.shape[0])) + msg = ' Generated regular lat-lon grid between latitudes %.2f %.2f' % (lphiSP[0,0], lphiSP[-1,0]) + self.printMsg(msg, level=logging.INFO) + msg = ' Number of js=%d' % (lphiSP.shape[0]) + self.printMsg(msg, level=logging.INFO) + #h_i_inv=llen_lon*self.PI_180*np.cos(lphiSP*self.PI_180)/lni + #h_j_inv=llen_lat*self.PI_180*np.ones(lphiSP.shape)/lnj + #delsin_j = np.roll(np.sin(lphiSP*self.PI_180),shift=-1,axis=0) - np.sin(lphiSP*self.PI_180) + #dx_h=h_i_inv[:,:-1]*self._default_Re + #dy_h=h_j_inv[:-1,:]*self._default_Re + #area=delsin_j[:-1,:-1]*self._default_Re*self._default_Re*llen_lon*self.self.PI_180/lni + return llamSP,lphiSP + + def generate_regional_spherical(self, lon0, lon_span, lat0, lat_span, tilt, gRes, gMode): + """Generate a regional grid centered at (lon0,lat0) with spans of (lon_span,lat_span) and tilted by angle tilt""" + + Ni = int(lon_span / gRes) + Nj = int(lat_span / gRes) + if gMode == 2: + # Supergrid requested + Ni = Ni * 2 + Nj = Nj * 2 + + # Generate a mesh at equator centered at (lon0, 0) + lam_,phi_ = self.generate_latlon_mesh_centered(Ni, Nj, lon0, lon_span, 0.0, lat_span) + lam_,phi_ = self.rotate_z_mesh(lam_,phi_, (90.-lon0)*self.PI_180) #rotate around z to bring it centered at y axis + lam_,phi_ = self.rotate_y_mesh(lam_,phi_, tilt*self.PI_180) #rotate around y axis to tilt it as desired + lam_,phi_ = self.rotate_x_mesh(lam_,phi_, lat0*self.PI_180) #rotate around x to bring it centered at (lon0,lat0) + lam_,phi_ = self.rotate_z_mesh(lam_,phi_, -(90.-lon0)*self.PI_180) #rotate around z to bring it back + + return lam_,phi_ + + # Similar to Niki's generate_rotated_grid function + #def generate_regional_mercator(self, lon0, lon_span, lat0, lat_span, tilt, gRes, gMode): + def generate_regional_mercator(self, cUnits, cX, cY, dx, dxU, dy, dyU, tilt, grX, grXU, grY, grYU, pD, **kwargs): + """Generate a regional mercator grid centered at (cX, cY) with spans of (dx, dy) with resolution (grX, grY) and tilted by angle tilt""" + + gType = None + if 'gridType' in kwargs.keys(): + gType = kwargs['gridType'] + + lam_ = None + phi_ = None + + if gType == "MOM6": + ensureEvenI = True + ensureEvenJ = True + if 'ensureEvenI' in kwargs.keys(): + ensureEvenI = kwargs['ensureEvenI'] + if 'ensureEvenJ' in kwargs.keys(): + ensureEvenJ = kwargs['ensureEvenJ'] + + Ni = int(dx / grX) + Nj = int(dy / grY) + + gMode = 1 + if 'gridMode' in kwargs.keys(): + gMode = kwargs['gridMode'] + if gMode == 2: + # Supergrid requested + Ni = Ni * 2 + Nj = Nj * 2 + + # Generate a mesh centered at (lon0, lat0) -> (cX, cY) + #lam_,phi_ = self.generate_latlon_mesh_centered(Ni, Nj, lon0, lon_span, lat0, lat_span) + lam_,phi_ = self.generate_latlon_mesh_centered(Ni, Nj, cX, dx, cY, dy, ensureEvenI=ensureEvenI, ensureEvenJ=ensureEvenJ) + ux, uy, uz = self.pol2cart(cX, cY) + # Rotate mesh around u by theta + lam_,phi_ = self.rotate_u_mesh(lam_, phi_, ux, uy, uz, tilt*self.PI_180) + + if not(hasattr(lam_, 'shape')): + msg = 'ERROR: Failed to create mercator grid!' + self.printMsg(msg, level=logging.ERROR) + + return lam_,phi_ + + # Rebuilt grid generation routines + + def generate_regional_spherical_meters(self, cUnits, cX, cY, dx, dxU, dy, dyU, tilt, grX, grXU, grY, grYU, pD, **kwargs): + '''Create a grid in the spherical projection using grid distances in meters.''' + + gType = None + if 'gridType' in kwargs.keys(): + gType = kwargs['gridType'] + + lam_ = None + phi_ = None + + if gType == "MOM6": + ensureEvenI = True + ensureEvenJ = True + if 'ensureEvenI' in kwargs.keys(): + ensureEvenI = kwargs['ensureEvenI'] + if 'ensureEvenJ' in kwargs.keys(): + ensureEvenJ = kwargs['ensureEvenJ'] + + PROJSTRING = "+proj=stere" + if 'lat_0' in pD.keys(): + PROJSTRING = "%s +lat_0=%f" % (PROJSTRING, pD['lat_0']) + if 'lat_ts' in pD.keys(): + PROJSTRING = "%s +lat_ts=%f" % (PROJSTRING, pD['lat_ts']) + if 'ellps' in pD.keys(): + PROJSTRING = "%s +ellps=%s" % (PROJSTRING, pD['ellps']) + if 'R' in pD.keys(): + PROJSTRING = "%s +R=%f" % (PROJSTRING, pD['R']) + + msg = 'Transformation proj string(%s)' % (PROJSTRING) + self.printMsg(msg, level=logging.INFO) + + # create the coordinate reference system + crs = CRS.from_proj4(PROJSTRING) + # create the projection from lon/lat to x/y + proj = Transformer.from_crs(crs.geodetic_crs, crs) + + # compute (y, x) from (lon, lat) + gX, gY = proj.transform(cX, cY) + msg = 'Computing center point in meters: (%f, %f) to (%f, %f)' % (cY, cX, gX, gY) + self.printMsg(msg, level=logging.INFO) + + gMode = 1 + if 'gridMode' in kwargs.keys(): + gMode = kwargs['gridMode'] + if gMode == 2: + # Supergrid requested + grX = grX / 2.0 + grY = grY / 2.0 + + # Grid is centered on gX, gY + # gX - halfDX to gX + halfDX increments of grX + # gY - halfDY to gY + halfDY increments of grY + # Due to the way ranges work in python, we have to add another increment + # to the end to ensure we have the point that includes what we need. + halfDX = dx / 2.0 + halfDY = dy / 2.0 + + x = np.arange(gX - halfDX, (gX + halfDX) + grX, grX, dtype=np.float32) + y = np.arange(gY - halfDY, (gY + halfDY) + grY, grY, dtype=np.float32) + + yy, xx = np.meshgrid(y, x) + + # compute (y, x) from (lon, lat) + lon, lat = proj.transform(yy, xx, direction='INVERSE') + + lam_ = lon + phi_ = lat + + return lam_,phi_ + + def generate_regional_spherical_degrees(self, cUnits, cX, cY, dx, dxU, dy, dyU, tilt, grX, grXU, grY, grYU, pD, **kwargs): + '''Create a grid in the spherical projection using grid distances in degrees.''' + + gType = None + if 'gridType' in kwargs.keys(): + gType = kwargs['gridType'] + + lam_ = None + phi_ = None + + if gType == "MOM6": + ensureEvenI = True + ensureEvenJ = True + if 'ensureEvenI' in kwargs.keys(): + ensureEvenI = kwargs['ensureEvenI'] + if 'ensureEvenJ' in kwargs.keys(): + ensureEvenJ = kwargs['ensureEvenJ'] + + Ni = int(dx / grX) + Nj = int(dy / grY) + + gMode = 1 + if 'gridMode' in kwargs.keys(): + gMode = kwargs['gridMode'] + if gMode == 2: + # Supergrid requested + Ni = Ni * 2 + Nj = Nj * 2 + + # Generate a mesh at equator centered at (lon0, 0) + lam_,phi_ = self.generate_latlon_mesh_centered(Ni, Nj, cX, dx, 0.0, dy) + lam_,phi_ = self.rotate_z_mesh(lam_, phi_, (90.-cX)*self.PI_180) #rotate around z to bring it centered at y axis + lam_,phi_ = self.rotate_y_mesh(lam_, phi_, tilt*self.PI_180) #rotate around y axis to tilt it as desired + lam_,phi_ = self.rotate_x_mesh(lam_, phi_, cY*self.PI_180) #rotate around x to bring it centered at (lon0,lat0) + lam_,phi_ = self.rotate_z_mesh(lam_, phi_, -(90.-cX)*self.PI_180) #rotate around z to bring it back + + return lam_,phi_ + + # xarray Dataset operations + + def closeDataset(self): + '''Closes and open dataset file pointer.''' + if self.xrOpen: + self.xrDS.close() + self.xrOpen = False + + def openDataset(self, inputFilename): + '''Open a grid file. The file pointer is internal to the object. + To access it, use: obj.xrDS or obj.grid''' + # check if we have a vailid inputFilename + if not(os.path.isfile(inputFilename)): + self.printMsg("Dataset not found: %s" % (inputFilename), level=logging.INFO) + return + + # If we have a file pointer and it is open, close it and re-open the new file + if self.xrOpen: + self.closeDataset() + + try: + self.xrDS = xr.open_dataset(inputFilename) + self.xrOpen = True + self.xrFilename = inputFilename + except: + msg = "ERROR: Unable to load dataset: %s" % (inputFilename) + self.printMsg(msg, level=logging.ERROR) + self.xrDS = None + self.xrOpen = False + # Stop on error to load a file + self.debugMsg("") + + def readGrid(self, opts={'type': 'MOM6'}, local=None, localFilename=None): + '''Read a grid. + + This can be generalized to work with "other" grids if we desired? (ROMS, HyCOM, etc) + ''' + # if a dataset is being loaded via readGrid(local=), close any existing dataset + if local: + if self.xrOpen: + self.closeDataset() + self.xrOpen = True + self.xrDS = local + self.grid = local + else: + if self.xrOpen: + if opts['type'] == 'MOM6': + # Save grid metadata + self.gridInfo['type'] = opts['type'] + self.grid = self.xrDS + + if localFilename: + self.xrFilename = localFilename + + def removeFillValueAttributes(self): + + ncEncoding = {} + ncVars = list(self.grid.variables) + for ncVar in ncVars: + ncEncoding[ncVar] = {'_FillValue': None} + + return ncEncoding + + + def saveGrid(self, filename=None): + ''' + This operation is destructive using the last known filename which can be overridden. + ''' + if filename: + self.xrFilename = filename + if self.grid.x.attrs['units'] == 'degrees_east': + self.grid.x.values = np.where(self.grid.x.values>180, self.grid.x.values-360, self.grid.x.values) + self.grid.to_netcdf(self.xrFilename, encoding=self.removeFillValueAttributes()) + try: + self.grid.to_netcdf(self.xrFilename, encoding=self.removeFillValueAttributes()) + msg = "Successfully wrote netCDF file to %s" % (self.xrFilename) + self.printMsg(msg, level=logging.INFO) + except: + msg = "Failed to write netCDF file to %s" % (self.xrFilename) + self.printMsg(msg, level=logging.INFO) + + # Plotting specific functions + # These functions should not care what grid is loaded. + # Plotting is affected by plotParameters and gridParameters. + + def newFigure(self, figsize=None): + '''Establish a new matplotlib figure.''' + + if figsize: + figsize = self.getPlotParameter('figsize', default=figsize) + else: + figsize = self.getPlotParameter('figsize', default=self.plotParameterDefaults['figsize']) + + fig = Figure(figsize=figsize) + + return fig + + # insert plotGrid.ipynb here + + def plotGrid(self): + '''Perform a plot operation. + + :return: Returns a tuple of matplotlib objects (figure, axes) + :rtype: tuple + + To plot a grid, you first must have the projection set. + + :Example: + + >>> grd = gridUtils() + >>> grd.setPlotParameters( + { + ...other grid options..., + 'projection': { + 'name': 'Mercator', + ...other projection options..., + }, + >>> grd.plotGrid() + ''' + + #if not('shape' in self.gridInfo.keys()): + # warnings.warn("Unable to plot the grid. Missing its 'shape'.") + # return (None, None) + + plotProjection = self.getPlotParameter('name', subKey='projection', default=None) + + if not(plotProjection): + msg = "Please set the plot 'projection' parameter 'name'" + self.printMsg(msg, level=logging.ERROR) + return (None, None) + + # initiate new plot, infer projection within the plotting procedure + f = self.newFigure() + + # declare projection options - note that each projection uses a different + # combination of these parameters and rarely all are used for one projection + central_longitude = self.getPlotParameter('lon_0', subKey='projection', default=0.0) + central_latitude = self.getPlotParameter('lat_0', subKey='projection', default=0.0) + lat_1 = self.getPlotParameter('lat_1', subKey='projection', default=0.0) + lat_2 = self.getPlotParameter('lat_2', subKey='projection', default=0.0) + standard_parallels = (lat_1, lat_2) + satellite_height = self.getPlotParameter('satellite_height', default=35785831.0) + true_scale_latitude = self.getPlotParameter('lat_ts', subKey='projection', default=central_latitude) + + # declare varying crs based on plotProjection + crs = None + if plotProjection == 'LambertConformalConic': + crs = cartopy.crs.LambertConformal( + central_longitude=central_longitude, central_latitude=central_latitude, + standard_parallels=standard_parallels) + if plotProjection == 'Mercator': + crs = cartopy.crs.Mercator(central_longitude=central_longitude) + if plotProjection == 'NearsidePerspective': + crs = cartopy.crs.NearsidePerspective(central_longitude=central_longitude, + central_latitude=central_latitude, satellite_height=satellite_height) + if plotProjection == 'Stereographic': + if central_latitude not in (-90., 90.): + msg = "ERROR: Stereographic projection requires lat_0 to be +90.0 or -90.0 degrees." + self.printMsg(msg, level=logging.ERROR) + return (None, None) + crs = cartopy.crs.Stereographic(central_longitude=central_longitude, + central_latitude=central_latitude, true_scale_latitude=true_scale_latitude) + if plotProjection == 'NorthPolarStereo': + crs = cartopy.crs.NorthPolarStereo(central_longitude=central_longitude, + true_scale_latitude=true_scale_latitude) + if plotProjection == 'SouthPolarStereo': + crs = cartopy.crs.SouthPolarStereo(central_longitude=central_longitude, + true_scale_latitude=true_scale_latitude) + + if crs == None: + #warnings.warn("Unable to plot this projection: %s" % (plotProjection)) + msg = "Unable to plot this projection: %s" % (plotProjection) + self.printMsg(msg, level=logging.ERROR) + return (None, None) + + ax = f.subplots(subplot_kw={'projection': crs}) + mapExtent = self.getPlotParameter('extent', default=[]) + mapCRS = self.getPlotParameter('extentCRS', default=cartopy.crs.PlateCarree()) + if len(mapExtent) == 0: + ax.set_global() + else: + ax.set_extent(mapExtent, crs=mapCRS) + ax.stock_img() + ax.coastlines() + ax.gridlines() + title = self.getPlotParameter('title', default=None) + if title: + ax.set_title(title) + + try: + nj = self.grid.dims['nyp'] + ni = self.grid.dims['nxp'] + except: + msg = "ERROR: Unable to plot. Missing grid dimensions." + self.printMsg(msg, level=logging.ERROR) + return (None, None) + + plotAllVertices = self.getPlotParameter('showGridCells', default=False) + iColor = self.getPlotParameter('iColor', default='k') + jColor = self.getPlotParameter('jColor', default='k') + transform = self.getPlotParameter('transform', default=cartopy.crs.Geodetic()) + iLinewidth = self.getPlotParameter('iLinewidth', default=1.0) + jLinewidth = self.getPlotParameter('jLinewidth', default=1.0) + + # plotting vertices + # For a non conforming projection, we have to plot every line between the points of each grid box + for i in range(0,ni+1,2): + if (i == 0 or i == (ni-1)) or plotAllVertices: + if i <= ni-1: + ax.plot(self.grid['x'][:,i], self.grid['y'][:,i], iColor, linewidth=iLinewidth, transform=transform) + for j in range(0,nj+1,2): + if (j == 0 or j == (nj-1)) or plotAllVertices: + if j <= nj-1: + ax.plot(self.grid['x'][j,:], self.grid['y'][j,:], jColor, linewidth=jLinewidth, transform=transform) + + return f, ax + + # Grid parameter operations + + def clearGridParameters(self): + '''Clear grid parameters. This does not erase any grid data.''' + self.gridInfo['gridParameters'] = {} + self.gridInfo['gridParameterKeys'] = self.gridInfo['gridParameters'].keys() + + def deleteGridParameters(self, gList, subKey=None): + """This deletes a given list of grid parameters.""" + + # Top level subkeys + if subKey: + if subKey in self.gridInfo['gridParameterKeys']: + subKeys = self.gridInfo[subKey].keys() + for k in gList: + if k in subKeys: + self.gridInfo[subKey].pop(k, None) + return + + # Top level keys + for k in gList: + if k in self.gridInfo['gridParameterKeys']: + self.self.gridInfo['gridParameters'].pop(k, None) + + self.gridInfo['gridParameterKeys'] = self.gridInfo['gridParameters'].keys() + + def getGridParameter(self, gkey, subKey=None, default=None): + '''Return the requested grid parameter or the default if none is available.''' + if subKey: + if subKey in self.gridInfo['gridParameterKeys']: + if gkey in self.gridInfo['gridParameters'][subKey].keys(): + return self.gridInfo['gridParameters'][subKey][gkey] + return default + + if gkey in self.gridInfo['gridParameterKeys']: + return self.gridInfo['gridParameters'][gkey] + + msg = "WARNING: Using (%s) for default parameter for (%s)." % (default, gkey) + self.printMsg(msg, level=logging.DEBUG) + return default + + def setGridParameters(self, gridParameters, subKey=None): + """Generic method for setting gridding parameters using dictionary arguments. + + :param gridParameters: grid parameters to set or update + :type gridParameters: dictionary + :param subkey: an entry in gridParameters that contains a dictionary of information to set or update + :type subKey: string + :return: none + :rtype: none + + .. note:: + Core gridParameter list. See other grid functions for other potential options. + Defaults are marked with an asterisk(*) below. See the user manual for more + details. + + 'centerUnits': Grid center point units ['degrees'(*), 'meters'] + 'centerX': Grid center in the j direction [float] + 'centerY': Grid center in the i direction [float] + 'dx': grid length in the j direction [float] + 'dy': grid length in the i direction [float] + 'dxUnits': grid length units ['degrees'(*), 'meters'] + 'dyUnits': grid length units ['degrees'(*), 'meters'] + 'nx': number of grid points along the j direction [integer] + 'ny': number of grid points along the i direction [integer] + 'tilt': degrees to rotate the grid [float, only available in LambertConformalConic] + 'gridResolution': grid cell size in i and j direction [float] + 'gridResolutionX': grid cell size in the j direction [float] + 'gridResolutionY': grid cell size in the i direction [float] + 'gridResoultionUnits': grid cell units in the i and j direction ['degrees'(*), 'meters'] + 'gridResoultionXUnits': grid cell units in the j direction ['degrees'(*), 'meters'] + 'gridResoultionYUnits': grid cell units in the i direction ['degrees'(*), 'meters'] + + + SUBKEY: 'projection' (mostly follows proj.org terminology) + 'name': Grid projection ['LambertConformalConic','Mercator','Stereographic'] + 'lat_0': Latitude of projection center [degrees, 0.0(*)] + 'lat_1': First standard parallel (latitude) [degrees, 0.0(*)] + 'lat_2': Second standard parallel (latitude) [degrees, 0.0(*)] + 'lat_ts': Latitude of true scale. Defines the latitude where scale is not distorted. + Takes precedence over k_0 if both options are used together. + For stereographic, if not set, will default to lat_0. + 'lon_0': Longitude of projection center [degrees, 0.0(*)] + 'ellps': [GRS80(*)] + 'R': Radius of the sphere given in meters. + 'x_0': False easting (meters, 0.0(*)) + 'y_0': False northing (meters, 0.0(*)) + 'k_0': Depending on projection, this value determines the scale factor for natural origin or the ellipsoid (1.0(*)) + + MOM6 specific options: + + 'gridMode': 2 = supergrid(*); 1 = actual grid [integer, 1 or 2(*)] + + Not to be confused with plotParameters which control how this grid or other + information is plotted. For instance, the grid projection and the requested plot + can be in different projections. + + """ + + # For now pass all keys into the plot parameter dictionary. Sanity checking is done + # by the respective makeGrid functions. + for k in gridParameters.keys(): + if subKey: + self.gridInfo['gridParameters'][subKey][k] = gridParameters[k] + else: + self.gridInfo['gridParameters'][k] = gridParameters[k] + + if not(subKey): + self.gridInfo['gridParameterKeys'] = self.gridInfo['gridParameters'].keys() + + def showGridMetadata(self): + """Show current grid metadata.""" + print(self.gridInfo) + + def showGridParameters(self): + """Show current grid parameters.""" + if len(self.gridInfo['gridParameterKeys']) > 0: + self.printMsg("Current grid parameters:", level=logging.INFO) + for k in self.gridInfo['gridParameterKeys']: + self.printMsg("%20s: %s" % (k,self.gridInfo['gridParameters'][k]), level=logging.INFO) + else: + self.printMsg("No grid parameters found.", level=logging.ERROR) + + # Plot parameter operations + + def deletePlotParameters(self, pList, subKey=None): + """This deletes a given list of plot parameters.""" + + # Top level subkeys + if subKey: + if subKey in self.gridInfo['plotParameterKeys']: + subKeys = self.gridInfo[subKey].keys() + for k in pList: + if k in subKeys: + self.gridInfo[subKey].pop(k, None) + return + + # Top level keys + for k in pList: + if k in self.gridInfo['plotParameterKeys']: + self.self.gridInfo['plotParameters'].pop(k, None) + + self.gridInfo['plotParameterKeys'] = self.gridInfo['plotParameters'].keys() + + def getPlotParameter(self, pkey, subKey=None, default=None): + '''Return the requested plot parameter or the default if none is available. + + To access dictionary values in projection, use the subKey argument. + ''' + + # Top level subkey access + if subKey: + if subKey in self.gridInfo['plotParameterKeys']: + try: + if pkey in self.gridInfo['plotParameters'][subKey].keys(): + return self.gridInfo['plotParameters'][subKey][pkey] + except: + msg = "Attempt to use a subkey(%s) which is not really a subkey? or maybe it should be?" % (subKey) + self.printMsg(msg, level=logging.WARNING) + return default + + # Top level key access + if pkey in self.gridInfo['plotParameterKeys']: + return self.gridInfo['plotParameters'][pkey] + + msg = "WARNING: Using (%s) for default plot parameter for (%s)." % (default, pkey) + self.printMsg(msg, level=logging.DEBUG) + return default + + def resetPlotParameters(self): + '''Resets plot parameters for a grid.''' + # Need to use .copy on plotParameterDefaults or we get odd results + self.gridInfo['plotParameters'] = self.plotParameterDefaults.copy() + self.gridInfo['plotParameterKeys'] = self.gridInfo['plotParameters'].keys() + + def showPlotParameters(self): + """Show current plot parameters.""" + if len(self.gridInfo['plotParameterKeys']) > 0: + self.printMsg("Current plot parameters:", level=logging.INFO) + for k in self.gridInfo['plotParameterKeys']: + self.printMsg("%20s: %s" % (k,self.gridInfo['plotParameters'][k]), level=logging.INFO) + else: + self.printMsg("No plot parameters found.", level=logging.INFO) + + def setPlotParameters(self, plotParameters, subKey=None): + """A generic method for setting plotting parameters using dictionary arguments. + + :param plotParameters: plot parameters to set or update + :type plotParameters: dictionary + :param subkey: an entry in plotParameters that contains a dictionary of information to set or update + :type subKey: string + :return: none + :rtype: none + + .. note:: + Plot parameters persist for as long as the python object exists. + + See the user manual for additional details. + + 'figsize': tells matplotlib the figure size [width, height in inches (5.0, 3.75)] + 'extent': [x0, x1, y0, y1] map extent of given coordinate system (see extentCRS) [default is []] + If no extent is given, [], then set_global() is used. + REF: https://scitools.org.uk/cartopy/docs/latest/matplotlib/geoaxes.html + 'extentCRS': cartopy crs [cartopy.crs.PlateCarree()] + You must have the cartopy.crs module loaded to change this setting. + 'showGrid': show the grid outline [True(*)/False] + 'showGridCells': show the grid cells [True/False(*)] + 'showSupergrid': show the MOM6 supergrid cells [True/False(*)] + 'title': add a title to the plot [None(*)] + 'iColor': matplotlib color for i vertices ['k'(*) black] + 'jColor': matplotlib color for j vertices ['k'(*) black] + 'iLinewidth': matplotlib linewidth for i vertices [points: 1.0(*)] + 'jLinewidth': matplotlib linewidth for j vertices [points: 1.0(*)] + + SUBKEY: 'projection' (mostly follows proj.org terminology) + 'name': Grid projection ['LambertConformalConic','Mercator','Stereographic'] + 'lat_0': Latitude of projection center [degrees, 0.0(*)] + 'lat_1': First standard parallel (latitude) [degrees, 0.0(*)] + 'lat_2': Second standard parallel (latitude) [degrees, 0.0(*)] + 'lat_ts': Latitude of true scale. + 'lon_0': Longitude of projection center [degrees, 0.0(*)] + 'ellps': See proj -le for a list of available ellipsoids [GRS80(*)] + 'R': Radius of the sphere given in meters. If both R and ellps are given, R takes precedence. + 'x_0': False easting (meters, 0.0(*)) + 'y_0': False northing (meters, 0.0(*)) + 'k_0': Depending on projection, this value determines the scale factor for natural origin or the ellipsoid (1.0(*)) + + """ + + # For now pass all keys into the plot parameter dictionary. Sanity checking is done + # by the respective plotGrid* fuctions. + for k in plotParameters.keys(): + try: + if subKey: + self.gridInfo['plotParameters'][subKey][k] = plotParameters[k] + else: + self.gridInfo['plotParameters'][k] = plotParameters[k] + except: + msg = 'Failed to assign a plotParameter(%s) with "%s"' %\ + (k, plotParameters[k]) + if subKey: + msg = '%s with subkey "%s"' % (msg, subKey) + self.debugMsg(msg) + + if not(subKey): + self.gridInfo['plotParameterKeys'] = self.gridInfo['plotParameters'].keys() + diff --git a/gridTools/lib/spherical.py b/gridTools/lib/spherical.py new file mode 100644 index 0000000..a41330d --- /dev/null +++ b/gridTools/lib/spherical.py @@ -0,0 +1,51 @@ +# -*- coding: utf-8 -*- +# vim: set fileencoding=utf-8 : + +# Code to compute distances and angles on a sphere. +# Based on code written by Alistair Adcroft and Matthew Harrison of GFDL + +import numpy + +def angle_through_center(p1, p2): + """Angle at center of sphere between two points on the surface of the sphere. + Positions are given as (latitude,longitude) tuples measured in degrees.""" + phi1 = numpy.deg2rad( p1[0] ) + phi2 = numpy.deg2rad( p2[0] ) + dphi_2 = 0.5 * ( phi2 - phi1 ) + dlambda_2 = 0.5 * numpy.deg2rad( p2[1] - p1[1] ) + a = numpy.sin( dphi_2 )**2 + numpy.cos( phi1 ) * numpy.cos( phi2 ) * ( numpy.sin( dlambda_2 )**2 ) + c = 2. * numpy.arctan2( numpy.sqrt(a), numpy.sqrt( 1. - a ) ) + return c + +def angle_between(v1, v2, v3): + """Returns angle v2-v1-v3 i.e betweeen v1-v2 and v1-v3.""" + # vector product between v1 and v2 + px = v1[1] * v2[2] - v1[2] * v2[1] + py = v1[2] * v2[0] - v1[0] * v2[2] + pz = v1[0] * v2[1] - v1[1] * v2[0] + # vector product between v1 and v3 + qx = v1[1] * v3[2] - v1[2] * v3[1] + qy = v1[2] * v3[0] - v1[0] * v3[2] + qz = v1[0] * v3[1] - v1[1] * v3[0] + + ddd = (px * px + py * py + pz * pz) * (qx * qx + qy * qy + qz * qz) + ddd = (px * qx + py * qy + pz * qz) / numpy.sqrt(ddd) + angle = numpy.arccos( ddd ) + return angle + +def quad_area(lat, lon): + """Returns area of spherical quad (bounded by great arcs).""" + # x,y,z are 3D coordinates + d2r = numpy.deg2rad(1.) + x = numpy.cos(d2r * lat) * numpy.cos(d2r * lon) + y = numpy.cos(d2r * lat) * numpy.sin(d2r * lon) + z = numpy.sin(d2r * lat) + c0 = (x[ :-1, :-1], y[ :-1, :-1], z[ :-1, :-1]) + c1 = (x[ :-1,1: ], y[ :-1,1: ], z[ :-1,1: ]) + c2 = (x[1: ,1: ], y[1: ,1: ], z[1: ,1: ]) + c3 = (x[1: , :-1], y[1: , :-1], z[1: , :-1]) + a0 = angle_between(c1, c0, c2) + a1 = angle_between(c2, c1, c3) + a2 = angle_between(c3, c2, c0) + a3 = angle_between(c0, c3, c1) + return a0 + a1 + a2 + a3 - 2. * numpy.pi diff --git a/gridTools/lib/sysinfo.py b/gridTools/lib/sysinfo.py new file mode 100644 index 0000000..9567ab4 --- /dev/null +++ b/gridTools/lib/sysinfo.py @@ -0,0 +1,128 @@ +# Small helper class to show basic system information +# Useful for debugging module/system conflicts +# Revised: +# https://www.python.org/dev/peps/pep-0008/#package-and-module-names + +import os, sys, re +import psutil +import shlex, subprocess + +class SysInfo: + + # Functions + + def __init__(self): + # Initialize + self.resetVersionData() + + # Load conda version information upon creation of object + self.loadVersionData() + + def isAvailable(self, pkgReq, verReq, orLower=False): + # Simple package and version checker + # Defaults to equal or higher, or set orLower to True to test reverse + # X.Y.Z each of X Y Z might be 10a or 10b + pass + + def is_lab_notebook(self): + return any(re.search('jupyter-lab', x) + for x in psutil.Process().parent().cmdline()) + + def loadVersionData(self): + # Load conda version information for other functions + # Requires "conda" to be installed within the environment + # conda install -c conda-forage conda + # result = conda.cli.python_api.run_command(conda.cli.python_api.Commands.LIST, "--export") + try: + import conda.cli.python_api + except: + print("Unable to show requested version information. Please install 'conda' in this environment.") + return + + # Load conda environment information + stdin, stdout, errcode =\ + conda.cli.python_api.run_command(conda.cli.python_api.Commands.LIST, "--export") + itemList = {} + for strItem in stdin.split("\n"): + #print(strItem) + if len(strItem) > 0: + # Look for platform + if strItem[0] == "#": + if strItem.find('platform') > 0: + data = strItem.split(" ") + itemList['platform'] = ' '.join(data[2:]) + else: + if strItem.find('=') > 0: + data = strItem.split("=") + if len(data) == 3: + itemList[data[0]] = data[1] + + # Load jupyterlab environment (if available) + try: + # Check if we can run jupyter labextension list + cmd = 'jupyter labextension list' + cmdList = shlex.split(cmd) + temp = subprocess.Popen(cmdList, stdout = subprocess.PIPE, stderr = subprocess.PIPE) + stdout, stderr = temp.communicate() + stdout = stdout.split("\n") + stderr = stderr.split("\n") + print("stdout:",stdout) + print("stderr:",stderr) + except: + pass + + self.versionData = itemList + self.versionDataLoaded = True + + def printInfo(self, k, kd, msg): + if hasattr(kd, k): + print("%-40s: %s" % (msg, getattr(kd, k))) + return + if k in kd.keys(): + print("%-40s: %s" % (msg, kd[k])) + + def resetVersionData(self): + self.versionDataLoaded = False + self.versionData = {} + + def showAll(self, vList=[]): + self.showSystem() + self.showEnvironment() + self.showCondaVersions(vList) + + def showSystem(self): + # Show some basic system information + if hasattr(os, 'uname'): + kd = os.uname() + self.printInfo('sysname', kd, 'System name') + self.printInfo('nodename', kd, 'System name') + self.printInfo('release', kd, 'Operating system release') + self.printInfo('version', kd, 'Operating system version') + self.printInfo('machine', kd, 'Hardware identifier') + + def showEnvironment(self): + # Show environment information + if hasattr(os, 'environ'): + kd = os.environ + self.printInfo('CONDA_DEFAULT_ENV', kd,'Active conda environment') + + def showCondaVersions(self, vList=[]): + # Show versions of various conda modules + if not(self.versionDataLoaded): + self.loadVersionData() + + itemList = self.versionData + + # Report + print("Conda reported versions of software:") + if len(vList) == 0: + vList = itemList.keys() + for k in vList: + if not(k in itemList): + itemList[k] = "not installed" + self.printInfo(k, itemList, k) + + def show(self, showOnly=[], vList=[]): + self.showAll(vList=vList) + + diff --git a/gridTools/mkGridInteractive.ipynb b/gridTools/mkGridInteractive.ipynb new file mode 100644 index 0000000..c84ff4a --- /dev/null +++ b/gridTools/mkGridInteractive.ipynb @@ -0,0 +1,754 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "3a06c337", + "metadata": {}, + "outputs": [ + { + "data": { + "application/javascript": [ + "\n", + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + "\n", + " if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n", + " root._bokeh_onload_callbacks = [];\n", + " root._bokeh_is_loading = undefined;\n", + " }\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'paths': {'tabulator': 'https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator'}});\n", + " require([\"tabulator\"], function(Tabulator,) {\n", + " window.Tabulator = Tabulator;\n", + " })\n", + " }\n", + " if (((window['tabulator'] !== undefined) && (!(window['tabulator'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js', 'https://unpkg.com/moment@2.27.0/moment.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) >= 0) { on_load(); continue; }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) >= 0) { on_load(); continue; }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js\", \"https://unpkg.com/moment@2.27.0/moment.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.1.min.js\", \"https://unpkg.com/@holoviz/panel@^0.11.3/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var css_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/css/tabulator_simple.min.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/loading.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/alerts.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/card.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/markdown.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/widgets.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/json.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/dataframe.css\"];\n", + " var inline_js = [\n", + " function(Bokeh) {\n", + " inject_raw_css(\"\\n .bk.pn-loading.arcs:before {\\n background-image: url(\\\"data:image/svg+xml;base64,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\\\")\\n }\\n \");\n", + " },\n", + " function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + " function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " }\n", + "\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n", + " run_inline_js();\n", + " } else {\n", + " load_libs(css_urls, js_urls, js_modules, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "\n(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n\n if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n root._bokeh_onload_callbacks = [];\n root._bokeh_is_loading = undefined;\n }\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n\n root._bokeh_onload_callbacks.push(callback);\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0) {\n run_callbacks();\n return null;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'paths': {'tabulator': 'https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator'}});\n require([\"tabulator\"], function(Tabulator,) {\n window.Tabulator = Tabulator;\n })\n }\n if (((window['tabulator'] !== undefined) && (!(window['tabulator'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js', 'https://unpkg.com/moment@2.27.0/moment.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) >= 0) { on_load(); continue; }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) >= 0) { on_load(); continue; }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js\", \"https://unpkg.com/moment@2.27.0/moment.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.1.min.js\", \"https://unpkg.com/@holoviz/panel@^0.11.3/dist/panel.min.js\"];\n var js_modules = [];\n var css_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/css/tabulator_simple.min.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/loading.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/alerts.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/card.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/markdown.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/widgets.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/json.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/dataframe.css\"];\n var inline_js = [\n function(Bokeh) {\n inject_raw_css(\"\\n .bk.pn-loading.arcs:before {\\n background-image: url(\\\"data:image/svg+xml;base64,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\\\")\\n }\\n \");\n },\n function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\n function(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n }\n\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n run_inline_js();\n } else {\n load_libs(css_urls, js_urls, js_modules, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# conda: holo37 xesmfTools\n", + "\n", + "# This should be the minimalist\n", + "# notebook script to launch the\n", + "# interactive grid toolset.\n", + "\n", + "# The application boilerplate can be\n", + "# edited via lib/app.py. You need to save\n", + "# any changes and re-run all the cells for\n", + "# changes to be applied.\n", + "\n", + "# Required to manipulate sys.path and access environment\n", + "# variables via os.environ.\n", + "import os, sys\n", + "\n", + "useDisplay = False\n", + "if (os.environ.get('LIBROOT')):\n", + " sys.path.append(os.environ.get('LIBROOT'))\n", + "else:\n", + " # Detect use of this notebook in mybinder.org\n", + " # Set useDisplay if mybinder.org is detected\n", + " cDir = os.getcwd()\n", + " if cDir == '/home/jovyan/gridTools':\n", + " sys.path.append('/home/jovyan/gridTools/lib')\n", + " useDisplay = True\n", + " \n", + "# Set your username if you need to use display() instead of show()\n", + "if os.environ.get('USER') == 'cermak':\n", + " useDisplay = True\n", + "\n", + "from gridutils import GridUtils\n", + "import warnings" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ad537d7a", + "metadata": {}, + "outputs": [], + "source": [ + "# Disable annoying warnings from python\n", + "warnings.filterwarnings('ignore')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "308568db", + "metadata": {}, + "outputs": [], + "source": [ + "# If we are successful, we can initialize the grid toolset\n", + "grd = GridUtils()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "48fa7a68", + "metadata": {}, + "outputs": [], + "source": [ + "# Initialize the application\n", + "dashboard = grd.app()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c1927365", + "metadata": {}, + "outputs": [], + "source": [ + "# Launch the application" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "ddc8d446", + "metadata": {}, + "outputs": [], + "source": [ + "if not(useDisplay):\n", + " dashboard.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "ece7f912", + "metadata": {}, + "outputs": [], + "source": [ + "if useDisplay:\n", + " dashboard.servable();" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "9cd5e546", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "if useDisplay:\n", + " # Need to expand width of cells in Binder\n", + " from IPython.core.display import HTML\n", + " display(HTML(\"\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "c99d1819", + "metadata": {}, + "outputs": [ + { + "data": {}, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.holoviews_exec.v0+json": "", + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
\n", + "
\n", + "" + ], + "text/plain": [ + "WidgetBox\n", + " [0] Column(sizing_mode='stretch_width', width_policy='max')\n", + " [0] Row\n", + " [0] Button(button_type='primary', height=50, name='Clear Information', sizing_mode='fixed', width=125)\n", + " [1] TextAreaInput(background='skyblue', height=100, name='Information', sizing_mode='fixed', value='GridUtils application i..., width=900)\n", + " [1] Row\n", + " [0] Tabs\n", + " [0] Tabs\n", + " [0] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] Select(name='Projection', options=['Nearside Perspective', ...], value='Nearside Perspective')\n", + " [2] FloatInput(end=360.0, name='Central Longitude(lon_0) ..., start=0.0, step=1.0, value=230.0, width=100)\n", + " [3] FloatInput(end=90.0, name='Central Latitude(lat_0) (..., start=-90.0, step=1.0, value=40.0, width=100)\n", + " [4] FloatInput(end=90.0, name='First Parallel(lat_1) (..., start=-90.0, step=1.0, value=40.0, width=100)\n", + " [5] FloatInput(end=90.0, name='Second Parallel(lat_2) (..., start=-90.0, step=1.0, value=40.0, width=100)\n", + " [6] FloatInput(end=90.0, name='Latitude of T..., start=-90.0, step=1.0, value=40.0, width=100)\n", + " [7] Button(button_type='primary', name='Plot')\n", + " [1] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] FloatInput(end=180.0, name='Longitude(x0) (..., start=-180.0, step=1.0, value=-160.0, width=100)\n", + " [2] FloatInput(end=180.0, name='Longitude(x1) (..., start=-180.0, step=1.0, value=-100.0, width=100)\n", + " [3] FloatInput(end=90.0, name='Latitude(y0) (..., start=-90.0, step=1.0, value=20.0, width=100)\n", + " [4] FloatInput(end=90.0, name='Latitude(y1) (..., start=-90.0, step=1.0, value=60.0, width=100)\n", + " [5] Checkbox(name='Use global extent (...)\n", + " [6] Button(button_type='primary', name='Plot')\n", + " [2] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] TextInput(name='Plot title', width=250)\n", + " [2] Select(name='Grid Style', options=['Grid Extent', ...], value='Grid Cells')\n", + " [3] Select(name='x Color', options=['Blue', 'Cyan', ...], value='Black')\n", + " [4] Select(name='y Color', options=['Blue', 'Cyan', ...], value='Black')\n", + " [5] FloatInput(end=10.0, name='x Line Width', start=0.01, value=1.0, width=80)\n", + " [6] FloatInput(end=10.0, name='y Line Width', start=0.01, value=1.0, width=80)\n", + " [7] Button(button_type='primary', name='Plot')\n", + " [1] Tabs\n", + " [0] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] FloatInput(end=360.0, name='Grid Center(Longitude o..., start=0.0, value=230.0, width=100)\n", + " [2] FloatInput(end=90.0, name='Grid Center(Latitude o..., start=0.0, value=40.0, width=100)\n", + " [3] Select(name='Grid Center Units', options=['degrees', 'meters'], value='degrees')\n", + " [4] Button(button_type='primary', name='Make Grid')\n", + " [1] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] Select(name='Projection', options=['Mercator', 'Lambert Conf...], value='Lambert Conformal Conic')\n", + " [2] FloatInput(end=360.0, name='Central Longitude(lon_0) ..., start=0.0, step=1.0, value=230.0, width=100)\n", + " [3] FloatInput(end=90.0, name='Central Latitude(lat_0) (..., start=-90.0, step=1.0, value=40.0, width=100)\n", + " [4] FloatInput(end=90.0, name='First Parallel(lat_1) (..., start=-90.0, step=1.0, value=40.0, width=100)\n", + " [5] FloatInput(end=90.0, name='Second Parallel(lat_2) (..., start=-90.0, step=1.0, value=40.0, width=100)\n", + " [6] FloatInput(end=90.0, name='Latitude of T..., start=-90.0, step=1.0, value=40.0, width=100)\n", + " [7] FloatInput(end=90.0, name='Tilt (-90 to 90)', start=-90.0, value=30.0, width=100)\n", + " [8] Button(button_type='primary', name='Make Grid')\n", + " [2] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] FloatInput(end=10000000, name='dx', start=0.0, step=1.0, value=20.0, width=100)\n", + " [2] Select(name='dx Units', options=['degrees', 'meters'], value='degrees')\n", + " [3] FloatInput(end=10000000, name='dy', start=0.0, step=1.0, value=30.0, width=100)\n", + " [4] Select(name='dy Units', options=['degrees', 'meters'], value='degrees')\n", + " [5] FloatInput(end=1000000.0, name='Grid Resolution(X)', start=0.0, value=1.0, width=100)\n", + " [6] Select(name='Grid Resolution U..., options=['degrees', 'meters'], value='degrees')\n", + " [7] FloatInput(end=1000000.0, name='Grid Resolution(Y)', start=0.0, value=1.0, width=100)\n", + " [8] Select(name='Grid Resolution U..., options=['degrees', 'meters'], value='degrees')\n", + " [9] Button(button_type='primary', name='Make Grid')\n", + " [3] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] Select(disabled=True, name='Grid Mode(X)', options=['Left', 'Center', ...], value='Center')\n", + " [2] Select(disabled=True, name='Grid Mode(Y)', options=['Lower', 'Center', ...], value='Center')\n", + " [3] Markdown(str)\n", + " [4] Select(disabled=True, name='Grid Type', options=['MOM6'], value='MOM6')\n", + " [5] Markdown(str)\n", + " [6] IntInput(disabled=True, end=2, name='Grid Mode', start=1, value=2, width=80)\n", + " [2] Tabs\n", + " [0] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] Markdown(str)\n", + " [2] TextInput(name='Log filename', value='logFile.log', width=200)\n", + " [3] Checkbox(name='Enable file logging')\n", + " [4] Button(button_type='danger', height=50, name='Erase log file', sizing_mode='fixed', width=200)\n", + " [5] Select(name='Log level', options=['NOTSET', 'DEBUG', ...], value='WARNING')\n", + " [6] Select(name='Information level', options=['NOTSET', 'DEBUG', ...], value='INFO')\n", + " [7] Select(name='Debug level', options=['OFF', 'MESSAGE', ...], value='OFF')\n", + " [1] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] Checkbox(disabled=True, name='Enable numpypi b...)\n", + " [1] Tabs\n", + " [0] Matplotlib(Figure, height=600, sizing_mode='fixed', width=800)\n", + " [1] Column(width=800)\n", + " [0] HTML(Dataset)\n", + " [2] WidgetBox\n", + " [0] Markdown(str)\n", + " [1] Markdown(str)\n", + " [2] FileInput(accept='.nc')\n", + " [3] Button(button_type='primary', name='Load Local Grid')\n", + " [4] Markdown(str)\n", + " [5] TextInput(name='Grid filename', value='gridFile.nc', width=200)\n", + " [6] FileDownload(button_type='success', callback= 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'paths': {'tabulator': 'https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator'}});\n", + " require([\"tabulator\"], function(Tabulator,) {\n", + " window.Tabulator = Tabulator;\n", + " })\n", + " }\n", + " if (((window['tabulator'] !== undefined) && (!(window['tabulator'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js', 'https://unpkg.com/moment@2.27.0/moment.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) >= 0) { on_load(); continue; }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) >= 0) { on_load(); continue; }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js\", \"https://unpkg.com/moment@2.27.0/moment.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.1.min.js\", \"https://unpkg.com/@holoviz/panel@^0.11.3/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var css_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/css/tabulator_simple.min.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/loading.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/alerts.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/card.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/markdown.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/widgets.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/json.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/dataframe.css\"];\n", + " var inline_js = [\n", + " function(Bokeh) {\n", + " inject_raw_css(\"\\n .bk.pn-loading.arcs:before {\\n background-image: url(\\\"data:image/svg+xml;base64,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\\\")\\n }\\n \");\n", + " },\n", + " function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + " function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " }\n", + "\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n", + " run_inline_js();\n", + " } else {\n", + " load_libs(css_urls, js_urls, js_modules, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "\n(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n\n if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n root._bokeh_onload_callbacks = [];\n root._bokeh_is_loading = undefined;\n }\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n\n root._bokeh_onload_callbacks.push(callback);\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0) {\n run_callbacks();\n return null;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'paths': {'tabulator': 'https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator'}});\n require([\"tabulator\"], function(Tabulator,) {\n window.Tabulator = Tabulator;\n })\n }\n if (((window['tabulator'] !== undefined) && (!(window['tabulator'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js', 'https://unpkg.com/moment@2.27.0/moment.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) >= 0) { on_load(); continue; }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) >= 0) { on_load(); continue; }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js\", \"https://unpkg.com/moment@2.27.0/moment.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.1.min.js\", \"https://unpkg.com/@holoviz/panel@^0.11.3/dist/panel.min.js\"];\n var js_modules = [];\n var css_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/css/tabulator_simple.min.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/loading.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/alerts.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/card.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/markdown.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/widgets.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/json.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/dataframe.css\"];\n var inline_js = [\n function(Bokeh) {\n inject_raw_css(\"\\n .bk.pn-loading.arcs:before {\\n background-image: url(\\\"data:image/svg+xml;base64,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\\\")\\n }\\n \");\n },\n function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\n function(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n }\n\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n run_inline_js();\n } else {\n load_libs(css_urls, js_urls, js_modules, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# conda: holo37 xesmfTools\n", + "\n", + "# Required to manipulate sys.path and access environment\n", + "# variables via os.environ.\n", + "import os, sys\n", + "\n", + "# cd to the 'lib' directory in your notebooks directory\n", + "# $ export LIBROOT=`pwd`\n", + "# Start jupyter lab from any directory\n", + "\n", + "# Still debugging the proper environment paths\n", + "# This uses full pathnames\n", + "if (os.environ.get('LIBROOT')):\n", + " sys.path.append(os.environ.get('LIBROOT'))\n", + "else:\n", + " # Detect use of this notebook in mybinder.org\n", + " cDir = os.getcwd()\n", + " if cDir == '/home/jovyan/gridTools':\n", + " sys.path.append('/home/jovyan/gridTools/lib')\n", + "\n", + "# This allows us to use relative paths to the\n", + "# grid tools library.\n", + "#sys.path.append('lib')\n", + " \n", + "from gridutils import GridUtils\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1493b57e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "New DEBUG level (2)\n" + ] + } + ], + "source": [ + "# Instantiate a grid tools library object\n", + "# Adjust message levels from the library\n", + "grd = GridUtils()\n", + "grd.setVerboseLevel('INFO')\n", + "grd.setDebugLevel(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "fc36f92d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Please set the plot 'projection' parameter 'name'\n" + ] + } + ], + "source": [ + "# Demonstrate a plotting error when you attempt to plot a grid without projection information\n", + "grd.clearGrid()\n", + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "6b37ea62", + "metadata": {}, + "outputs": [], + "source": [ + "# Make sure we erase any previous grid, grid parameters and plot parameters.\n", + "grd.clearGrid()" + ] + }, + { + "cell_type": "markdown", + "id": "616d8ee7", + "metadata": {}, + "source": [ + "# Lambert Conformal Conic\n", + "This section demonstrates the generation of a Lambert Conformal Conic\n", + "grid. The grid is shown in several different projections. A grid\n", + "shown in its native projection should be rectangular as an indication\n", + "that it is conformal." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b2508936", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Specify the grid parameters\n", + "grd.setGridParameters({\n", + " 'projection': {\n", + " 'name': 'LambertConformalConic',\n", + " 'lon_0': 230.0,\n", + " 'lat_0': 40.0,\n", + " 'ellps': 'WGS84'\n", + " },\n", + " 'centerX': 230.0,\n", + " 'centerY': 40.0,\n", + " 'centerUnits': 'degrees',\n", + " 'dx': 20.0,\n", + " 'dxUnits': 'degrees',\n", + " 'dy': 30.0,\n", + " 'dyUnits': 'degrees',\n", + " 'tilt': 30,\n", + " 'gridResolution': 1.0,\n", + " 'gridResolutionUnits': 'degrees',\n", + " 'gridMode': 2,\n", + " 'gridType': 'MOM6',\n", + " 'ensureEvenI': True,\n", + " 'ensureEvenJ': True\n", + "})\n", + "\n", + "# To set or update dictionary items in 'projection', you can use the dictionary format above with a direct assigment\n", + "# or use the subKey parameter as in below. \n", + "#grd.setGridParameters({\n", + "# 'name': 'LambertConformalConic',\n", + "# 'lon_0': 230.0,\n", + "# 'lat_0': 40.0,\n", + "# 'ellps': 'WGS84'\n", + "#}, subKey='projection')" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "d0b3638b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Generating regular lat-lon grid centered at (230.00, 0.00) on equator.\n", + " Generated regular lat-lon grid between latitudes -15.00 15.00\n", + " Number of js=61\n" + ] + } + ], + "source": [ + "# This forms a grid in memory using the specified grid parameters\n", + "grd.makeGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a84c5cbc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Successfully wrote netCDF file to configs/test/LCC_20x30.nc\n" + ] + } + ], + "source": [ + "# Save the new grid to a netCDF file\n", + "grd.saveGrid(filename=\"configs/test/LCC_20x30.nc\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "39d38971", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Current grid parameters:\n", + " projection: {'name': 'LambertConformalConic', 'lon_0': 230.0, 'lat_0': 40.0, 'ellps': 'WGS84', 'lat_1': 25.0, 'lat_2': 55.0, 'proj': '+ellps=WGS84 +proj=lcc +lon_0=230.0 +lat_0=40.0 +x_0=0.0 +y_0=0.0 +lat_1=25.0 +lat_2=55.0 +no_defs'}\n", + " centerX: 230.0\n", + " centerY: 40.0\n", + " centerUnits: degrees\n", + " dx: 20.0\n", + " dxUnits: degrees\n", + " dy: 30.0\n", + " dyUnits: degrees\n", + " tilt: 30\n", + " gridResolution: 1.0\n", + " gridResolutionUnits: degrees\n", + " gridMode: 2\n", + " gridType: MOM6\n", + " ensureEvenI: True\n", + " ensureEvenJ: True\n" + ] + } + ], + "source": [ + "# This prints out all the current grid parameters\n", + "# Note: for Lambert Conformal Conic grids, two additional projection parameters are computed.\n", + "# First and second parallel for the grid (lat_1 and lat_2)\n", + "grd.showGridParameters()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "d5822354", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:   (nx: 40, nxp: 41, ny: 60, nyp: 61)\n",
+       "Dimensions without coordinates: nx, nxp, ny, nyp\n",
+       "Data variables:\n",
+       "    x         (nyp, nxp) float64 -131.0 -130.5 -130.1 ... -129.8 -129.1 -128.3\n",
+       "    y         (nyp, nxp) float64 22.06 22.31 22.56 22.81 ... 57.44 57.69 57.93\n",
+       "    dx        (nyp, nx) float64 5.376e+04 5.376e+04 ... 5.376e+04 5.376e+04\n",
+       "    dy        (ny, nxp) float64 5.566e+04 5.566e+04 ... 5.566e+04 5.566e+04\n",
+       "    angle_dx  (nyp, nxp) float64 0.5526 0.5504 0.5451 ... 0.5422 0.5331 0.53\n",
+       "    area      (ny, nx) float64 2.996e+09 2.996e+09 ... 2.996e+09 2.996e+09\n",
+       "Attributes:\n",
+       "    grid_version:  0.2\n",
+       "    code_version:  GridTools: 0.1\n",
+       "    history:       2021-05-04 22:22:55: created grid with GridTools library\n",
+       "    projection:    LambertConformalConic\n",
+       "    proj:          +ellps=WGS84 +proj=lcc +lon_0=230.0 +lat_0=40.0 +x_0=0.0 +...
" + ], + "text/plain": [ + "\n", + "Dimensions: (nx: 40, nxp: 41, ny: 60, nyp: 61)\n", + "Dimensions without coordinates: nx, nxp, ny, nyp\n", + "Data variables:\n", + " x (nyp, nxp) float64 -131.0 -130.5 -130.1 ... -129.8 -129.1 -128.3\n", + " y (nyp, nxp) float64 22.06 22.31 22.56 22.81 ... 57.44 57.69 57.93\n", + " dx (nyp, nx) float64 5.376e+04 5.376e+04 ... 5.376e+04 5.376e+04\n", + " dy (ny, nxp) float64 5.566e+04 5.566e+04 ... 5.566e+04 5.566e+04\n", + " angle_dx (nyp, nxp) float64 0.5526 0.5504 0.5451 ... 0.5422 0.5331 0.53\n", + " area (ny, nx) float64 2.996e+09 2.996e+09 ... 2.996e+09 2.996e+09\n", + "Attributes:\n", + " grid_version: 0.2\n", + " code_version: GridTools: 0.1\n", + " history: 2021-05-04 22:22:55: created grid with GridTools library\n", + " projection: LambertConformalConic\n", + " proj: +ellps=WGS84 +proj=lcc +lon_0=230.0 +lat_0=40.0 +x_0=0.0 +..." + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Show the data summary from xarray for the grid\n", + "grd.grid" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "2a9de4a3", + "metadata": {}, + "outputs": [], + "source": [ + "# Define plot parameters so we can see what the grid looks like\n", + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'NearsidePerspective',\n", + " 'lat_0': 40.0,\n", + " 'lon_0': 230.0\n", + " },\n", + " 'extent': [-160.0 ,-100.0, 20.0, 60.0],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGridCells': True,\n", + " 'title': \"Nearside Perspective: 20x30 with 30 degree tilt\",\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")\n", + "\n", + "# Projection may be specified separately\n", + "grd.setPlotParameters(\n", + " {\n", + " 'name': 'NearsidePerspective',\n", + " 'lat_0': 40.0,\n", + " 'lon_0': 230.0 \n", + " }, subKey='projection'\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "602a5bbb", + "metadata": {}, + "outputs": [], + "source": [ + "# When we call plotGrid() we have two python objects returned\n", + "# Figure object - you have control whether to show the \n", + "# figure or save the contents to an output file\n", + "# Axes object - you can further fine tune plot parameters, \n", + "# titles, axis, etc prior to the final plotting of the figure.\n", + "# Some items may be configured via the figure object.\n", + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1c5a9aa8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# For display in jupyterlab, place the figure variable solo in a cell\n", + "figure" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "9454a766", + "metadata": {}, + "outputs": [], + "source": [ + "# You can save the figure using the savefig() method on the\n", + "# figure object. Many formats are possible.\n", + "figure.savefig('configs/test/LCC_20x30.png', dpi=None, facecolor='w', edgecolor='w',\n", + " orientation='portrait', transparent=False, bbox_inches=None, pad_inches=0.1)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "a6db72ce", + "metadata": {}, + "outputs": [], + "source": [ + "# Plot last grid also on a Mercator projection\n", + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'Mercator',\n", + " 'lat_0': 40.0,\n", + " 'lon_0': 230.0\n", + " },\n", + " 'extent': [-160.0 ,-100.0, 20.0, 60.0],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGridCells': True,\n", + " 'title': \"Mercator: 20x30 with 30 degree tilt\",\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "515cd47e", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "9e6b04b7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "9b92bc86", + "metadata": {}, + "outputs": [], + "source": [ + "# Show in Lambert Conformal Conic\n", + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': { \n", + " 'name': 'LambertConformalConic',\n", + " 'lon_0': 230.0,\n", + " 'lat_1': 25.0,\n", + " 'lat_2': 55.0\n", + " },\n", + " 'extent': [-160.0 ,-100.0, 20.0, 60.0],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGridCells': True,\n", + " 'title': 'Lambert Conformal Conic: 20x30 with 30 degree tilt',\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "7fbb73e5", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "0403e684", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + }, + { + "cell_type": "markdown", + "id": "cee1add0", + "metadata": {}, + "source": [ + "# Spherical\n", + "This section demonstrates the generation of a spherical grids." + ] + }, + { + "cell_type": "markdown", + "id": "492b9222", + "metadata": {}, + "source": [ + "## Degrees\n", + "This grid is generated using grid distances specified in degrees. A grid tilt may also be specified. These grids may not be conformal!" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "8bfca24e", + "metadata": {}, + "outputs": [], + "source": [ + "grd.clearGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "e520f61e", + "metadata": {}, + "outputs": [], + "source": [ + "# Specify the grid parameters\n", + "grd.setGridParameters({\n", + " 'projection': {\n", + " 'name': 'Stereographic',\n", + " 'lon_0': 210.0,\n", + " 'lat_0': 90.0,\n", + " 'ellps': 'WGS84'\n", + " },\n", + " 'centerX': 210.0,\n", + " 'centerY': 90.0,\n", + " 'centerUnits': 'degrees',\n", + " 'dx': 60.0,\n", + " 'dxUnits': 'degrees',\n", + " 'dy': 60.0,\n", + " 'dyUnits': 'degrees',\n", + " 'tilt': 0.0,\n", + " 'gridResolution': 1.0,\n", + " 'gridMode': 2,\n", + " 'gridResolutionUnits': 'degrees',\n", + " 'gridType': 'MOM6',\n", + " 'ensureEvenI': True,\n", + " 'ensureEvenJ': True \n", + "})" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "cbbb4181", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: Spherical grids specified in degrees may not be conformal.\n", + "Generating regular lat-lon grid centered at (210.00, 0.00) on equator.\n", + " Generated regular lat-lon grid between latitudes -30.00 30.00\n", + " Number of js=121\n" + ] + } + ], + "source": [ + "grd.makeGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "29cc3ba5", + "metadata": {}, + "outputs": [], + "source": [ + "# Show the new grid\n", + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'NorthPolarStereo', \n", + " 'lon_0': 160.0\n", + " },\n", + " 'extent': [-180, 180, 38, 90],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGridCells': True,\n", + " 'title': 'North Polar Stereo: 120x120',\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "702266fd", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "06659e3d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "01fcc45a", + "metadata": {}, + "outputs": [], + "source": [ + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'NearsidePerspective',\n", + " 'lon_0': 230.0,\n", + " 'lat_0': 90.0\n", + " },\n", + " 'extent': [],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGridCells': True,\n", + " 'title': \"Nearside Perspective: 60x60\",\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "7cecb2e4", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "b59d5c4d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + }, + { + "cell_type": "markdown", + "id": "ef79e7ee", + "metadata": {}, + "source": [ + "## Meters\n", + "This grid is generated using grid distances specified in meters. Grid tilt is not a valid option.However, grid rotation may be achieved using the lon_0 projection parameter.\n", + "\n", + "The example notebook, mkGridsExample4.ipynb, demonstrates how a spherical grid can be created outside\n", + "the grid generation library and plotted. The notebook also shows how to obtain the same grid using\n", + "the library." + ] + }, + { + "cell_type": "markdown", + "id": "c222d817", + "metadata": {}, + "source": [ + "# Mercator\n", + "This section demonstates the generation of mercator grids." + ] + }, + { + "cell_type": "markdown", + "id": "b42e4c65", + "metadata": {}, + "source": [ + "# Degrees\n", + "This grid is generated using grid distances specified in degrees. A grid tilt may also be specified but may not produce conformal grids!" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "75c3aff1", + "metadata": {}, + "outputs": [], + "source": [ + "grd.clearGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "77b77920", + "metadata": {}, + "outputs": [], + "source": [ + "# Specify the grid parameters\n", + "grd.setGridParameters({\n", + " 'projection': {\n", + " 'name': 'Mercator',\n", + " 'lon_0': 230.0,\n", + " 'lat_0': 40.0,\n", + " 'ellps': 'WGS84'\n", + " },\n", + " 'centerX': 230.0,\n", + " 'centerY': 40.0,\n", + " 'centerUnits': 'degrees',\n", + " 'dx': 20.0,\n", + " 'dxUnits': 'degrees',\n", + " 'dy': 30.0,\n", + " 'dyUnits': 'degrees',\n", + " 'tilt': 0.0,\n", + " 'gridResolution': 1.0,\n", + " 'gridMode': 2,\n", + " 'gridResolutionUnits': 'degrees',\n", + " 'gridType': 'MOM6',\n", + " 'ensureEvenI': True,\n", + " 'ensureEvenJ': True \n", + "})" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "70cdbd4b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Generating regular lat-lon grid centered at (230.00 40.00).\n", + " Generated regular lat-lon grid between latitudes 25.00 55.00\n", + " Number of js=61\n" + ] + } + ], + "source": [ + "# Create the grid\n", + "grd.makeGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "d51191a1", + "metadata": {}, + "outputs": [], + "source": [ + "# Show the new grid\n", + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'Mercator',\n", + " 'lat_0': 40.0,\n", + " 'lon_0': 230.0\n", + " },\n", + " 'extent': [-160.0 ,-100.0, 20.0, 60.0],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGridCells': True,\n", + " 'title': \"Mercator projection: 20x30 with 30 degree tilt\",\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "84a43d28", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "e1ae84eb", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4a5a25c7", + "metadata": {}, + "outputs": [], + "source": [ + "# Show the new grid\n", + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'NearsidePerspective',\n", + " 'lat_0': 40.0,\n", + " 'lon_0': 230.0\n", + " },\n", + " 'extent': [-160.0 ,-100.0, 20.0, 60.0],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGridCells': True,\n", + " 'title': \"Nearside Perspective: 20x30 with 30 degree tilt\",\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "022c1391", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "65f4c856", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + }, + { + "cell_type": "markdown", + "id": "ac5f7fa2", + "metadata": {}, + "source": [ + "# Loading grids\n", + "In these next examples, we load existing grids. These examples also demonstrate creating figures and presenting them in later notebook cells.\n", + "The figure and axes objects are made available so additional customization can be performed prior to producing the plot. This allows for\n", + "additional control of plots generated by the library." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "de47b814", + "metadata": {}, + "outputs": [], + "source": [ + "# Arctic Grid #6\n", + "# Demonstration of a North Polar Stereo projection grid\n", + "# Central longitude of 160.0\n", + "arctic6 = '/home/cermak/gridtools/gridTools/configs/Arctic6/ocean_hgrid.nc'\n", + "grd.clearGrid()\n", + "grd.openDataset(arctic6)\n", + "grd.readGrid()\n", + "grd.closeDataset()" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "b8f72a48", + "metadata": {}, + "outputs": [], + "source": [ + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'NorthPolarStereo', \n", + " 'lon_0': 160.0\n", + " },\n", + " 'extent': [-180, 180, 38, 90],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGrid': True,\n", + " 'title': 'North Polar Stereo: Arctic6',\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "fe0b5eef", + "metadata": {}, + "outputs": [], + "source": [ + "# In the next to calls to plotGrid() we store the plots to variables\n", + "# that are shown later.\n", + "(figureArctic, axesArctic) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "19fc8e5b", + "metadata": {}, + "outputs": [], + "source": [ + "# NEP7: North East Pacific Grid #7\n", + "# Demonstration of Lambert Conformal Conic projection\n", + "nep7 = '/home/cermak/gridtools/gridTools/configs/NEP7/ocean_hgrid.nc'\n", + "grd.clearGrid()\n", + "grd.openDataset(nep7)\n", + "grd.readGrid()\n", + "grd.closeDataset()" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "0eb03e85", + "metadata": {}, + "outputs": [], + "source": [ + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'LambertConformalConic',\n", + " 'lon_0': -91.0,\n", + " 'lat_1': 40.0,\n", + " 'lat_2': 60.0\n", + " },\n", + " 'extent': [-180, 180, 10.5, 90],\n", + " 'iLinewidth': 1.0,\n", + " 'jLinewidth': 1.0,\n", + " 'showGrid': True,\n", + " 'title': 'Lambert Conformal Conic: NEP7',\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "55f1bbaa", + "metadata": {}, + "outputs": [], + "source": [ + "(figureNEP, axesNEP) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "add6d480", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Show the above figures here instead.\n", + "# Only one figure per cell is supported. Each figure is shown in separate cells.\n", + "figureArctic" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "9512fcf2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figureNEP" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/gridTools/mkGridShowLoggers.py b/gridTools/mkGridShowLoggers.py new file mode 100644 index 0000000..5e1033d --- /dev/null +++ b/gridTools/mkGridShowLoggers.py @@ -0,0 +1,5 @@ +import logging, sys +sys.path.append('lib') +from gridutils import GridUtils +grd = GridUtils() +grd.showLoggers() diff --git a/gridTools/mkGridsExample1.py b/gridTools/mkGridsExample1.py new file mode 100644 index 0000000..acd0ffb --- /dev/null +++ b/gridTools/mkGridsExample1.py @@ -0,0 +1,155 @@ +#!/bin/env python3 + +# conda: xesmfTools + +# Grid toolset demonstration in +# * Command line script form +# * ipython + +import sys, os, logging + +#if (os.environ.get('LIBROOT')): +# sys.path.append(os.environ.get('LIBROOT')) +sys.path.append('lib') + +#from sysinfo import SysInfo +#info = SysInfo() +#info.show(vList=['platform','python','esmf','esmpy','xgcm','xesmf', +# 'netcdf4','numpy','xarray', +# 'cartopy','matplotlib', +# 'jupyter_core','jupyterlab','notebook', +# 'dask']) + +from gridutils import GridUtils + +# Initialize a grid object +grd = GridUtils() +grd.printMsg("At this point, we have initialized a GridUtils() object.") +grd.printMsg("") + +# We can turn on extra output from the module +grd.printMsg("Set print and logging messages to the DEBUG level.") +logFilename = 'configs/test/LCC_20x30.log' +grd.setVerboseLevel(logging.DEBUG) +grd.setDebugLevel(0) +grd.setLogLevel(logging.DEBUG) +grd.deleteLogfile(logFilename) +grd.enableLogging(logFilename) + +# Make sure we erase any previous grid, grid parameters and plot parameters. +grd.clearGrid() + +# Specify the grid parameters +# gridMode should be 2.0 for supergrid +# Normally 30.0; 0.0 for debugging +gtilt = 30.0 +grd.printMsg("Initial grid parameters are set:") +grd.setGridParameters({ + 'projection': { + 'name': 'LambertConformalConic', + 'lon_0': 230.0, + 'lat_0': 40.0 + }, + 'centerX': 230.0, + 'centerY': 40.0, + 'centerUnits': 'degrees', + 'dx': 20.0, + 'dxUnits': 'degrees', + 'dy': 30.0, + 'dyUnits': 'degrees', + 'tilt': gtilt, + 'gridResolution': 1.0, + 'gridMode': 2, + 'gridType': 'MOM6', + 'ensureEvenI': True, + 'ensureEvenJ': True +}) +grd.showGridParameters() +grd.printMsg("") + +# To set or update dictionary items in 'projection', you can use the dictionary format above with a direct assigment +# or use the subKey parameter as in below. +#grd.setGridParameters({ +# 'name': 'LambertConformalConic', +# 'lon_0': 230.0, +# 'lat_0': 40.0 +#}, subKey='projection') + +# This forms a grid in memory using the specified grid parameters +grd.printMsg("Make a grid with the grid parameters.") +grd.makeGrid() + +# Save the new grid to a netCDF file +grd.printMsg("Attempt to save the grid to a netCDF file.") +grd.saveGrid(filename="configs/test/LCC_20x30_script.nc") + +# This prints out all the current grid parameters +# Note: for Lambert Conformal Conic grids, two additional projection parameters are computed. +# First and second parallel for the grid (lat_1 and lat_2) +grd.printMsg(""" +This shows the current grid parameters. Note that for Lambert Conformal Grids, lat_1 and +lat_2 have been computed and added to the grid parameters. + +""") +grd.showGridParameters() +grd.printMsg("") + +# You can show the data summary from xarray for the grid +grd.printMsg("This shows the xarray structure for the recently created grid:") +grd.printMsg("%s" % (grd.grid)) +grd.printMsg("") + +# Define plot parameters so we can see what the grid looks like +grd.printMsg("Setup plotting parameters for showing the grid on a map:") +grd.setPlotParameters( + { + 'figsize': (8,8), + 'projection': { + 'name': 'NearsidePerspective', + 'lat_0': 40.0, + 'lon_0': 230.0 + }, + 'extent': [-160.0 ,-100.0, 20.0, 60.0], + 'iLinewidth': 1.0, + 'jLinewidth': 1.0, + 'showGridCells': True, + 'title': "Nearside Perspective: 20x30 with %.1f degree tilt" % (gtilt), + 'iColor': 'k', + 'jColor': 'k' + } +) +grd.showPlotParameters() +grd.printMsg("") + +# Projection may be specified separately +grd.setPlotParameters( + { + 'name': 'NearsidePerspective', + 'lat_0': 40.0, + 'lon_0': 230.0 + }, subKey='projection' +) + +# When we call plotGrid() we have two python objects returned +# Figure object - you have control whether to show the +# figure or save the contents to an output file +# Axes object - you can further fine tune plot parameters, +# titles, axis, etc prior to the final plotting of the figure. +# Some items may be configured via the figure object. +grd.printMsg(''' +Place a call to actually plot the grid using plotGrid(). This function returns +a figure and axes object that can be further modified before displaying or saving +the plot. + +''') +(figure, axes) = grd.plotGrid() + +# You can save the figure using the savefig() method on the +# figure object. Many formats are possible. +grd.printMsg("Save the figure in two different formats: jpg and pdf.") +figure.savefig('configs/test/LCC_20x30_script.jpg', dpi=None, facecolor='w', edgecolor='w', + orientation='portrait', transparent=False, bbox_inches=None, pad_inches=0.1) + +figure.savefig('configs/test/LCC_20x30_script.pdf', dpi=None, facecolor='w', edgecolor='w', + orientation='portrait', transparent=False, bbox_inches=None, pad_inches=0.1) + diff --git a/gridTools/mkGridsExample2.py b/gridTools/mkGridsExample2.py new file mode 100644 index 0000000..b058114 --- /dev/null +++ b/gridTools/mkGridsExample2.py @@ -0,0 +1,90 @@ +#!/usr/bin/env python + +import os, sys, logging +sys.path.append('lib') +from gridutils import GridUtils + +grd = GridUtils() + +grd.printMsg("This demonstrates how to work with the debugging system of GridUtils().") +grd.printMsg("") + +grd.printMsg("This code generates some useful debugging information by gathering version") +grd.printMsg("for specific libraries. This is helpful to software developers. The") +grd.printMsg("developers may ask for other information depending on the nature of") +grd.printMsg("the problem.") +grd.printMsg("---") + +from sysinfo import SysInfo +info = SysInfo() +info.show(vList=['platform','python','esmf','esmpy','xgcm','xesmf', + 'netcdf4','numpy','xarray', + 'cartopy','matplotlib', + 'jupyter_core','jupyterlab','notebook', + 'dask']) +grd.printMsg("---") + +#grd.printMsg("This demonstrates how to access the internal help messages from the GridUtils()") +#grd.printMsg("library. You may need to exit the help page by pressing the q key.") +# Help (module) +#print(help(GridUtils)) +#grd.printMsg("") + +# Without debugging, a failed assigment to a plot parameter subkey will result in +# a message and the program will continue running. We can easily cause a problem +# by trying to use a non-existing subkey. The only one that exists at the moment is +# projection. +grd.printMsg("") +grd.printMsg("Using a 'test' subkey to try and assign {'a': 1} into plot parameters.") +testParameters = { + 'a': 1 +} + +grd.printMsg("""Attempting to run: grd.setPlotParameters(testParameters, subKey='test')""") +grd.setPlotParameters(testParameters, subKey='test') +grd.printMsg(""" +Note: nothing should have printed, it was silently ignored as the debug level +by default is zero(0) and the display of messages (verbosity) by default is at +the INFO level which is one higher than DEBUG. With both these settings, no +messages are emitted. + +""") + +grd.printMsg("Lets change the debug level to 1 (MESSAGES) and the verbosity to DEBUG and try again.") +grd.printMsg("") +grd.setDebugLevel(1) +grd.setVerboseLevel(logging.DEBUG) +# This should also work +grd.setVerboseLevel("DEBUG") + +grd.printMsg("""Attempting to run: grd.setPlotParameters(testParameters, subKey='test')""") +grd.setPlotParameters(testParameters, subKey='test') + +grd.printMsg("") +grd.printMsg(""" +If that message is utilizing the debugMsg() function, changing the debug level to 3 +will attempt to start the python debugger pdb so you can poke around at the code and +attempt to reason out why it is failing at that point. + +""") + +grd.printMsg("Lets change the debug level to 3 (BREAKPOINT) and try again.") +grd.printMsg("NOTE: The program should stop with a (Pdb) prompt. Use quit() to exit.") +grd.printMsg(" Or you can use c to continue and we can try debug level 2 (RAISE)") +grd.printMsg(" which will stop the program by raising the exception.") +grd.printMsg("") +grd.setDebugLevel(3) + +grd.printMsg("""Attempting to run: grd.setPlotParameters(testParameters, subKey='test')""") +grd.setPlotParameters(testParameters, subKey='test') + +grd.printMsg("") +grd.printMsg("Change debug level to RAISE (2).") +grd.setDebugLevel(2) + +grd.printMsg("""Attempting to run: grd.setPlotParameters(testParameters, subKey='test')""") +grd.setPlotParameters(testParameters, subKey='test') + +# No code beyond this point will run as the program will stop +# with an exception. +print("The program should never reach this point and should not be printed.") diff --git a/gridTools/mkGridsExample3.py b/gridTools/mkGridsExample3.py new file mode 100644 index 0000000..9700cf7 --- /dev/null +++ b/gridTools/mkGridsExample3.py @@ -0,0 +1,148 @@ +#!/bin/env python3 + +# conda: xesmfTools + +# Grid toolset demonstration in +# * Command line script form +# * ipython + +import sys, os, logging + +#if (os.environ.get('LIBROOT')): +# sys.path.append(os.environ.get('LIBROOT')) +sys.path.append('lib') + +#from sysinfo import SysInfo +#info = SysInfo() +#info.show(vList=['platform','python','esmf','esmpy','xgcm','xesmf', +# 'netcdf4','numpy','xarray', +# 'cartopy','matplotlib', +# 'jupyter_core','jupyterlab','notebook', +# 'dask']) + +from gridutils import GridUtils + +# Initialize a grid object +grd = GridUtils() +grd.printMsg("At this point, we have initialized a GridUtils() object.") +grd.printMsg("") + +# We can turn on extra output from the module +grd.printMsg("Set print and logging messages to the DEBUG level.") +logFilename = 'configs/test/nikiTest.log' +grd.setVerboseLevel(logging.DEBUG) +grd.setDebugLevel(0) +grd.setLogLevel(logging.DEBUG) +grd.deleteLogfile(logFilename) +grd.enableLogging(logFilename) + +# Make sure we erase any previous grid, grid parameters and plot parameters. +grd.clearGrid() + +# Specify the grid parameters +# gridMode should be 2.0 for supergrid +gtilt = 0.0 +grd.printMsg("Initial grid parameters are set:") +grd.setGridParameters({ + 'projection': { + 'name': 'LambertConformalConic', + 'lon_0': 230.0, + 'lat_0': 40.0 + }, + 'dx': 1.0, + 'dxUnits': 'degrees', + 'dy': 1.0, + 'dyUnits': 'degrees', + 'tilt': gtilt, + 'gridResolution': 1.0, + 'gridMode': 2.0 +}) +grd.showGridParameters() +grd.printMsg("") + +# To set or update dictionary items in 'projection', you can use the dictionary format above with a direct assigment +# or use the subKey parameter as in below. +#grd.setGridParameters({ +# 'name': 'LambertConformalConic', +# 'lon_0': 230.0, +# 'lat_0': 40.0 +#}, subKey='projection') + +# This forms a grid in memory using the specified grid parameters +grd.printMsg("Make a grid with the grid parameters.") +grd.makeGrid() + +# Save the new grid to a netCDF file +grd.printMsg("Attempt to save the grid to a netCDF file.") +grd.saveGrid(filename="configs/test/gridTest.nc") + +# This prints out all the current grid parameters +# Note: for Lambert Conformal Conic grids, two additional projection parameters are computed. +# First and second parallel for the grid (lat_1 and lat_2) +grd.printMsg(""" +This shows the current grid parameters. Note that for Lambert Conformal Grids, lat_1 and +lat_2 have been computed and added to the grid parameters. + +""") +grd.showGridParameters() +grd.printMsg("") + +# You can show the data summary from xarray for the grid +grd.printMsg("This shows the xarray structure for the recently created grid:") +grd.printMsg("%s" % (grd.grid)) +grd.printMsg("") + +# Define plot parameters so we can see what the grid looks like +grd.printMsg("Setup plotting parameters for showing the grid on a map:") +grd.setPlotParameters( + { + 'figsize': (8,8), + 'projection': { + 'name': 'NearsidePerspective', + 'lat_0': 40.0, + 'lon_0': 230.0 + }, + 'extent': [-160.0 ,-100.0, 20.0, 60.0], + 'iLinewidth': 1.0, + 'jLinewidth': 1.0, + 'showGridCells': True, + 'title': "Nearside Perspective: 1x1 with %.1f degree tilt" % (gtilt), + 'iColor': 'k', + 'jColor': 'k' + } +) +grd.showPlotParameters() +grd.printMsg("") + +# Projection may be specified separately +grd.setPlotParameters( + { + 'name': 'NearsidePerspective', + 'lat_0': 40.0, + 'lon_0': 230.0 + }, subKey='projection' +) + +# When we call plotGrid() we have two python objects returned +# Figure object - you have control whether to show the +# figure or save the contents to an output file +# Axes object - you can further fine tune plot parameters, +# titles, axis, etc prior to the final plotting of the figure. +# Some items may be configured via the figure object. +grd.printMsg(''' +Place a call to actually plot the grid using plotGrid(). This function returns +a figure and axes object that can be further modified before displaying or saving +the plot. + +''') +(figure, axes) = grd.plotGrid() + +# You can save the figure using the savefig() method on the +# figure object. Many formats are possible. +grd.printMsg("Save the figure in two different formats: jpg and pdf.") +figure.savefig('configs/test/gridTest.jpg', dpi=None, facecolor='w', edgecolor='w', + orientation='portrait', transparent=False, bbox_inches=None, pad_inches=0.1) + +figure.savefig('configs/test/gridTest.pdf', dpi=None, facecolor='w', edgecolor='w', + orientation='portrait', transparent=False, bbox_inches=None, pad_inches=0.1) + diff --git a/gridTools/mkGridsExample4.ipynb b/gridTools/mkGridsExample4.ipynb new file mode 100644 index 0000000..de35df3 --- /dev/null +++ b/gridTools/mkGridsExample4.ipynb @@ -0,0 +1,2261 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "96d7d392", + "metadata": {}, + "outputs": [], + "source": [ + "# conda: xesmfTools" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "08dfb0c2", + "metadata": {}, + "outputs": [], + "source": [ + "# In this example, we recreate the polar sterographic IBCAO grid. \n", + "# Part A: outside the gridtools library\n", + "# Part B: using the gridtools library\n", + "# IBCAO grid details\n", + "# Cartesian grid\n", + "# dx: 2500 meters\n", + "# dy: 2500 meters\n", + "# Grid extent:\n", + "# X: -2902500 to 2902500\n", + "# Y: -2902500 to 2902500\n", + "#\n", + "# Projection\n", + "# Stereographic\n", + "# lat_0=90.0 (latitude of projection center)\n", + "# lat_ts=75.0 (latitude where scale is not distorted)\n", + "# lon_0 (not specified, at lat_0=90 it can be any value, proj defaults to 0.0)\n", + "\n", + "# For proper orientation for plotting to match the IBCAO technical manual\n", + "# please use lon_0=0.0 for a plotting parameter.\n", + "\n", + "# Example 5 is a python script that is similar to this notebook.\n", + "# Example 5a is the same example but using a slightly different earth radius." + ] + }, + { + "cell_type": "markdown", + "id": "da7b2b99", + "metadata": {}, + "source": [ + "# Part A: Compute the grid ourselves" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "47edefc9", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import xarray as xr" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "925f0164", + "metadata": {}, + "outputs": [], + "source": [ + "# IBCAO\n", + "# Working in cartesian coordinates, all values are in meters\n", + "# NOTE: To create a true MOM6 supergrid, the cell spacing\n", + "# is half the length of a full grid cell.\n", + "dx = 2500. / 2.\n", + "dy = 2500. / 2.\n", + "x = np.arange(-2902500., 2902500. + dx, dx, dtype=np.float32)\n", + "y = np.arange(-2902500., 2902500. + dy, dy, dtype=np.float32)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "3102629b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "((4645,), (4645,))" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# This is the grid size\n", + "x.shape, y.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "cd05b367", + "metadata": {}, + "outputs": [], + "source": [ + "# Create cartesian grid (y, x)\n", + "# Confirm grid points and x, y coordinates" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a3d8e35d", + "metadata": {}, + "outputs": [], + "source": [ + "yy, xx = np.meshgrid(y, x)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "bf88be1c", + "metadata": {}, + "outputs": [], + "source": [ + "# From the command line we can convert single points\n", + "# gdaltransform -s_srs \"+ellps=WGS84 +proj=stere +lat_0=90 +lat_ts=75\" -t_srs EPSG:4326\n", + "# The pyproj library provides for 2D array transformation of coordinates.\n", + "\n", + "from pyproj import CRS, Transformer\n", + "\n", + "PROJSTRING = \"+proj=stere +lat_0=90 +lat_ts=75 +ellps=WGS84\"\n", + "\n", + "# create the coordinate reference system\n", + "crs = CRS.from_proj4(PROJSTRING)\n", + "# create the projection from lon/lat to x/y\n", + "proj = Transformer.from_crs(crs.geodetic_crs, crs)\n", + "\n", + "# compute the lon/lat\n", + "lon, lat = proj.transform(yy, xx, direction='INVERSE')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "1767d4db", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-2902500.0 -2902500.0 53.8170746379705 -45.0\n", + "2902500.0 2902500.0 53.8170746379705 135.0\n" + ] + } + ], + "source": [ + "# Confirm we have the correct grid points and lat lon values\n", + "print(yy[0,0], xx[0,0], lat[0,0], lon[0,0])\n", + "print(yy[y.shape[0]-1, x.shape[0]-1], xx[y.shape[0]-1, x.shape[0]-1], lat[y.shape[0]-1, x.shape[0]-1], lon[y.shape[0]-1, x.shape[0]-1])" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e792ad1f", + "metadata": {}, + "outputs": [ + { + "data": { + "application/javascript": [ + "\n", + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + "\n", + " if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n", + " root._bokeh_onload_callbacks = [];\n", + " root._bokeh_is_loading = undefined;\n", + " }\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'paths': {'tabulator': 'https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator'}});\n", + " require([\"tabulator\"], function(Tabulator,) {\n", + " window.Tabulator = Tabulator;\n", + " })\n", + " }\n", + " if (((window['tabulator'] !== undefined) && (!(window['tabulator'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js', 'https://unpkg.com/moment@2.27.0/moment.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) >= 0) { on_load(); continue; }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) >= 0) { on_load(); continue; }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js\", \"https://unpkg.com/moment@2.27.0/moment.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.1.min.js\", \"https://unpkg.com/@holoviz/panel@^0.11.3/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var css_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/css/tabulator_simple.min.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/loading.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/alerts.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/card.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/markdown.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/widgets.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/json.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/dataframe.css\"];\n", + " var inline_js = [\n", + " function(Bokeh) {\n", + " inject_raw_css(\"\\n .bk.pn-loading.arcs:before {\\n background-image: url(\\\"data:image/svg+xml;base64,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\\\")\\n }\\n \");\n", + " },\n", + " function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + " function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " }\n", + "\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n", + " run_inline_js();\n", + " } else {\n", + " load_libs(css_urls, js_urls, js_modules, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "\n(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n\n if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n root._bokeh_onload_callbacks = [];\n root._bokeh_is_loading = undefined;\n }\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n\n root._bokeh_onload_callbacks.push(callback);\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0) {\n run_callbacks();\n return null;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'paths': {'tabulator': 'https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator'}});\n require([\"tabulator\"], function(Tabulator,) {\n window.Tabulator = Tabulator;\n })\n }\n if (((window['tabulator'] !== undefined) && (!(window['tabulator'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js', 'https://unpkg.com/moment@2.27.0/moment.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) >= 0) { on_load(); continue; }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) >= 0) { on_load(); continue; }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js\", \"https://unpkg.com/moment@2.27.0/moment.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.1.min.js\", \"https://unpkg.com/@holoviz/panel@^0.11.3/dist/panel.min.js\"];\n var js_modules = [];\n var css_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/css/tabulator_simple.min.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/loading.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/alerts.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/card.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/markdown.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/widgets.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/json.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/dataframe.css\"];\n var inline_js = [\n function(Bokeh) {\n inject_raw_css(\"\\n .bk.pn-loading.arcs:before {\\n background-image: url(\\\"data:image/svg+xml;base64,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\\\")\\n }\\n \");\n },\n function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\n function(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n }\n\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n run_inline_js();\n } else {\n load_libs(css_urls, js_urls, js_modules, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import os, sys\n", + "sys.path.append('lib')\n", + "from gridutils import GridUtils" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "e1915d5d", + "metadata": {}, + "outputs": [], + "source": [ + "grd = GridUtils()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "86b412bc", + "metadata": {}, + "outputs": [], + "source": [ + "grd.clearGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d1c44da9", + "metadata": {}, + "outputs": [], + "source": [ + "# Define IBCAO grid for gridtools library\n", + "grd.setGridParameters({\n", + " 'projection': {\n", + " 'name': \"Stereographic\",\n", + " 'ellps': 'WGS84',\n", + " 'lon_0': 0.0,\n", + " 'lat_0': 90.0,\n", + " 'lat_ts': 75.0,\n", + " 'dx': 5000.0,\n", + " 'dy': 5000.0,\n", + " 'dxUnits': 'meters',\n", + " 'dxUnits': 'meters'\n", + " }\n", + "})\n", + "grd.grid['x'] = (('nyp','nxp'), lon)\n", + "grd.grid['y'] = (('nyp','nxp'), lat)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "beae70fb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:  (nxp: 4645, nyp: 4645)\n",
+       "Dimensions without coordinates: nxp, nyp\n",
+       "Data variables:\n",
+       "    x        (nyp, nxp) float64 -45.0 -44.99 -44.98 -44.96 ... 135.0 135.0 135.0\n",
+       "    y        (nyp, nxp) float64 53.82 53.82 53.83 53.84 ... 53.83 53.82 53.82
" + ], + "text/plain": [ + "\n", + "Dimensions: (nxp: 4645, nyp: 4645)\n", + "Dimensions without coordinates: nxp, nyp\n", + "Data variables:\n", + " x (nyp, nxp) float64 -45.0 -44.99 -44.98 -44.96 ... 135.0 135.0 135.0\n", + " y (nyp, nxp) float64 53.82 53.82 53.83 53.84 ... 53.83 53.82 53.82" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grd.grid" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "35c6d975", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[53.81707464, 53.82437479, 53.83167367, ..., 53.83167367,\n", + " 53.82437479, 53.81707464],\n", + " [53.82437479, 53.83167681, 53.83897756, ..., 53.83897756,\n", + " 53.83167681, 53.82437479],\n", + " [53.83167367, 53.83897756, 53.84628017, ..., 53.84628017,\n", + " 53.83897756, 53.83167367],\n", + " ...,\n", + " [53.83167367, 53.83897756, 53.84628017, ..., 53.84628017,\n", + " 53.83897756, 53.83167367],\n", + " [53.82437479, 53.83167681, 53.83897756, ..., 53.83897756,\n", + " 53.83167681, 53.82437479],\n", + " [53.81707464, 53.82437479, 53.83167367, ..., 53.83167367,\n", + " 53.82437479, 53.81707464]])" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lat" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "dc40e600", + "metadata": {}, + "outputs": [], + "source": [ + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'Stereographic', \n", + " 'lon_0': 0.0,\n", + " 'lat_0': 90.0\n", + " },\n", + " 'extent': [-180, 180, 60, 90],\n", + " 'iLinewidth': 1,\n", + " 'jLinewidth': 1,\n", + " 'showGrid': True,\n", + " 'title': 'Stereographic: IBCAO',\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "e97e01a3", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "24a4476e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "07928784", + "metadata": {}, + "outputs": [], + "source": [ + "# Compute grid metrics\n", + "grd.computeGridMetrics()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "fdbacd90", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:   (nx: 4644, nxp: 4645, ny: 4644, nyp: 4645)\n",
+       "Dimensions without coordinates: nx, nxp, ny, nyp\n",
+       "Data variables:\n",
+       "    x         (nyp, nxp) float64 -45.0 -44.99 -44.98 ... 135.0 135.0 135.0\n",
+       "    y         (nyp, nxp) float64 53.82 53.82 53.83 53.84 ... 53.83 53.82 53.82\n",
+       "    dx        (nyp, nx) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n",
+       "    dy        (ny, nxp) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n",
+       "    angle_dx  (nyp, nxp) float64 0.7864 0.7864 0.7861 ... -2.355 -2.355 -2.355\n",
+       "    area      (ny, nx) float64 1.318e+06 1.318e+06 ... 1.318e+06 1.318e+06\n",
+       "Attributes:\n",
+       "    grid_version:  0.2\n",
+       "    code_version:  GridTools: 0.1\n",
+       "    history:       2021-05-06 19:42:25: created grid with GridTools library\n",
+       "    projection:    Stereographic\n",
+       "    proj:          +ellps=WGS84 +proj=stere +lat_0=90.0 +lon_0=0.0 +lat_ts=75...
" + ], + "text/plain": [ + "\n", + "Dimensions: (nx: 4644, nxp: 4645, ny: 4644, nyp: 4645)\n", + "Dimensions without coordinates: nx, nxp, ny, nyp\n", + "Data variables:\n", + " x (nyp, nxp) float64 -45.0 -44.99 -44.98 ... 135.0 135.0 135.0\n", + " y (nyp, nxp) float64 53.82 53.82 53.83 53.84 ... 53.83 53.82 53.82\n", + " dx (nyp, nx) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n", + " dy (ny, nxp) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n", + " angle_dx (nyp, nxp) float64 0.7864 0.7864 0.7861 ... -2.355 -2.355 -2.355\n", + " area (ny, nx) float64 1.318e+06 1.318e+06 ... 1.318e+06 1.318e+06\n", + "Attributes:\n", + " grid_version: 0.2\n", + " code_version: GridTools: 0.1\n", + " history: 2021-05-06 19:42:25: created grid with GridTools library\n", + " projection: Stereographic\n", + " proj: +ellps=WGS84 +proj=stere +lat_0=90.0 +lon_0=0.0 +lat_ts=75..." + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grd.grid" + ] + }, + { + "cell_type": "markdown", + "id": "05831a90", + "metadata": {}, + "source": [ + "# Part B: Use the gridtools library" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "ecf134d1", + "metadata": {}, + "outputs": [], + "source": [ + "# Clear the grid and plot parameters\n", + "grd.clearGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "7ed92f95", + "metadata": {}, + "outputs": [], + "source": [ + "# From the technical documentation, we know:\n", + "# * the center point,\n", + "# * the grid extent\n", + "# * the grid resolution\n", + "# * the projection: standard ellipse and polar projection\n", + "# * the latitude of true scale\n", + "#\n", + "# The full size of the grid is 2902500 + 2902500 meters (5805000 meters)\n", + "# North Pole: lat_0 = 90.0\n", + "# Latitude of true scale: lat_ts = 75.0\n", + "grd.setGridParameters({\n", + " 'projection': {\n", + " 'name': \"Stereographic\",\n", + " 'ellps': 'WGS84',\n", + " 'lon_0': 0.0,\n", + " 'lat_0': 90.0,\n", + " 'lat_ts': 75.0,\n", + " },\n", + " 'centerX': 0.0,\n", + " 'centerY': 90.0,\n", + " 'cneterUnits': 'degrees',\n", + " 'dx': 5805000.0,\n", + " 'dy': 5805000.0,\n", + " 'dxUnits': 'meters',\n", + " 'dyUnits': 'meters',\n", + " 'gridResolution': 2500.0,\n", + " 'gridResolutionUnits': 'meters',\n", + " 'tilt': 0.0,\n", + " 'gridMode': 2,\n", + " 'gridType': 'MOM6',\n", + " 'ensureEvenI': True,\n", + " 'ensureEvenJ': True\n", + "})" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "395c3601", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Transformation proj string(+proj=stere +lat_0=90.000000 +lat_ts=75.000000 +ellps=WGS84)\n", + "Computing center point in meters: (90.000000, 0.000000) to (0.000000, 0.000000)\n" + ] + } + ], + "source": [ + "grd.makeGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "63958f10", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:   (nx: 4644, nxp: 4645, ny: 4644, nyp: 4645)\n",
+       "Dimensions without coordinates: nx, nxp, ny, nyp\n",
+       "Data variables:\n",
+       "    x         (nyp, nxp) float64 -45.0 -44.99 -44.98 ... 135.0 135.0 135.0\n",
+       "    y         (nyp, nxp) float64 53.82 53.82 53.83 53.84 ... 53.83 53.82 53.82\n",
+       "    dx        (nyp, nx) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n",
+       "    dy        (ny, nxp) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n",
+       "    angle_dx  (nyp, nxp) float64 0.7864 0.7864 0.7861 ... -2.355 -2.355 -2.355\n",
+       "    area      (ny, nx) float64 1.318e+06 1.318e+06 ... 1.318e+06 1.318e+06\n",
+       "Attributes:\n",
+       "    grid_version:  0.2\n",
+       "    code_version:  GridTools: 0.1\n",
+       "    history:       2021-05-06 19:43:04: created grid with GridTools library\n",
+       "    projection:    Stereographic\n",
+       "    proj:          +ellps=WGS84 +proj=stere +lat_0=90.0 +lon_0=0.0 +lat_ts=75...
" + ], + "text/plain": [ + "\n", + "Dimensions: (nx: 4644, nxp: 4645, ny: 4644, nyp: 4645)\n", + "Dimensions without coordinates: nx, nxp, ny, nyp\n", + "Data variables:\n", + " x (nyp, nxp) float64 -45.0 -44.99 -44.98 ... 135.0 135.0 135.0\n", + " y (nyp, nxp) float64 53.82 53.82 53.83 53.84 ... 53.83 53.82 53.82\n", + " dx (nyp, nx) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n", + " dy (ny, nxp) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n", + " angle_dx (nyp, nxp) float64 0.7864 0.7864 0.7861 ... -2.355 -2.355 -2.355\n", + " area (ny, nx) float64 1.318e+06 1.318e+06 ... 1.318e+06 1.318e+06\n", + "Attributes:\n", + " grid_version: 0.2\n", + " code_version: GridTools: 0.1\n", + " history: 2021-05-06 19:43:04: created grid with GridTools library\n", + " projection: Stereographic\n", + " proj: +ellps=WGS84 +proj=stere +lat_0=90.0 +lon_0=0.0 +lat_ts=75..." + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grd.grid" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "f40b2227", + "metadata": {}, + "outputs": [], + "source": [ + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'Stereographic', \n", + " 'lon_0': 0.0,\n", + " 'lat_0': 90.0\n", + " },\n", + " 'extent': [-180, 180, 60, 90],\n", + " 'iLinewidth': 1,\n", + " 'jLinewidth': 1,\n", + " 'showGrid': True,\n", + " 'title': 'Stereographic: IBCAO',\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "31481dcd", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "dd4bb44f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/gridTools/mkGridsExample4a.ipynb b/gridTools/mkGridsExample4a.ipynb new file mode 100644 index 0000000..1e77d02 --- /dev/null +++ b/gridTools/mkGridsExample4a.ipynb @@ -0,0 +1,2411 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5a79220b", + "metadata": {}, + "outputs": [], + "source": [ + "# conda: xesmfTools" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "f8d18e47", + "metadata": {}, + "outputs": [], + "source": [ + "# This is the same as Example#4 except that it uses dask for\n", + "# array manipulation to keep the memory footprint down.\n", + "\n", + "# In this example, we recreate the polar sterographic IBCAO grid.\n", + "# Part A: outside the gridtools library\n", + "# Part B: using the gridtools library\n", + "# IBCAO grid details\n", + "# Cartesian grid\n", + "# dx: 2500 meters\n", + "# dy: 2500 meters\n", + "# Grid extent:\n", + "# X: -2902500 to 2902500\n", + "# Y: -2902500 to 2902500\n", + "#\n", + "# Projection\n", + "# Stereographic\n", + "# lat_0=90.0 (latitude of projection center)\n", + "# lat_ts=75.0 (latitude where scale is not distorted)\n", + "# lon_0 (not specified, at lat_0=90 it can be any value, proj defaults to 0.0)\n", + "\n", + "# For proper orientation for plotting to match the IBCAO technical manual\n", + "# please use lon_0=0.0 for a plotting parameter.\n", + "\n", + "# Example 5 is a python script that is similar to this notebook.\n", + "# Example 5a is the same example but using a slightly different earth radius." + ] + }, + { + "cell_type": "markdown", + "id": "a8386d70", + "metadata": {}, + "source": [ + "# Part A: Compute the grid ourselves" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "7f49b3ba", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import xarray as xr\n", + "import dask.array as da" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e38181b8", + "metadata": {}, + "outputs": [], + "source": [ + "# IBCAO\n", + "# Working in cartesian coordinates, all values are in meters\n", + "# NOTE: To create a true MOM6 supergrid, the cell spacing\n", + "# is half the length of a full grid cell.\n", + "dx = 2500. / 2.\n", + "dy = 2500. / 2.\n", + "x = da.arange(-2902500., 2902500. + dx, dx, dtype=np.float32, chunks = (100))\n", + "y = da.arange(-2902500., 2902500. + dy, dy, dtype=np.float32, chunks = (100))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "529848c3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "((4645,), (4645,))" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# This is the grid size\n", + "x.shape, y.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "62e5ed25", + "metadata": {}, + "outputs": [], + "source": [ + "# Create cartesian grid (y, x)\n", + "# Confirm grid points and x, y coordinates" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "02ef0f65", + "metadata": {}, + "outputs": [], + "source": [ + "yy, xx = da.meshgrid(y, x)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "983b02d1", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/cermak/miniconda3/envs/xesmfTools/lib/python3.7/site-packages/dask/array/gufunc.py:430: PerformanceWarning: Increasing number of chunks by factor of 47\n", + " func, loop_output_dims, *arginds, concatenate=True, **kwargs\n" + ] + } + ], + "source": [ + "# From the command line we can convert single points\n", + "# gdaltransform -s_srs \"+ellps=WGS84 +proj=stere +lat_0=90 +lat_ts=75\" -t_srs EPSG:4326\n", + "# The pyproj library provides for 2D array transformation of coordinates.\n", + "\n", + "from pyproj import CRS, Transformer\n", + "\n", + "PROJSTRING = \"+proj=stere +lat_0=90 +lat_ts=75 +ellps=WGS84\"\n", + "\n", + "# create the coordinate reference system\n", + "crs = CRS.from_proj4(PROJSTRING)\n", + "# create the projection from lon/lat to x/y\n", + "proj = Transformer.from_crs(crs.geodetic_crs, crs)\n", + "\n", + "# compute the lon/lat\n", + "# ORIGINAL\n", + "#lon, lat = proj.transform(yy, xx, direction='INVERSE')\n", + "\n", + "# DASK\n", + "def gufoo(yy, xx):\n", + " return proj.transform(yy, xx, direction='INVERSE')\n", + "lon, lat = da.apply_gufunc(gufoo, \"(i),(j)->(i),(j)\", yy, xx, vectorize=True, allow_rechunk=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "d47c39a8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-2902500.0 -2902500.0 53.8170746379705 -45.0\n", + "2902500.0 2902500.0 53.8170746379705 135.0\n" + ] + } + ], + "source": [ + "# Confirm we have the correct grid points and lat lon values\n", + "print(float(yy[0,0]), float(xx[0,0]), float(lat[0,0]), float(lon[0,0]))\n", + "print(float(yy[y.shape[0]-1, x.shape[0]-1]), float(xx[y.shape[0]-1, x.shape[0]-1]), float(lat[y.shape[0]-1, x.shape[0]-1]), float(lon[y.shape[0]-1, x.shape[0]-1]))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "1322b8e3", + "metadata": {}, + "outputs": [ + { + "data": { + "application/javascript": [ + "\n", + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + "\n", + " if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n", + " root._bokeh_onload_callbacks = [];\n", + " root._bokeh_is_loading = undefined;\n", + " }\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'paths': {'tabulator': 'https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator'}});\n", + " require([\"tabulator\"], function(Tabulator,) {\n", + " window.Tabulator = Tabulator;\n", + " })\n", + " }\n", + " if (((window['tabulator'] !== undefined) && (!(window['tabulator'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js', 'https://unpkg.com/moment@2.27.0/moment.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) >= 0) { on_load(); continue; }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) >= 0) { on_load(); continue; }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js\", \"https://unpkg.com/moment@2.27.0/moment.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.1.min.js\", \"https://unpkg.com/@holoviz/panel@^0.11.3/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var css_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/css/tabulator_simple.min.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/loading.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/alerts.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/card.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/markdown.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/widgets.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/json.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/dataframe.css\"];\n", + " var inline_js = [\n", + " function(Bokeh) {\n", + " inject_raw_css(\"\\n .bk.pn-loading.arcs:before {\\n background-image: url(\\\"data:image/svg+xml;base64,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\\\")\\n }\\n \");\n", + " },\n", + " function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + " function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " }\n", + "\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n", + " run_inline_js();\n", + " } else {\n", + " load_libs(css_urls, js_urls, js_modules, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "\n(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n\n if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n root._bokeh_onload_callbacks = [];\n root._bokeh_is_loading = undefined;\n }\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n\n root._bokeh_onload_callbacks.push(callback);\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0) {\n run_callbacks();\n return null;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length;\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'paths': {'tabulator': 'https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator'}});\n require([\"tabulator\"], function(Tabulator,) {\n window.Tabulator = Tabulator;\n })\n }\n if (((window['tabulator'] !== undefined) && (!(window['tabulator'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js', 'https://unpkg.com/moment@2.27.0/moment.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) >= 0) { on_load(); continue; }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) >= 0) { on_load(); continue; }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/js/tabulator.js\", \"https://unpkg.com/moment@2.27.0/moment.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.3.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.3.1.min.js\", \"https://unpkg.com/@holoviz/panel@^0.11.3/dist/panel.min.js\"];\n var js_modules = [];\n var css_urls = [\"https://unpkg.com/tabulator-tables@4.9.3/dist/css/tabulator_simple.min.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/loading.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/alerts.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/card.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/markdown.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/widgets.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/json.css\", \"https://unpkg.com/@holoviz/panel@0.11.3/dist/css/dataframe.css\"];\n var inline_js = [\n function(Bokeh) {\n inject_raw_css(\"\\n .bk.pn-loading.arcs:before {\\n background-image: url(\\\"data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIiBzdHlsZT0ibWFyZ2luOiBhdXRvOyBiYWNrZ3JvdW5kOiBub25lOyBkaXNwbGF5OiBibG9jazsgc2hhcGUtcmVuZGVyaW5nOiBhdXRvOyIgdmlld0JveD0iMCAwIDEwMCAxMDAiIHByZXNlcnZlQXNwZWN0UmF0aW89InhNaWRZTWlkIj4gIDxjaXJjbGUgY3g9IjUwIiBjeT0iNTAiIHI9IjMyIiBzdHJva2Utd2lkdGg9IjgiIHN0cm9rZT0iI2MzYzNjMyIgc3Ryb2tlLWRhc2hhcnJheT0iNTAuMjY1NDgyNDU3NDM2NjkgNTAuMjY1NDgyNDU3NDM2NjkiIGZpbGw9Im5vbmUiIHN0cm9rZS1saW5lY2FwPSJyb3VuZCI+ICAgIDxhbmltYXRlVHJhbnNmb3JtIGF0dHJpYnV0ZU5hbWU9InRyYW5zZm9ybSIgdHlwZT0icm90YXRlIiByZXBlYXRDb3VudD0iaW5kZWZpbml0ZSIgZHVyPSIxcyIga2V5VGltZXM9IjA7MSIgdmFsdWVzPSIwIDUwIDUwOzM2MCA1MCA1MCI+PC9hbmltYXRlVHJhbnNmb3JtPiAgPC9jaXJjbGU+PC9zdmc+\\\")\\n }\\n \");\n },\n function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\n function(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n }\n\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n run_inline_js();\n } else {\n load_libs(css_urls, js_urls, js_modules, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import os, sys\n", + "sys.path.append('lib')\n", + "from gridutils import GridUtils" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "1553605d", + "metadata": {}, + "outputs": [], + "source": [ + "grd = GridUtils()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "cbca6471", + "metadata": {}, + "outputs": [], + "source": [ + "grd.clearGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "c7db59aa", + "metadata": {}, + "outputs": [], + "source": [ + "# Define IBCAO grid for gridtools library\n", + "grd.setGridParameters({\n", + " 'projection': {\n", + " 'name': \"Stereographic\",\n", + " 'ellps': 'WGS84',\n", + " 'lon_0': 0.0,\n", + " 'lat_0': 90.0,\n", + " 'lat_ts': 75.0,\n", + " 'dx': 5000.0,\n", + " 'dy': 5000.0,\n", + " 'dxUnits': 'meters',\n", + " 'dxUnits': 'meters'\n", + " }\n", + "})\n", + "grd.grid['x'] = (('nyp','nxp'), lon)\n", + "grd.grid['y'] = (('nyp','nxp'), lat)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "b2cdb2f1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:  (nxp: 4645, nyp: 4645)\n",
+       "Dimensions without coordinates: nxp, nyp\n",
+       "Data variables:\n",
+       "    x        (nyp, nxp) float64 dask.array<chunksize=(100, 4645), meta=np.ndarray>\n",
+       "    y        (nyp, nxp) float64 dask.array<chunksize=(100, 4645), meta=np.ndarray>
" + ], + "text/plain": [ + "\n", + "Dimensions: (nxp: 4645, nyp: 4645)\n", + "Dimensions without coordinates: nxp, nyp\n", + "Data variables:\n", + " x (nyp, nxp) float64 dask.array\n", + " y (nyp, nxp) float64 dask.array" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grd.grid" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "af79378f", + "metadata": {}, + "outputs": [], + "source": [ + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'Stereographic', \n", + " 'lon_0': 0.0,\n", + " 'lat_0': 90.0\n", + " },\n", + " 'extent': [-180, 180, 60, 90],\n", + " 'iLinewidth': 1,\n", + " 'jLinewidth': 1,\n", + " 'showGrid': True,\n", + " 'title': 'Stereographic: IBCAO',\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "4e07dee8", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "27035a1e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "d942bceb", + "metadata": {}, + "outputs": [], + "source": [ + "# Compute grid metrics\n", + "grd.computeGridMetrics()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "d4b35292", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:   (nx: 4644, nxp: 4645, ny: 4644, nyp: 4645)\n",
+       "Dimensions without coordinates: nx, nxp, ny, nyp\n",
+       "Data variables:\n",
+       "    x         (nyp, nxp) float64 dask.array<chunksize=(100, 4645), meta=np.ndarray>\n",
+       "    y         (nyp, nxp) float64 dask.array<chunksize=(100, 4645), meta=np.ndarray>\n",
+       "    dx        (nyp, nx) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n",
+       "    dy        (ny, nxp) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n",
+       "    angle_dx  (nyp, nxp) float64 0.7864 0.7864 0.7861 ... -2.355 -2.355 -2.355\n",
+       "    area      (ny, nx) float64 1.318e+06 1.318e+06 ... 1.318e+06 1.318e+06\n",
+       "Attributes:\n",
+       "    grid_version:  0.2\n",
+       "    code_version:  GridTools: 0.1\n",
+       "    history:       2021-05-06 19:58:34: created grid with GridTools library\n",
+       "    projection:    Stereographic\n",
+       "    proj:          +ellps=WGS84 +proj=stere +lat_0=90.0 +lon_0=0.0 +lat_ts=75...
" + ], + "text/plain": [ + "\n", + "Dimensions: (nx: 4644, nxp: 4645, ny: 4644, nyp: 4645)\n", + "Dimensions without coordinates: nx, nxp, ny, nyp\n", + "Data variables:\n", + " x (nyp, nxp) float64 dask.array\n", + " y (nyp, nxp) float64 dask.array\n", + " dx (nyp, nx) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n", + " dy (ny, nxp) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n", + " angle_dx (nyp, nxp) float64 0.7864 0.7864 0.7861 ... -2.355 -2.355 -2.355\n", + " area (ny, nx) float64 1.318e+06 1.318e+06 ... 1.318e+06 1.318e+06\n", + "Attributes:\n", + " grid_version: 0.2\n", + " code_version: GridTools: 0.1\n", + " history: 2021-05-06 19:58:34: created grid with GridTools library\n", + " projection: Stereographic\n", + " proj: +ellps=WGS84 +proj=stere +lat_0=90.0 +lon_0=0.0 +lat_ts=75..." + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grd.grid" + ] + }, + { + "cell_type": "markdown", + "id": "b8843600", + "metadata": {}, + "source": [ + "# Part B: Use the gridtools library" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "39aa5cda", + "metadata": {}, + "outputs": [], + "source": [ + "# Clear the grid and plot parameters\n", + "grd.clearGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "e864c77d", + "metadata": {}, + "outputs": [], + "source": [ + "# From the technical documentation, we know:\n", + "# * the center point,\n", + "# * the grid extent\n", + "# * the grid resolution\n", + "# * the projection: standard ellipse and polar projection\n", + "# * the latitude of true scale\n", + "#\n", + "# The full size of the grid is 2902500 + 2902500 meters (5805000 meters)\n", + "# North Pole: lat_0 = 90.0\n", + "# Latitude of true scale: lat_ts = 75.0\n", + "grd.setGridParameters({\n", + " 'projection': {\n", + " 'name': \"Stereographic\",\n", + " 'ellps': 'WGS84',\n", + " 'lon_0': 0.0,\n", + " 'lat_0': 90.0,\n", + " 'lat_ts': 75.0,\n", + " },\n", + " 'centerX': 0.0,\n", + " 'centerY': 90.0,\n", + " 'cneterUnits': 'degrees',\n", + " 'dx': 5805000.0,\n", + " 'dy': 5805000.0,\n", + " 'dxUnits': 'meters',\n", + " 'dyUnits': 'meters',\n", + " 'gridResolution': 2500.0,\n", + " 'gridResolutionUnits': 'meters',\n", + " 'tilt': 0.0,\n", + " 'gridMode': 2,\n", + " 'gridType': 'MOM6',\n", + " 'ensureEvenI': True,\n", + " 'ensureEvenJ': True\n", + "})" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "b0d9a488", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Transformation proj string(+proj=stere +lat_0=90.000000 +lat_ts=75.000000 +ellps=WGS84)\n", + "Computing center point in meters: (90.000000, 0.000000) to (0.000000, 0.000000)\n" + ] + } + ], + "source": [ + "grd.makeGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "a8d6abac", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
<xarray.Dataset>\n",
+       "Dimensions:   (nx: 4644, nxp: 4645, ny: 4644, nyp: 4645)\n",
+       "Dimensions without coordinates: nx, nxp, ny, nyp\n",
+       "Data variables:\n",
+       "    x         (nyp, nxp) float64 -45.0 -44.99 -44.98 ... 135.0 135.0 135.0\n",
+       "    y         (nyp, nxp) float64 53.82 53.82 53.83 53.84 ... 53.83 53.82 53.82\n",
+       "    dx        (nyp, nx) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n",
+       "    dy        (ny, nxp) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n",
+       "    angle_dx  (nyp, nxp) float64 0.7864 0.7864 0.7861 ... -2.355 -2.355 -2.355\n",
+       "    area      (ny, nx) float64 1.318e+06 1.318e+06 ... 1.318e+06 1.318e+06\n",
+       "Attributes:\n",
+       "    grid_version:  0.2\n",
+       "    code_version:  GridTools: 0.1\n",
+       "    history:       2021-05-06 20:01:39: created grid with GridTools library\n",
+       "    projection:    Stereographic\n",
+       "    proj:          +ellps=WGS84 +proj=stere +lat_0=90.0 +lon_0=0.0 +lat_ts=75...
" + ], + "text/plain": [ + "\n", + "Dimensions: (nx: 4644, nxp: 4645, ny: 4644, nyp: 4645)\n", + "Dimensions without coordinates: nx, nxp, ny, nyp\n", + "Data variables:\n", + " x (nyp, nxp) float64 -45.0 -44.99 -44.98 ... 135.0 135.0 135.0\n", + " y (nyp, nxp) float64 53.82 53.82 53.83 53.84 ... 53.83 53.82 53.82\n", + " dx (nyp, nx) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n", + " dy (ny, nxp) float64 1.148e+03 1.148e+03 ... 1.148e+03 1.148e+03\n", + " angle_dx (nyp, nxp) float64 0.7864 0.7864 0.7861 ... -2.355 -2.355 -2.355\n", + " area (ny, nx) float64 1.318e+06 1.318e+06 ... 1.318e+06 1.318e+06\n", + "Attributes:\n", + " grid_version: 0.2\n", + " code_version: GridTools: 0.1\n", + " history: 2021-05-06 20:01:39: created grid with GridTools library\n", + " projection: Stereographic\n", + " proj: +ellps=WGS84 +proj=stere +lat_0=90.0 +lon_0=0.0 +lat_ts=75..." + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grd.grid" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "95d58018", + "metadata": {}, + "outputs": [], + "source": [ + "grd.setPlotParameters(\n", + " {\n", + " 'figsize': (8,8),\n", + " 'projection': {\n", + " 'name': 'Stereographic', \n", + " 'lon_0': 0.0,\n", + " 'lat_0': 90.0\n", + " },\n", + " 'extent': [-180, 180, 60, 90],\n", + " 'iLinewidth': 1,\n", + " 'jLinewidth': 1,\n", + " 'showGrid': True,\n", + " 'title': 'Stereographic: IBCAO',\n", + " 'iColor': 'k',\n", + " 'jColor': 'k'\n", + " }\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "7fbe32aa", + "metadata": {}, + "outputs": [], + "source": [ + "(figure, axes) = grd.plotGrid()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "33eb857d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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\n", + "text/plain": [ + "
" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "figure" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/gridTools/mkGridsExample5.py b/gridTools/mkGridsExample5.py new file mode 100644 index 0000000..07018fc --- /dev/null +++ b/gridTools/mkGridsExample5.py @@ -0,0 +1,95 @@ +#!/usr/bin/env python + +# This is the same as Example4 but in a python script instead of +# a notebook + +import numpy as np +import xarray as xr + +# IBCAO +# Working in cartesian coordinates, all values are in meters +# NOTE: To create a true MOM6 supergrid, the cell spacing +# is half the length of a full grid cell. +dx = 2500. / 2. +dy = 2500. / 2. +x = np.arange(-2902500., 2902500. + dx, dx, dtype=np.float32) +y = np.arange(-2902500., 2902500. + dy, dy, dtype=np.float32) + +yy, xx = np.meshgrid(y, x) + +from pyproj import CRS, Transformer + +PROJSTRING = "+ellps=WGS84 +proj=stere +lat_0=90 +lat_ts=75" + +# create the coordinate reference system +crs = CRS.from_proj4(PROJSTRING) +# create the projection from lon/lat to x/y +proj = Transformer.from_crs(crs.geodetic_crs, crs) + +# compute the lon/lat +lon, lat = proj.transform(yy, xx, direction='INVERSE') + +# Confirm we have the correct grid points and lat lon values +print(yy[0,0], xx[0,0], lat[0,0], lon[0,0]) +print(yy[y.shape[0]-1, x.shape[0]-1], xx[y.shape[0]-1, x.shape[0]-1], lat[y.shape[0]-1, x.shape[0]-1], lon[y.shape[0]-1, x.shape[0]-1]) + +import os, sys +sys.path.append('lib') +from gridutils import GridUtils + +grd = GridUtils() + +grd.clearGrid() + +# Define IBCAO grid for gridtools library +grd.setGridParameters({ + 'projection': { + 'name': "Stereographic", + 'ellps': 'WGS84', + 'lon_0': 0.0, + 'lat_0': 90.0, + 'lat_ts': 75.0, + }, + 'centerX': 0.0, + 'centerY': 90.0, + 'cneterUnits': 'degrees', + 'dx': 5805000.0, + 'dy': 5805000.0, + 'dxUnits': 'meters', + 'dyUnits': 'meters', + 'gridResolution': 2500.0, + 'gridResolutionUnits': 'meters', + 'tilt': 0.0, + 'gridMode': 2, + 'gridType': 'MOM6', + 'ensureEvenI': True, + 'ensureEvenJ': True +}) + +grd.grid['x'] = (('nyp','nxp'), lon) +grd.grid['y'] = (('nyp','nxp'), lat) + +grd.setPlotParameters( + { + 'figsize': (8,8), + 'projection': { + 'name': 'Stereographic', + 'lon_0': 0.0, + 'lat_0': 90.0 + }, + 'extent': [-180, 180, 60, 90], + 'iLinewidth': 1.0, + 'jLinewidth': 1.0, + 'showGrid': True, + 'title': 'Stereographic: IBCAO', + 'iColor': 'k', + 'jColor': 'k' + } +) + +grd.computeGridMetrics() + +(figure, axes) = grd.plotGrid() +figure.savefig('configs/test/IBCAO_Example5_script.jpg') + +print(grd.grid) diff --git a/gridTools/mkGridsExample5a.py b/gridTools/mkGridsExample5a.py new file mode 100644 index 0000000..6871e69 --- /dev/null +++ b/gridTools/mkGridsExample5a.py @@ -0,0 +1,100 @@ +#!/usr/bin/env python + +# This is the same as Example4 but in a python script instead of +# a notebook. This example uses a slightly different default +# radius. + +import numpy as np +import xarray as xr + +# IBCAO +# Working in cartesian coordinates, all values are in meters +# NOTE: To create a true MOM6 supergrid, the cell spacing +# is half the length of a full grid cell. +dx = 2500. / 2. +dy = 2500. / 2. +x = np.arange(-2902500., 2902500. + dx, dx, dtype=np.float32) +y = np.arange(-2902500., 2902500. + dy, dy, dtype=np.float32) + +yy, xx = np.meshgrid(y, x) + +# From the command line we can convert single points +# gdaltransform -s_srs "+proj=stere +lat_0=90 +lat_ts=75" -t_srs EPSG:4326 +# The pyproj library provides for 2D array transformation of coordinates. + +from pyproj import CRS, Transformer + +PROJSTRING = "+ellps=WGS84 +proj=stere +lat_0=90 +lat_ts=75 +R=6378000" + +# create the coordinate reference system +crs = CRS.from_proj4(PROJSTRING) +# create the projection from lon/lat to x/y +proj = Transformer.from_crs(crs.geodetic_crs, crs) + +# compute the lon/lat +lon, lat = proj.transform(yy, xx, direction='INVERSE') + +# Confirm we have the correct grid points and lat lon values +print(yy[0,0], xx[0,0], lat[0,0], lon[0,0]) +print(yy[y.shape[0]-1, x.shape[0]-1], xx[y.shape[0]-1, x.shape[0]-1], lat[y.shape[0]-1, x.shape[0]-1], lon[y.shape[0]-1, x.shape[0]-1]) + +import os, sys +sys.path.append('lib') +from gridutils import GridUtils + +grd = GridUtils() + +grd.clearGrid() + +# Define IBCAO grid for gridtools library +grd.setGridParameters({ + 'projection': { + 'name': "Stereographic", + 'ellps': 'WGS84', + 'R': 6378000.0, + 'lon_0': 0.0, + 'lat_0': 90.0, + 'lat_ts': 75.0, + }, + 'centerX': 0.0, + 'centerY': 90.0, + 'cneterUnits': 'degrees', + 'dx': 5805000.0, + 'dy': 5805000.0, + 'dxUnits': 'meters', + 'dyUnits': 'meters', + 'gridResolution': 2500.0, + 'gridResolutionUnits': 'meters', + 'tilt': 0.0, + 'gridMode': 2, + 'gridType': 'MOM6', + 'ensureEvenI': True, + 'ensureEvenJ': True +}) +grd.grid['x'] = (('nyp','nxp'), lon) +grd.grid['y'] = (('nyp','nxp'), lat) + +grd.setPlotParameters( + { + 'figsize': (8,8), + 'projection': { + 'name': 'Stereographic', + 'lon_0': 0.0, + 'lat_0': 90.0 + }, + 'extent': [-180, 180, 60, 90], + 'iLinewidth': 1.0, + 'jLinewidth': 1.0, + 'showGrid': True, + 'title': 'Stereographic: IBCAO', + 'iColor': 'k', + 'jColor': 'k' + } +) + +grd.computeGridMetrics() + +(figure, axes) = grd.plotGrid() +figure.savefig('configs/test/IBCAO_Example5a_script.jpg') + +print(grd.grid) diff --git a/gridTools/mkGridsExample6.py b/gridTools/mkGridsExample6.py new file mode 100644 index 0000000..d39b160 --- /dev/null +++ b/gridTools/mkGridsExample6.py @@ -0,0 +1,63 @@ +#!/usr/bin/env python + +# mini IBCAO +# Creates a grid of 20x20 with a +# supergrid of 41x41 + +import os, sys +sys.path.append('lib') +from gridutils import GridUtils + +grd = GridUtils() +grd.clearGrid() + +# Define IBCAO grid for gridtools library +grd.setGridParameters({ + 'projection': { + 'name': "Stereographic", + 'ellps': 'WGS84', + 'lon_0': 0.0, + 'lat_0': 90.0, + 'lat_ts': 75.0, + }, + 'centerX': 0.0, + 'centerY': 90.0, + 'cneterUnits': 'degrees', + 'dx': 5805000.0, + 'dy': 5805000.0, + 'dxUnits': 'meters', + 'dyUnits': 'meters', + 'gridResolution': 290250.0, + 'gridResolutionUnits': 'meters', + 'tilt': 0.0, + 'gridMode': 2, + 'gridType': 'MOM6', + 'ensureEvenI': True, + 'ensureEvenJ': True +}) + +grd.makeGrid() + +grd.setPlotParameters( + { + 'figsize': (8,8), + 'projection': { + 'name': 'Stereographic', + 'lon_0': 0.0, + 'lat_0': 90.0 + }, + 'extent': [-180, 180, 60, 90], + 'iLinewidth': 1.0, + 'jLinewidth': 1.0, + 'showGrid': False, + 'showGridCells': True, + 'title': 'Stereographic: mini IBCAO', + 'iColor': 'k', + 'jColor': 'k' + } +) + +(figure, axes) = grd.plotGrid() +figure.savefig('configs/test/IBCAO_Example6_script.jpg') + +print(grd.grid) diff --git a/gridTools/mkGridsShowLoggers.py b/gridTools/mkGridsShowLoggers.py new file mode 100644 index 0000000..5e1033d --- /dev/null +++ b/gridTools/mkGridsShowLoggers.py @@ -0,0 +1,5 @@ +import logging, sys +sys.path.append('lib') +from gridutils import GridUtils +grd = GridUtils() +grd.showLoggers() diff --git a/panelserverextension.py b/panelserverextension.py new file mode 100644 index 0000000..202f205 --- /dev/null +++ b/panelserverextension.py @@ -0,0 +1,5 @@ +from subprocess import Popen + +def load_jupyter_server_extension(nbapp): + """serve the application with bokeh server""" + Popen(["panel", "serve", "gridTools/mkMapInteractive.ipynb", "--allow-websocket-origin=*"]) diff --git a/postBuild b/postBuild new file mode 100644 index 0000000..0440e49 --- /dev/null +++ b/postBuild @@ -0,0 +1,25 @@ +#!/bin/bash +# enable nbserverproxy +jupyter serverextension enable --sys-prefix nbserverproxy +# install the panel server extension so that +# panel launches at startup +mv panelserverextension.py ${NB_PYTHON_PREFIX}/lib/python*/site-packages/ +# enable panel extension +jupyter serverextension enable --sys-prefix panelserverextension +# Load auxillary packages required for the grid toolset +# See README.md for workaround details +export LIBROOT="/home/jovyan/gridTools/lib" +# Binder uses "notebook" as the loaded conda environment +# Paths are setup already +# conda activate notebook +export OPWD=`pwd` +# datashader +git clone https://github.com/holoviz/datashader.git +cd datashader +pip install -e . +# numpypi +cd ${OPWD} +git clone https://github.com/adcroft/numpypi.git +cd numpypi +cp numpypi_series.py ignore_this.py ${LIBROOT} +cd ${OPWD} diff --git a/shortcuts.jupyterlab-settings b/shortcuts.jupyterlab-settings new file mode 100644 index 0000000..d22a25c --- /dev/null +++ b/shortcuts.jupyterlab-settings @@ -0,0 +1,18 @@ +{ + "shortcuts": [ + { + "command": "notebook:move-cell-up", + "keys": [ + "Ctrl Shift ArrowUp" + ], + "selector": ".jp-Notebook:focus" + }, + { + "command": "notebook:move-cell-down", + "keys": [ + "Ctrl Shift ArrowDown" + ], + "selector": ".jp-Notebook:focus" + }, + ] +} \ No newline at end of file