scratch_linear_trends.ipynb

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 "cells": [
  {
   "cell_type": "code",
   "execution_count": 102,
   "id": "77a13939",
   "metadata": {},
   "outputs": [],
   "source": [
    "import glob, os, sys\n",
    "import math\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import xarray as xr\n",
    "import scipy.interpolate\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "from icenet2.model.models import linear_trend_forecast\n",
    "from icenet2.data.sic.mask import Masks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "id": "c3f9b358",
   "metadata": {},
   "outputs": [],
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    "land_mask = Masks().get_land_mask()\n",
    "ds = xr.open_mfdataset([\n",
    "    \"data/osisaf/north/siconca/2010.nc\",\n",
    "    \"data/osisaf/north/siconca/2011.nc\",\n",
    "    \"data/osisaf/north/siconca/2012.nc\",\n",
    "    \"data/osisaf/north/siconca/2013.nc\"\n",
    "], parallel=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 171,
   "id": "0c6a3940",
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   "source": [
    "size, timesteps = 100, 3\n",
    "x, y, dt = 100, 200, pd.to_datetime(\"2014-12-3\")\n",
    "xdx = slice(x, x + size)\n",
    "ydx = slice(y, y + size)\n",
    "#da = ds.isel(xc=xdx, yc=ydx, time=slice(idx, idx+timesteps)).to_array().isel(variable=0)\n",
    "da = ds.isel(xc=xdx, yc=ydx).sel(time=[\n",
    "    pd.to_datetime(\"{}-{}-{}\".format(yr, dt.strftime(\"%m\"), dt.strftime(\"%d\"))) \n",
    "    for yr in range(2010, int(dt.strftime(\"%Y\")))\n",
    "]).to_array().isel(variable=0)\n",
    "land_mask = land_mask[xdx, ydx]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 172,
   "id": "b56736e6",
   "metadata": {},
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       "  <polygon points=\"29.490517237793064,19.490517237793064 149.49051723779306,19.490517237793064 149.49051723779306,139.49051723779306 29.490517237793064,139.49051723779306\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"89.490517\" y=\"159.490517\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >100</text>\n",
       "  <text x=\"169.490517\" y=\"79.490517\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,169.490517,79.490517)\">100</text>\n",
       "  <text x=\"9.745259\" y=\"149.745259\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,9.745259,149.745259)\">4</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-85befbc0-3f73-4ca4-a581-242644822bbe' class='xr-section-summary-in' type='checkbox'  checked><label for='section-85befbc0-3f73-4ca4-a581-242644822bbe' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2010-12-03 ... 2013-12-03</div><input id='attrs-08e390c2-1b56-455e-907a-c86bc6ac90a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-08e390c2-1b56-455e-907a-c86bc6ac90a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39ad4408-ad83-4ac6-9c2d-974e834cb10c' class='xr-var-data-in' type='checkbox'><label for='data-39ad4408-ad83-4ac6-9c2d-974e834cb10c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2010-12-03T00:00:00.000000000&#x27;, &#x27;2011-12-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-03T00:00:00.000000000&#x27;, &#x27;2013-12-03T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(yc, xc)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(100, 100), meta=np.ndarray&gt;</div><input id='attrs-ceb4eefd-dc86-4298-96fb-b571ccaaf5f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ceb4eefd-dc86-4298-96fb-b571ccaaf5f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-50c17e74-e474-498b-be86-ab565573ae21' class='xr-var-data-in' type='checkbox'><label for='data-50c17e74-e474-498b-be86-ab565573ae21' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>longitude coordinate</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 39.06 kiB </td>\n",
       "                        <td> 39.06 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (100, 100) </td>\n",
       "                        <td> (100, 100) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 16 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"120\" x2=\"120\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,120.0 0.0,120.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >100</text>\n",
       "  <text x=\"140.000000\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,60.000000)\">100</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>xc</span></div><div class='xr-var-dims'>(xc)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-2.888e+03 -2.862e+03 ... -412.5</div><input id='attrs-2e65c76b-a125-4cbe-b6c2-92c56f244748' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2e65c76b-a125-4cbe-b6c2-92c56f244748' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-092de2bd-600b-4b6f-b07f-076d23c5812d' class='xr-var-data-in' type='checkbox'><label for='data-092de2bd-600b-4b6f-b07f-076d23c5812d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>km</dd><dt><span>long_name :</span></dt><dd>x coordinate of projection (eastings)</dd><dt><span>standard_name :</span></dt><dd>projection_x_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([-2887.5, -2862.5, -2837.5, -2812.5, -2787.5, -2762.5, -2737.5, -2712.5,\n",
       "       -2687.5, -2662.5, -2637.5, -2612.5, -2587.5, -2562.5, -2537.5, -2512.5,\n",
       "       -2487.5, -2462.5, -2437.5, -2412.5, -2387.5, -2362.5, -2337.5, -2312.5,\n",
       "       -2287.5, -2262.5, -2237.5, -2212.5, -2187.5, -2162.5, -2137.5, -2112.5,\n",
       "       -2087.5, -2062.5, -2037.5, -2012.5, -1987.5, -1962.5, -1937.5, -1912.5,\n",
       "       -1887.5, -1862.5, -1837.5, -1812.5, -1787.5, -1762.5, -1737.5, -1712.5,\n",
       "       -1687.5, -1662.5, -1637.5, -1612.5, -1587.5, -1562.5, -1537.5, -1512.5,\n",
       "       -1487.5, -1462.5, -1437.5, -1412.5, -1387.5, -1362.5, -1337.5, -1312.5,\n",
       "       -1287.5, -1262.5, -1237.5, -1212.5, -1187.5, -1162.5, -1137.5, -1112.5,\n",
       "       -1087.5, -1062.5, -1037.5, -1012.5,  -987.5,  -962.5,  -937.5,  -912.5,\n",
       "        -887.5,  -862.5,  -837.5,  -812.5,  -787.5,  -762.5,  -737.5,  -712.5,\n",
       "        -687.5,  -662.5,  -637.5,  -612.5,  -587.5,  -562.5,  -537.5,  -512.5,\n",
       "        -487.5,  -462.5,  -437.5,  -412.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>yc</span></div><div class='xr-var-dims'>(yc)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>387.5 362.5 ... -2.088e+03</div><input id='attrs-d5e0879c-843f-48b4-817b-b923c6741d79' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d5e0879c-843f-48b4-817b-b923c6741d79' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db4074b9-cb6d-41d4-a144-c1f0d1cff35c' class='xr-var-data-in' type='checkbox'><label for='data-db4074b9-cb6d-41d4-a144-c1f0d1cff35c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>km</dd><dt><span>long_name :</span></dt><dd>y coordinate of projection (northings)</dd><dt><span>standard_name :</span></dt><dd>projection_y_coordinate</dd></dl></div><div class='xr-var-data'><pre>array([  387.5,   362.5,   337.5,   312.5,   287.5,   262.5,   237.5,   212.5,\n",
       "         187.5,   162.5,   137.5,   112.5,    87.5,    62.5,    37.5,    12.5,\n",
       "         -12.5,   -37.5,   -62.5,   -87.5,  -112.5,  -137.5,  -162.5,  -187.5,\n",
       "        -212.5,  -237.5,  -262.5,  -287.5,  -312.5,  -337.5,  -362.5,  -387.5,\n",
       "        -412.5,  -437.5,  -462.5,  -487.5,  -512.5,  -537.5,  -562.5,  -587.5,\n",
       "        -612.5,  -637.5,  -662.5,  -687.5,  -712.5,  -737.5,  -762.5,  -787.5,\n",
       "        -812.5,  -837.5,  -862.5,  -887.5,  -912.5,  -937.5,  -962.5,  -987.5,\n",
       "       -1012.5, -1037.5, -1062.5, -1087.5, -1112.5, -1137.5, -1162.5, -1187.5,\n",
       "       -1212.5, -1237.5, -1262.5, -1287.5, -1312.5, -1337.5, -1362.5, -1387.5,\n",
       "       -1412.5, -1437.5, -1462.5, -1487.5, -1512.5, -1537.5, -1562.5, -1587.5,\n",
       "       -1612.5, -1637.5, -1662.5, -1687.5, -1712.5, -1737.5, -1762.5, -1787.5,\n",
       "       -1812.5, -1837.5, -1862.5, -1887.5, -1912.5, -1937.5, -1962.5, -1987.5,\n",
       "       -2012.5, -2037.5, -2062.5, -2087.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(yc, xc)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(100, 100), meta=np.ndarray&gt;</div><input id='attrs-621009fb-33d2-45c3-98d0-7468fb32a9da' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-621009fb-33d2-45c3-98d0-7468fb32a9da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8c26adfb-69f1-437f-af66-ae22a58cda60' class='xr-var-data-in' type='checkbox'><label for='data-8c26adfb-69f1-437f-af66-ae22a58cda60' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>long_name :</span></dt><dd>latitude coordinate</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 39.06 kiB </td>\n",
       "                        <td> 39.06 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (100, 100) </td>\n",
       "                        <td> (100, 100) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 16 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"120\" x2=\"120\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,120.0 0.0,120.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >100</text>\n",
       "  <text x=\"140.000000\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,60.000000)\">100</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>variable</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;ice_conc&#x27;</div><input id='attrs-62112800-b457-4378-8d6a-e73d4f74d2b7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-62112800-b457-4378-8d6a-e73d4f74d2b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-82d7e935-7ff2-4d2a-bb60-62fa19cdd68f' class='xr-var-data-in' type='checkbox'><label for='data-82d7e935-7ff2-4d2a-bb60-62fa19cdd68f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;ice_conc&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-763224d1-59c5-460a-a0ad-2473b002f649' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-763224d1-59c5-460a-a0ad-2473b002f649' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 4, yc: 100, xc: 100)>\n",
       "dask.array<getitem, shape=(4, 100, 100), dtype=float64, chunksize=(1, 100, 100), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * time      (time) datetime64[ns] 2010-12-03 2011-12-03 2012-12-03 2013-12-03\n",
       "    lon       (yc, xc) float32 dask.array<chunksize=(100, 100), meta=np.ndarray>\n",
       "  * xc        (xc) float64 -2.888e+03 -2.862e+03 -2.838e+03 ... -437.5 -412.5\n",
       "  * yc        (yc) float64 387.5 362.5 337.5 ... -2.062e+03 -2.088e+03\n",
       "    lat       (yc, xc) float32 dask.array<chunksize=(100, 100), meta=np.ndarray>\n",
       "    variable  <U8 'ice_conc'"
      ]
     },
     "execution_count": 172,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#da.values = np.array([\n",
    "#    [[0.0, 0.9],[0.2, 0.5]],\n",
    "#    [[0.3, 0.7],[0.2, 0.4]],\n",
    "#    [[0.6, 0.5],[0.3, 0.5]],\n",
    "#])\n",
    "da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 173,
   "id": "c46005c7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x7f32a98ce4f0>"
      ]
     },
     "execution_count": 173,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x432 with 7 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(round(len(da.time.values) / 3 + 0.5), 3, figsize=(12, round(len(da.time.values) / 3 + 0.5) * 3))\n",
    "for i, dt in enumerate(da.time.values):\n",
    "    im = ax[int(np.floor(i / 3))][i % 3].imshow(da.sel(time=dt), vmin=0., vmax=1.)#, levels=10)\n",
    "\n",
    "plt.subplots_adjust(bottom=0.1, right=0.8, top=0.9)\n",
    "cax = plt.axes([0.85, 0.1, 0.075, 0.8])\n",
    "plt.colorbar(im, cax=cax)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 174,
   "id": "a010705d",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
       "  --xr-background-color: var(--jp-layout-color0, white);\n",
       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
       "}\n",
       "\n",
       "html[theme=dark],\n",
       "body[data-theme=dark],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;time&#x27; (time: 4)&gt;\n",
       "array([&#x27;2010-12-03T00:00:00.000000000&#x27;, &#x27;2011-12-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-03T00:00:00.000000000&#x27;, &#x27;2013-12-03T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)\n",
       "Coordinates:\n",
       "  * time      (time) datetime64[ns] 2010-12-03 2011-12-03 2012-12-03 2013-12-03\n",
       "    variable  &lt;U8 &#x27;ice_conc&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'time'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 4</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-48f8ed6e-aebe-4bb5-bb1a-e6b8a33d469a' class='xr-array-in' type='checkbox' checked><label for='section-48f8ed6e-aebe-4bb5-bb1a-e6b8a33d469a' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>2010-12-03 2011-12-03 2012-12-03 2013-12-03</span></div><div class='xr-array-data'><pre>array([&#x27;2010-12-03T00:00:00.000000000&#x27;, &#x27;2011-12-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-03T00:00:00.000000000&#x27;, &#x27;2013-12-03T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></div></li><li class='xr-section-item'><input id='section-9b6c9b64-78de-4be0-800b-7a2115100e04' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9b6c9b64-78de-4be0-800b-7a2115100e04' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2010-12-03 ... 2013-12-03</div><input id='attrs-39a11e2b-0843-43b3-bcf3-3b955479d0dc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-39a11e2b-0843-43b3-bcf3-3b955479d0dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e65a0b8-51ba-48b8-8e2e-b9b812239c95' class='xr-var-data-in' type='checkbox'><label for='data-0e65a0b8-51ba-48b8-8e2e-b9b812239c95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2010-12-03T00:00:00.000000000&#x27;, &#x27;2011-12-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-03T00:00:00.000000000&#x27;, &#x27;2013-12-03T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>variable</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;ice_conc&#x27;</div><input id='attrs-8bb4b5db-996f-4a4c-9a15-eb4483e281e8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8bb4b5db-996f-4a4c-9a15-eb4483e281e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02d8385b-1826-4795-ab8b-758f1d4f2199' class='xr-var-data-in' type='checkbox'><label for='data-02d8385b-1826-4795-ab8b-758f1d4f2199' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;ice_conc&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-840d5478-c278-4a5e-9b19-c5a28831f704' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-840d5478-c278-4a5e-9b19-c5a28831f704' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'time' (time: 4)>\n",
       "array(['2010-12-03T00:00:00.000000000', '2011-12-03T00:00:00.000000000',\n",
       "       '2012-12-03T00:00:00.000000000', '2013-12-03T00:00:00.000000000'],\n",
       "      dtype='datetime64[ns]')\n",
       "Coordinates:\n",
       "  * time      (time) datetime64[ns] 2010-12-03 2011-12-03 2012-12-03 2013-12-03\n",
       "    variable  <U8 'ice_conc'"
      ]
     },
     "execution_count": 174,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da.time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "42f66ec2",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 175,
   "id": "81a31a59",
   "metadata": {},
   "outputs": [],
   "source": [
    "#da.where(da.time < pd.to_datetime(\"2012-05-01\"), drop=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 176,
   "id": "ff07ce16",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0 1 2 3]\n",
      "[[0. 0. 0. ... 0. 0. 0.]\n",
      " [0. 0. 0. ... 0. 0. 0.]\n",
      " [0. 0. 0. ... 0. 0. 0.]\n",
      " [0. 0. 0. ... 0. 0. 0.]]\n",
      "[[0 1]\n",
      " [1 1]\n",
      " [2 1]\n",
      " [3 1]]\n",
      "[[0. 0. 0. ... 0. 0. 0.]\n",
      " [0. 0. 0. ... 0. 0. 0.]]\n",
      "[[0.      0.      0.      ... 0.99585 0.9944  0.99195]\n",
      " [0.      0.      0.      ... 0.9955  0.9927  0.98705]\n",
      " [0.      0.      0.      ... 0.99295 0.9897  0.98485]\n",
      " ...\n",
      " [0.      0.      0.      ... 0.      0.      0.     ]\n",
      " [0.      0.      0.      ... 0.      0.      0.     ]\n",
      " [0.      0.      0.      ... 0.      0.      0.     ]]\n"
     ]
    }
   ],
   "source": [
    "def data_selector(da,\n",
    "                  processing_date,\n",
    "                  missing_dates=tuple()):\n",
    "    target_date = pd.to_datetime(processing_date)\n",
    "\n",
    "    date_da = da[(da.time['time.month'] == target_date.month) &\n",
    "             (da.time['time.day'] == target_date.day) &\n",
    "             (da.time <= target_date) &\n",
    "             ~da.time.isin(missing_dates)].\\\n",
    "    isel(time=slice(0, 35))\n",
    "    #date_da = da.where((da.time <= target_date) & ~da.time.isin(missing_dates), drop=True)\n",
    "    return date_da.compute()\n",
    "\n",
    "output_map = linear_trend_forecast(\n",
    "                    data_selector, dt, da, land_mask,\n",
    "                    missing_dates=(),\n",
    "                    shape=da.values.shape[-2:])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 177,
   "id": "022ccf14",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(0.0, 1.0)"
      ]
     },
     "execution_count": 177,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "output_map.min(), output_map.max()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 178,
   "id": "e9157544",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x7f32a9747340>"
      ]
     },
     "execution_count": 178,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "cm = ax.imshow(output_map, vmin=0., vmax=1.)\n",
    "plt.colorbar(cm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 179,
   "id": "e5dbceb3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x7f32a95c7640>"
      ]
     },
     "execution_count": 179,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x432 with 7 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(round(len(da.time.values) / 3 + 0.5), 3, figsize=(12, round(len(da.time.values) / 3 + 0.5) * 3))\n",
    "for i, dt in enumerate(da.time.values):\n",
    "    im = ax[int(np.floor(i / 3))][i % 3].imshow(output_map - da.sel(time=dt), vmin=0., vmax=1.)#, levels=10)\n",
    "\n",
    "plt.subplots_adjust(bottom=0.1, right=0.8, top=0.9)\n",
    "cax = plt.axes([0.85, 0.1, 0.075, 0.8])\n",
    "plt.colorbar(im, cax=cax)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 180,
   "id": "8c1d28b6",
   "metadata": {},
   "outputs": [],
   "source": [
    "count = output_map[output_map > 0].shape[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 181,
   "id": "ff358146",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array([0.01528384, 0.02869619, 0.04491578, 0.06456644, 0.08889582,\n",
       "        0.12039925, 0.16968185, 0.29039301, 0.46631316, 1.        ]),\n",
       " array([0.5 , 0.55, 0.6 , 0.65, 0.7 , 0.75, 0.8 , 0.85, 0.9 , 0.95, 1.  ]),\n",
       " <BarContainer object of 10 artists>)"
      ]
     },
     "execution_count": 181,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots()\n",
    "ax.hist(output_map[output_map > 0], bins=np.linspace(0.5, 1.0, 11), density=True, cumulative=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "22ab7145",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 182,
   "id": "b63e19c3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x432 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(round(len(da.time.values) / 3 + 0.5), 3, figsize=(12, round(len(da.time.values) / 3 + 0.5) * 3))\n",
    "for i, dt in enumerate(da.time.values):\n",
    "    sic_vals = da.sel(time=dt).values\n",
    "    ax = axs[int(np.floor(i / 3))][i % 3]\n",
    "    ax.hist(sic_vals[sic_vals > 0], bins=np.linspace(0.5, 1.0, 11), density=True, cumulative=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "ed8cf230",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.8.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}