MBtesting2.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "import xarray as xr\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "from matplotlib import pyplot as plt\n",
    "from datetime import datetime\n",
    "\n",
    "import glob\n",
    "import dask\n",
    "import warnings\n",
    "import cartopy\n",
    "import pickle\n",
    "\n",
    "from sklearn.ensemble import GradientBoostingRegressor\n",
    "from sklearn.model_selection import train_test_split\n",
    "from sklearn.metrics import r2_score\n",
    "from sklearn.metrics import mean_squared_error\n",
    "from sklearn.metrics import mean_absolute_error\n",
    "\n",
    "import sys\n",
    "sys.path.insert(0, \"/user/work/eh19374/LPDM-emulation-trees_TESTING/\")\n",
    "from trees_emulator.load_data import *\n",
    "from trees_emulator.training import *\n",
    "from trees_emulator.predicting import *\n",
    "from trees_emulator.marco_functions import *\n",
    "\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The autoreload extension is already loaded. To reload it, use:\n",
      "  %reload_ext autoreload\n"
     ]
    }
   ],
   "source": [
    "# run this so loaded functions/packages get automatically updated if you edit\n",
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Loading Datasets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Loading Meteorology data from /group/chemistry/acrg/met_archive/NAME/EUROPE_met/EUROPE_Met_10magl_*201[4-5]*.nc\n",
      "Loading footprint data from /group/chemistry/acrg/LPDM/fp_NAME/EUROPE/MHD-10magl_UKV_EUROPE_*201[4-5]*.nc\n",
      "Cutting data to size\n",
      "Loading extra meteorology from /group/chemistry/acrg/met_archive/NAME/full_extra_vars/EUROPE*201[4-5]*.nc and extracting gradients\n",
      "temp_grad.values =  17520\n",
      "temp_grad.time =  17520\n",
      "metsize =  14\n",
      "Extracting wind vectors\n",
      "All data loaded\n",
      "Loading Meteorology data from /group/chemistry/acrg/met_archive/NAME/EUROPE_met/EUROPE_Met_10magl_*2016*.nc\n",
      "Loading footprint data from /group/chemistry/acrg/LPDM/fp_NAME/EUROPE/MHD-10magl_UKV_EUROPE_*2016*.nc\n",
      "Cutting data to size\n",
      "Loading extra meteorology from /group/chemistry/acrg/met_archive/NAME/full_extra_vars/EUROPE*2016*.nc and extracting gradients\n",
      "temp_grad.values =  8784\n",
      "temp_grad.time =  8784\n",
      "metsize =  14\n",
      "Extracting wind vectors\n",
      "All data loaded\n",
      "Loading Meteorology data from /group/chemistry/acrg/met_archive/NAME/EUROPE_met/EUROPE_Met_10magl_*2016*.nc\n",
      "Loading footprint data from /group/chemistry/acrg/LPDM/fp_NAME/EUROPE/MHD-10magl_UKV_EUROPE_*2016*.nc\n",
      "Cutting data to size\n",
      "Loading extra meteorology from /group/chemistry/acrg/met_archive/NAME/full_extra_vars/EUROPE*2016*.nc and extracting gradients\n",
      "temp_grad.values =  8784\n",
      "temp_grad.time =  8784\n",
      "metsize =  18\n",
      "Extracting wind vectors\n",
      "All data loaded\n",
      "Loading Meteorology data from /group/chemistry/acrg/met_archive/NAME/EUROPE_met/EUROPE_Met_10magl_*2016*.nc\n",
      "Loading footprint data from /group/chemistry/acrg/LPDM/fp_NAME/EUROPE/MHD-10magl_UKV_EUROPE_*2016*.nc\n",
      "Cutting data to size\n",
      "Loading extra meteorology from /group/chemistry/acrg/met_archive/NAME/full_extra_vars/EUROPE*2016*.nc and extracting gradients\n",
      "temp_grad.values =  8784\n",
      "temp_grad.time =  8784\n",
      "metsize =  22\n",
      "Extracting wind vectors\n",
      "All data loaded\n",
      "Loading Meteorology data from /group/chemistry/acrg/met_archive/NAME/EUROPE_met/EUROPE_Met_10magl_*2016*.nc\n",
      "Loading footprint data from /group/chemistry/acrg/LPDM/fp_NAME/EUROPE/MHD-10magl_UKV_EUROPE_*2016*.nc\n",
      "Cutting data to size\n",
      "Loading extra meteorology from /group/chemistry/acrg/met_archive/NAME/full_extra_vars/EUROPE*2016*.nc and extracting gradients\n",
      "temp_grad.values =  8784\n",
      "temp_grad.time =  8784\n",
      "metsize =  30\n",
      "Extracting wind vectors\n",
      "All data loaded\n",
      "Loading Meteorology data from /group/chemistry/acrg/met_archive/NAME/EUROPE_met/EUROPE_Met_10magl_*2016*.nc\n",
      "Loading footprint data from /group/chemistry/acrg/LPDM/fp_NAME/EUROPE/MHD-10magl_UKV_EUROPE_*2016*.nc\n",
      "Cutting data to size\n",
      "Loading extra meteorology from /group/chemistry/acrg/met_archive/NAME/full_extra_vars/EUROPE*2016*.nc and extracting gradients\n",
      "temp_grad.values =  8784\n",
      "temp_grad.time =  8784\n",
      "metsize =  16\n",
      "Extracting wind vectors\n",
      "All data loaded\n",
      "Loading Meteorology data from /group/chemistry/acrg/met_archive/NAME/EUROPE_met/EUROPE_Met_10magl_*2016*.nc\n",
      "Loading footprint data from /group/chemistry/acrg/LPDM/fp_NAME/EUROPE/MHD-10magl_UKV_EUROPE_*2016*.nc\n",
      "Cutting data to size\n",
      "Loading extra meteorology from /group/chemistry/acrg/met_archive/NAME/full_extra_vars/EUROPE*2016*.nc and extracting gradients\n",
      "temp_grad.values =  8784\n",
      "temp_grad.time =  8784\n",
      "metsize =  26\n",
      "Extracting wind vectors\n",
      "All data loaded\n"
     ]
    }
   ],
   "source": [
    "# load the data for a particular site\n",
    "site = \"MHD\"\n",
    "\n",
    "domains = {\"MHD\":\"EUROPE\", \"THD\":\"USA\", \"TAC\":\"EUROPE\", \"RGL\":\"EUROPE\", \"HFD\":\"EUROPE\", \"BSD\":\"EUROPE\", \"GSN\":\"EASTASIA\"}\n",
    "heights = {\"MHD\":\"10magl\", \"THD\":\"10magl\", \"TAC\":\"185magl\", \"RGL\":\"90magl\", \"HFD\":\"100magl\", \"BSD\":\"250magl\", \"GSN\":\"10magl\"} # default heights\n",
    "\n",
    "## for UK/Ireland sites (MHD, TAC, RGL, BSD, HFD)\n",
    "met_datadir = \"/group/chemistry/acrg/met_archive/NAME/EUROPE_met/EUROPE_Met_10magl_*\"\n",
    "fp_datadir = f\"/group/chemistry/acrg/LPDM/fp_NAME/EUROPE/{site}-{heights[site]}_UKV_EUROPE_*\"\n",
    "extramet_datadir = \"/group/chemistry/acrg/met_archive/NAME/full_extra_vars/EUROPE*\"\n",
    "## for GSN (South Korea)\n",
    "# met_datadir = \"/group/chemistry/acrg/met_archive/NAME/other_met/EASTASIA_Met_*\"\n",
    "# fp_datadir = \"/group/chemistry/acrg/LPDM/fp_Elena/EASTASIA/GSN_*\"\n",
    "# extramet_datadir = \"/group/chemistry/acrg/met_archive/NAME/full_extra_vars/EASTASIA*\"\n",
    "\n",
    "## for THD (California)\n",
    "# met_datadir = \"/group/chemistry/acrg/met_archive/NAME/other_met/USA_Met_*\" # for TAC\n",
    "# fp_datadir = \"/group/chemistry/acrg/LPDM/fp_Elena/USA/THD_*\"\n",
    "# extramet_datadir = \"/group/chemistry/acrg/met_archive/NAME/full_extra_vars/USA*\"\n",
    "\n",
    "\n",
    "data_201415_coarse2 = LoadData(year=\"201[4-5]\", site=site, size=9, coarsen_factor=2, verbose=True, met_datadir=met_datadir, fp_datadir=fp_datadir, extramet_datadir=extramet_datadir)\n",
    "data_2016_coarse2 = LoadData(year=\"2016\", site=site, size=9, coarsen_factor=2, verbose=True, met_datadir=met_datadir, fp_datadir=fp_datadir, extramet_datadir=extramet_datadir)\n",
    "data_2016_coarse3 = LoadData(year=\"2016\", site=site, size=12, coarsen_factor=3, verbose=True, met_datadir=met_datadir, fp_datadir=fp_datadir, extramet_datadir=extramet_datadir)\n",
    "data_2016_coarse4 = LoadData(year=\"2016\", site=site, size=17, coarsen_factor=4, verbose=True, met_datadir=met_datadir, fp_datadir=fp_datadir, extramet_datadir=extramet_datadir)\n",
    "data_2016_coarse5 = LoadData(year=\"2016\", site=site, size=24, coarsen_factor=5, verbose=True, met_datadir=met_datadir, fp_datadir=fp_datadir, extramet_datadir=extramet_datadir)\n",
    "\n",
    "data_2016 = LoadData(year=\"2016\", site=site, verbose=True, met_datadir=met_datadir, fp_datadir=fp_datadir, extramet_datadir=extramet_datadir)\n",
    "data_2016_20 = LoadData(year=\"2016\", site=site, size=20, verbose=True, met_datadir=met_datadir, fp_datadir=fp_datadir, extramet_datadir=extramet_datadir)"
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       "  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.Dataset&gt;\n",
       "Dimensions:               (time: 8784, lon: 391, lat: 293, lev: 1, height: 20)\n",
       "Coordinates:\n",
       "  * time                  (time) datetime64[ns] 2016-01-01 ... 2016-12-31T23:...\n",
       "  * lon                   (lon) float32 -97.9 -97.55 -97.2 ... 38.68 39.03 39.38\n",
       "  * lat                   (lat) float32 10.73 10.96 11.2 ... 78.59 78.82 79.06\n",
       "  * lev                   (lev) |S1 b&#x27;F&#x27;\n",
       "  * height                (height) float32 500.0 1.5e+03 ... 1.85e+04 1.95e+04\n",
       "Data variables: (12/16)\n",
       "    fp                    (lat, lon, time) float32 dask.array&lt;chunksize=(293, 391, 744), meta=np.ndarray&gt;\n",
       "    temperature           (time) float32 dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;\n",
       "    pressure              (time) float32 dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;\n",
       "    wind_speed            (time) float32 dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;\n",
       "    wind_direction        (time) float32 dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;\n",
       "    PBLH                  (time) float32 dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;\n",
       "    ...                    ...\n",
       "    particle_locations_s  (height, lon, time) float32 dask.array&lt;chunksize=(20, 391, 744), meta=np.ndarray&gt;\n",
       "    particle_locations_w  (height, lat, time) float32 dask.array&lt;chunksize=(20, 293, 744), meta=np.ndarray&gt;\n",
       "    mean_age_particles_n  (height, lon, time) float32 dask.array&lt;chunksize=(20, 391, 744), meta=np.ndarray&gt;\n",
       "    mean_age_particles_e  (height, lat, time) float32 dask.array&lt;chunksize=(20, 293, 744), meta=np.ndarray&gt;\n",
       "    mean_age_particles_s  (height, lon, time) float32 dask.array&lt;chunksize=(20, 391, 744), meta=np.ndarray&gt;\n",
       "    mean_age_particles_w  (height, lat, time) float32 dask.array&lt;chunksize=(20, 293, 744), meta=np.ndarray&gt;\n",
       "Attributes: (12/17)\n",
       "    author:                   Met Office/University of Bristol\n",
       "    contact:                  Alistair Manning\n",
       "    file_created_by:          ag12733\n",
       "    funder:                   BEIS\n",
       "    public_acknowledgement:   Please acknowledge the Met Office/University of...\n",
       "    fp_output_units:          ppms\n",
       "    ...                       ...\n",
       "    model_version:            NAME III (version 7.2)                         ...\n",
       "    domain:                   EUROPE\n",
       "    site:                     MHD\n",
       "    inlet_height:             10magl\n",
       "    ACRG_repository_version:  v0.2.0-22-gca6dc68\n",
       "    created:                  2021-04-28 16:12:15.535541</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-42f1a945-ac0b-405f-b031-65384f8cc273' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-42f1a945-ac0b-405f-b031-65384f8cc273' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 8784</li><li><span class='xr-has-index'>lon</span>: 391</li><li><span class='xr-has-index'>lat</span>: 293</li><li><span class='xr-has-index'>lev</span>: 1</li><li><span class='xr-has-index'>height</span>: 20</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-55419aec-0ca5-48e1-b9aa-cb566840b318' class='xr-section-summary-in' type='checkbox'  checked><label for='section-55419aec-0ca5-48e1-b9aa-cb566840b318' class='xr-section-summary' >Coordinates: <span>(5)</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'>2016-01-01 ... 2016-12-31T23:00:00</div><input id='attrs-910c2d4e-e2b0-4bc8-b4e0-84b873c8d3d5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-910c2d4e-e2b0-4bc8-b4e0-84b873c8d3d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10a2e3f0-c66f-441c-a2bf-a7468839a346' class='xr-var-data-in' type='checkbox'><label for='data-10a2e3f0-c66f-441c-a2bf-a7468839a346' 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>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>label :</span></dt><dd>left</dd><dt><span>period :</span></dt><dd>1.0 hours</dd><dt><span>comment :</span></dt><dd>time stamp corresponds to the beginning of each averaging period</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2016-01-01T00:00:00.000000000&#x27;, &#x27;2016-01-01T01:00:00.000000000&#x27;,\n",
       "       &#x27;2016-01-01T02:00:00.000000000&#x27;, ..., &#x27;2016-12-31T21:00:00.000000000&#x27;,\n",
       "       &#x27;2016-12-31T22:00:00.000000000&#x27;, &#x27;2016-12-31T23:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-97.9 -97.55 -97.2 ... 39.03 39.38</div><input id='attrs-61a5cdad-d527-4f70-98ff-ed23c4bd33ac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-61a5cdad-d527-4f70-98ff-ed23c4bd33ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc9b09c1-3962-4bb7-ab87-844b3d13f493' class='xr-var-data-in' type='checkbox'><label for='data-cc9b09c1-3962-4bb7-ab87-844b3d13f493' 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></dl></div><div class='xr-var-data'><pre>array([-97.9  , -97.548, -97.196, ...,  38.676,  39.028,  39.38 ],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>10.73 10.96 11.2 ... 78.82 79.06</div><input id='attrs-63a46e31-5438-47a9-b3ab-7f9354b90ec8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-63a46e31-5438-47a9-b3ab-7f9354b90ec8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb218d38-9b45-400a-add6-25c0f83102a5' class='xr-var-data-in' type='checkbox'><label for='data-fb218d38-9b45-400a-add6-25c0f83102a5' 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></dl></div><div class='xr-var-data'><pre>array([10.729, 10.963, 11.197, ..., 78.589, 78.823, 79.057], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lev</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>|S1</div><div class='xr-var-preview xr-preview'>b&#x27;F&#x27;</div><input id='attrs-dd2db509-7a81-4d45-8162-826a189e0516' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dd2db509-7a81-4d45-8162-826a189e0516' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-796613be-4466-466c-8f20-d54b31d3fa93' class='xr-var-data-in' type='checkbox'><label for='data-796613be-4466-466c-8f20-d54b31d3fa93' 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([b&#x27;F&#x27;], dtype=&#x27;|S1&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>height</span></div><div class='xr-var-dims'>(height)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>500.0 1.5e+03 ... 1.85e+04 1.95e+04</div><input id='attrs-a1c5c706-aecc-4547-9551-317f4fd4df07' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a1c5c706-aecc-4547-9551-317f4fd4df07' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8c9ec451-de7e-4b7e-8a7a-3356ff66a7bd' class='xr-var-data-in' type='checkbox'><label for='data-8c9ec451-de7e-4b7e-8a7a-3356ff66a7bd' 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([  500.,  1500.,  2500.,  3500.,  4500.,  5500.,  6500.,  7500.,  8500.,\n",
       "        9500., 10500., 11500., 12500., 13500., 14500., 15500., 16500., 17500.,\n",
       "       18500., 19500.], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-29ed8f78-2103-4a34-80dc-78aaa8b4f6cd' class='xr-section-summary-in' type='checkbox'  ><label for='section-29ed8f78-2103-4a34-80dc-78aaa8b4f6cd' class='xr-section-summary' >Data variables: <span>(16)</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>fp</span></div><div class='xr-var-dims'>(lat, lon, time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(293, 391, 744), meta=np.ndarray&gt;</div><input id='attrs-373ed3dc-94b7-4ca7-87b4-b91eda5f283e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-373ed3dc-94b7-4ca7-87b4-b91eda5f283e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bd6abbbc-2436-4227-a02d-fd8366f88d9d' class='xr-var-data-in' type='checkbox'><label for='data-bd6abbbc-2436-4227-a02d-fd8366f88d9d' 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>(mol/mol)/(mol/m2/s)</dd><dt><span>loss_lifetime_hrs :</span></dt><dd>No loss applied</dd></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
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       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.75 GiB </td>\n",
       "                        <td> 325.15 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (293, 391, 8784) </td>\n",
       "                        <td> (293, 391, 744) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 36 Tasks </td>\n",
       "                        <td> 12 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",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;</div><input id='attrs-0e8e6834-e941-4d98-986c-913a834e38d2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0e8e6834-e941-4d98-986c-913a834e38d2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2814e4d-fa70-455e-8fbe-1c320993a8aa' class='xr-var-data-in' type='checkbox'><label for='data-b2814e4d-fa70-455e-8fbe-1c320993a8aa' 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>C</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 34.31 kiB </td>\n",
       "                        <td> 2.91 kiB </td>\n",
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       "                        <td> (744,) </td>\n",
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       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 36 Tasks </td>\n",
       "                        <td> 12 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pressure</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;</div><input id='attrs-b15ebb4e-5cc1-4d7c-bbf8-e1f682b84546' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b15ebb4e-5cc1-4d7c-bbf8-e1f682b84546' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca1a659e-27cf-4ca5-8ca0-74dee0d566d1' class='xr-var-data-in' type='checkbox'><label for='data-ca1a659e-27cf-4ca5-8ca0-74dee0d566d1' 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>hPa</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wind_speed</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;</div><input id='attrs-990cda4b-afad-43e8-b522-f41f3e68f480' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-990cda4b-afad-43e8-b522-f41f3e68f480' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39d72a53-2e9e-4ad3-8d1b-f3e6484ee15d' class='xr-var-data-in' type='checkbox'><label for='data-39d72a53-2e9e-4ad3-8d1b-f3e6484ee15d' 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>m/s</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <td> 36 Tasks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wind_direction</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;</div><input id='attrs-0461f85a-24ce-4932-b34a-0de6de40bdb8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0461f85a-24ce-4932-b34a-0de6de40bdb8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0121fafd-4104-43e4-80d9-2fb65c701985' class='xr-var-data-in' type='checkbox'><label for='data-0121fafd-4104-43e4-80d9-2fb65c701985' 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</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <th> Bytes </th>\n",
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       "                        <th> Count </th>\n",
       "                        <td> 36 Tasks </td>\n",
       "                        <td> 12 Chunks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PBLH</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;</div><input id='attrs-722219b3-20d1-46db-971e-e2c0537a84b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-722219b3-20d1-46db-971e-e2c0537a84b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-099df9f6-f9dd-4f0f-ba49-968f1e74f0a8' class='xr-var-data-in' type='checkbox'><label for='data-099df9f6-f9dd-4f0f-ba49-968f1e74f0a8' 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>m</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <th> Count </th>\n",
       "                        <td> 36 Tasks </td>\n",
       "                        <td> 12 Chunks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>release_lon</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;</div><input id='attrs-5abefe9f-10a1-4db5-bbba-5a17d9deb9b3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5abefe9f-10a1-4db5-bbba-5a17d9deb9b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea3da312-c476-440e-bbec-4e3edfbd8512' class='xr-var-data-in' type='checkbox'><label for='data-ea3da312-c476-440e-bbec-4e3edfbd8512' 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></dl></div><div class='xr-var-data'><table>\n",
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       "                        <td> (744,) </td>\n",
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       "                        <th> Count </th>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>release_lat</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(744,), meta=np.ndarray&gt;</div><input id='attrs-e3015335-b3e6-40b8-89a6-9bbdc77daffb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e3015335-b3e6-40b8-89a6-9bbdc77daffb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6eda6475-d029-42fc-b304-2fdba1c7bc1d' class='xr-var-data-in' type='checkbox'><label for='data-6eda6475-d029-42fc-b304-2fdba1c7bc1d' 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></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
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       "                        <td> 36 Tasks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
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       "    <tr>\n",
       "        <td>\n",
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       "                <thead>\n",
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       "                    <tr>\n",
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       "                        <td> 262.03 MiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
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       "                        <td> (20, 391, 744) </td>\n",
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       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 36 Tasks </td>\n",
       "                        <td> 12 Chunks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
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       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
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       "                        <th> Shape </th>\n",
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       "                        <td> (20, 391, 744) </td>\n",
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       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"24.9485979497544,14.948597949754403 144.9485979497544,14.948597949754403 144.9485979497544,46.97707956981629 24.9485979497544,46.97707956981629\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-62051743-bc08-4dea-b71b-831cf0ca90a9' class='xr-section-summary-in' type='checkbox'  ><label for='section-62051743-bc08-4dea-b71b-831cf0ca90a9' class='xr-section-summary' >Attributes: <span>(17)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>author :</span></dt><dd>Met Office/University of Bristol</dd><dt><span>contact :</span></dt><dd>Alistair Manning</dd><dt><span>file_created_by :</span></dt><dd>ag12733</dd><dt><span>funder :</span></dt><dd>BEIS</dd><dt><span>public_acknowledgement :</span></dt><dd>Please acknowledge the Met Office/University of Bristol in any publications that use these files</dd><dt><span>fp_output_units :</span></dt><dd>ppms</dd><dt><span>fp_output :</span></dt><dd>Mixing Ratio</dd><dt><span>species :</span></dt><dd>Inert</dd><dt><span>model :</span></dt><dd>NAME</dd><dt><span>met_model :</span></dt><dd>UKV</dd><dt><span>output_folder :</span></dt><dd>MixR_files</dd><dt><span>model_version :</span></dt><dd>NAME III (version 7.2)                                          </dd><dt><span>domain :</span></dt><dd>EUROPE</dd><dt><span>site :</span></dt><dd>MHD</dd><dt><span>inlet_height :</span></dt><dd>10magl</dd><dt><span>ACRG_repository_version :</span></dt><dd>v0.2.0-22-gca6dc68</dd><dt><span>created :</span></dt><dd>2021-04-28 16:12:15.535541</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:               (time: 8784, lon: 391, lat: 293, lev: 1, height: 20)\n",
       "Coordinates:\n",
       "  * time                  (time) datetime64[ns] 2016-01-01 ... 2016-12-31T23:...\n",
       "  * lon                   (lon) float32 -97.9 -97.55 -97.2 ... 38.68 39.03 39.38\n",
       "  * lat                   (lat) float32 10.73 10.96 11.2 ... 78.59 78.82 79.06\n",
       "  * lev                   (lev) |S1 b'F'\n",
       "  * height                (height) float32 500.0 1.5e+03 ... 1.85e+04 1.95e+04\n",
       "Data variables: (12/16)\n",
       "    fp                    (lat, lon, time) float32 dask.array<chunksize=(293, 391, 744), meta=np.ndarray>\n",
       "    temperature           (time) float32 dask.array<chunksize=(744,), meta=np.ndarray>\n",
       "    pressure              (time) float32 dask.array<chunksize=(744,), meta=np.ndarray>\n",
       "    wind_speed            (time) float32 dask.array<chunksize=(744,), meta=np.ndarray>\n",
       "    wind_direction        (time) float32 dask.array<chunksize=(744,), meta=np.ndarray>\n",
       "    PBLH                  (time) float32 dask.array<chunksize=(744,), meta=np.ndarray>\n",
       "    ...                    ...\n",
       "    particle_locations_s  (height, lon, time) float32 dask.array<chunksize=(20, 391, 744), meta=np.ndarray>\n",
       "    particle_locations_w  (height, lat, time) float32 dask.array<chunksize=(20, 293, 744), meta=np.ndarray>\n",
       "    mean_age_particles_n  (height, lon, time) float32 dask.array<chunksize=(20, 391, 744), meta=np.ndarray>\n",
       "    mean_age_particles_e  (height, lat, time) float32 dask.array<chunksize=(20, 293, 744), meta=np.ndarray>\n",
       "    mean_age_particles_s  (height, lon, time) float32 dask.array<chunksize=(20, 391, 744), meta=np.ndarray>\n",
       "    mean_age_particles_w  (height, lat, time) float32 dask.array<chunksize=(20, 293, 744), meta=np.ndarray>\n",
       "Attributes: (12/17)\n",
       "    author:                   Met Office/University of Bristol\n",
       "    contact:                  Alistair Manning\n",
       "    file_created_by:          ag12733\n",
       "    funder:                   BEIS\n",
       "    public_acknowledgement:   Please acknowledge the Met Office/University of...\n",
       "    fp_output_units:          ppms\n",
       "    ...                       ...\n",
       "    model_version:            NAME III (version 7.2)                         ...\n",
       "    domain:                   EUROPE\n",
       "    site:                     MHD\n",
       "    inlet_height:             10magl\n",
       "    ACRG_repository_version:  v0.2.0-22-gca6dc68\n",
       "    created:                  2021-04-28 16:12:15.535541"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data_2016.fp_data_full"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Target Region for MHD')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "## create figure and plot\n",
    "fig, ax = plt.subplots(1,1,figsize = (8,6), subplot_kw={'projection':cartopy.crs.Mercator()})\n",
    "## axis\n",
    "# set extent defines the domain to plot\n",
    "ax.set_extent([data_2016.fp_data_full.lon[0]-0.1,data_2016.fp_data_full.lon[-1]+0.1, data_2016.fp_data_full.lat[0]+0.1,data_2016.fp_data_full.lat[-1]+0.1], crs=cartopy.crs.PlateCarree())\n",
    "ax.set_xticks(data_2016.fp_data_full.lon[::50], crs=cartopy.crs.PlateCarree())\n",
    "\n",
    "lon_formatter = LongitudeFormatter(number_format='.1f', degree_symbol='', dateline_direction_label=True)\n",
    "ax.xaxis.set_major_formatter(lon_formatter)  \n",
    "ax.set_yticks(data_2016.fp_data_full.lat[::50], crs=cartopy.crs.PlateCarree())\n",
    "lat_formatter = LatitudeFormatter(number_format='.1f',  degree_symbol='',)\n",
    "ax.yaxis.set_major_formatter(lat_formatter)             \n",
    "ax.tick_params(axis='both', which='major', labelsize=12)   \n",
    "\n",
    "# marker for release point\n",
    "ax.plot(data_2016.release_lon+0, data_2016.release_lat+0, marker='o', c=\"r\", markeredgecolor = \"k\", transform=cartopy.crs.PlateCarree(), markersize=5)\n",
    "# 50 or 110\n",
    "ax.coastlines(resolution='110m', color='black', linewidth=2)\n",
    "ax.set_title('Target Region for ' + data_2016.site, fontsize=16)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Black = Original\\nWhite = 2x Coarsen')"
      ]
     },
     "execution_count": 72,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lonmesh_OG, latmesh_OG = np.meshgrid(data_2016.fp_lons, data_2016.fp_lats)\n",
    "lonmesh_2, latmesh_2 = np.meshgrid(data_2016_coarse2.fp_lons, data_2016_coarse2.fp_lats)\n",
    "lonmesh_3, latmesh_3 = np.meshgrid(data_2016_coarse3.fp_lons, data_2016_coarse3.fp_lats)\n",
    "lonmesh_4, latmesh_4 = np.meshgrid(data_2016_coarse4.fp_lons, data_2016_coarse4.fp_lats)\n",
    "\n",
    "fig, ax = plt.subplots(1,1)\n",
    "ax.pcolormesh(lonmesh_4, latmesh_4, np.zeros_like(lonmesh_4), edgecolors='orange')\n",
    "ax.pcolormesh(lonmesh_3, latmesh_3, np.zeros_like(lonmesh_3), edgecolors='blue')\n",
    "ax.pcolormesh(lonmesh_2, latmesh_2, np.zeros_like(lonmesh_2), edgecolors='white')\n",
    "ax.pcolormesh(lonmesh_OG, latmesh_OG, np.zeros_like(lonmesh_OG), edgecolors='black')\n",
    "ax.plot(data_2016.release_lon, data_2016.release_lat, 'bx')\n",
    "ax.set_title('Black = Original\\nWhite = 2x Coarsen')"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Loading original (no coarsening)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Trained model info: {'site': {'MHD'}, 'training data': '201[4-5]', 'sampling frequency': 2, 'size': 10}\n"
     ]
    }
   ],
   "source": [
    "## variables that are passed at the time of the footprint and x hours before\n",
    "vars_with_past = [data_2016.y_wind, data_2016.x_wind, data_2016.met.PBLH.values]\n",
    "## variables that are only passed at the time of the footprint\n",
    "vars_without_past = [data_2016.temp_grad, data_2016.x_wind_grad, data_2016.y_wind_grad]\n",
    "\n",
    "inputs_16_OG = get_all_inputs_v3(vars_with_past, [6], vars_without_past, size=16)\n",
    "\n",
    "# Load trained model. Info is a dict with general info about the training, clfs is a list of length size**2 with all regressors\n",
    "with open(f'/group/chemistry/acrg/ef17148/trained_tree_models/{site}.txt', 'rb') as f:\n",
    "    [info, clfs] = pickle.load(f)\n",
    "print(\"Trained model info:\", info)\n",
    "\n",
    "predictionsOG = MakePredictions(clfs, data_2016, inputs_16_OG, 6)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 2x Coarsened Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Trained model info: {'site': 'MHD', 'training data': '201[4-5]', 'sampling frequency': 2, 'size': 9}\n"
     ]
    }
   ],
   "source": [
    "coarse_predictions_2x_6h = import_coarsened_and_train('v3_MHD_1415_size9_coarsened2_hr6', data_2016_coarse2, [6], 14)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "list_of_predictions = [coarse_predictions_2x_6h, predictionsOG]\n",
    "plotting_coarsened(list_of_predictions, 500, 2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean R2 external area = 0.3519\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "R_squared_plot(coarse_predictions_2x_6h, 2, '6 only', '14/15')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x700 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "coarsened_vs_footprint(coarse_predictions_2x_6h, predictionsOG, data_2016_20, 600)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Coarsened 2x GIF "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "saving as  footprints_02-22-01-2016_06-26-01-2016.gif\n"
     ]
    }
   ],
   "source": [
    "make_footprint_gif_v2(coarse_predictions_2x_6h, predictionsOG, data_2016_20, 500, 600)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3x Coarsened Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Trained model info: {'site': 'MHD', 'training data': '201[4-5]', 'sampling frequency': 2, 'size': 12}\n"
     ]
    }
   ],
   "source": [
    "coarse_predictions_3x_6h = import_coarsened_and_train('v3_MHD_1415_size12_coarsened3_hr6', data_2016_coarse3, [6], 18)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "list_of_predictions = [coarse_predictions_3x_6h, coarse_predictions_2x_6h, predictionsOG]\n",
    "\n",
    "plotting_coarsened(list_of_predictions, 150, 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean R2 external area = 0.1815\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "R_squared_plot(coarse_predictions_3x_6h, 3, '6h only', '14/15')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 4x Coarsened Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Trained model info: {'site': 'MHD', 'training data': '201[4-5]', 'sampling frequency': 2, 'size': 17}\n"
     ]
    }
   ],
   "source": [
    "coarse_predictions_4x_6h = import_coarsened_and_train('v3_MHD_1415_size17_coarsened4_hr6', data_2016_coarse4, [6], 22)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean R2 external area = 0.0747\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "R_squared_plot(coarse_predictions_4x_6h, 4, '6h only', '14/15')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "list_of_predictions = [coarse_predictions_4x_6h, coarse_predictions_3x_6h, coarse_predictions_2x_6h, predictionsOG]\n",
    "\n",
    "plotting_coarsened(list_of_predictions, 500, 4)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 8x Testing\n",
    "- 4x timings showed little to no effect of adding additional or changing the hours back\n",
    "  - Assumed to be the error on the data is so large that the additional timings make no effect\n",
    "- Testing 8x to fill out domain\n",
    "  - still testing the timings just to be sure, 6, 12, 18, 24, 48 & 72h.\n",
    "  - 26x26 area\n",
    "\n",
    "### Next\n",
    "- Using pred_fluxes\n",
    "  - array of 1s as input in size required\n",
    "- Dice & IoU\n",
    "  - both give arrays for testing against FP data, alterations required for using with coarsened datasets\n",
    "  - Dice needs binary value set, play around"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Trained model info: {'site': 'MHD', 'training data': '201[4-5]', 'sampling frequency': 2, 'size': 24}\n",
      "Mean R2 external area = 0.0555\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "coarse_predictions_5x_6h = import_coarsened_and_train('v3_MHD_1415_size24_coarsened5_hr6', data_2016_coarse5, [6], 30)\n",
    "R_squared_plot(coarse_predictions_5x_6h, 4, '6h only', '14/15')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 8x, 16 = 0.0759"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, '5x, 4x, 3x, 2x & OG')"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "list_of_predictions = [coarse_predictions_5x_6h, coarse_predictions_4x_6h, coarse_predictions_3x_6h, coarse_predictions_2x_6h, predictionsOG]\n",
    "\n",
    "plotting_coarsened(list_of_predictions, 500, 4)\n",
    "plt.title(\"5x, 4x, 3x, 2x & OG\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "## code here for setting a threshold for binary-izing the FP and predictions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "def intersection_over_union(fps, preds, zero=-1):\n",
    "    assert (np.unique(fps) == np.array([zero,1])).all(), \"pass binary footprints, or if they arent -1/1, pass parameter zero=\"\n",
    "    assert len(np.shape(fps))<=2, \"currently this only supports flattened arrays (of shape (samples x pixels))\"\n",
    "    intersection = np.sum(np.logical_and(fps==1, preds==1, where=1), axis=-1)\n",
    "    union = np.sum(np.logical_or(fps==1, preds==1, where=1), axis=-1)\n",
    "    IoU = intersection/union\n",
    "    return IoU\n",
    "\n",
    "\n",
    "def dice_similarity(fps, preds, zero=-1):\n",
    "    assert (np.unique(fps) == np.array([zero,1])).all(), \"pass binary footprints, or if they arent -1/1, pass parameter zero=\"\n",
    "    assert len(np.shape(fps))<=2, \"currently this only supports flattened arrays (of shape (samples x pixels))\"\n",
    "    TP = np.sum(np.logical_and(fps==1, preds==1), axis=-1) \n",
    "    FP = np.sum(np.logical_and(fps==zero, preds==1), axis=-1) \n",
    "    FN = np.sum(np.logical_and(fps==1, preds==zero), axis=-1)\n",
    "    dice = 2*TP/(2*TP + FP + FN)\n",
    "    return dice"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "## inputs for above are time x flattened pixels etc."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "extramet = xr.open_mfdataset(sorted(glob.glob(extramet_datadir)), combine='by_coords')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;latitude&#x27; (latitude: 73)&gt;\n",
       "array([43.957, 44.191, 44.425, 44.659, 44.893, 45.127, 45.361, 45.595, 45.829,\n",
       "       46.063, 46.297, 46.531, 46.765, 46.999, 47.233, 47.467, 47.701, 47.935,\n",
       "       48.169, 48.403, 48.637, 48.871, 49.105, 49.339, 49.573, 49.807, 50.041,\n",
       "       50.275, 50.509, 50.743, 50.977, 51.211, 51.445, 51.679, 51.913, 52.147,\n",
       "       52.381, 52.615, 52.849, 53.083, 53.317, 53.551, 53.785, 54.019, 54.253,\n",
       "       54.487, 54.721, 54.955, 55.189, 55.423, 55.657, 55.891, 56.125, 56.593,\n",
       "       56.827, 57.061, 57.295, 57.529, 57.763, 57.997, 58.231, 58.465, 58.699,\n",
       "       58.933, 59.167, 59.401, 59.635, 59.869, 60.103, 60.337, 60.571, 60.805,\n",
       "       61.039])\n",
       "Coordinates:\n",
       "  * latitude  (latitude) float64 43.96 44.19 44.42 44.66 ... 60.57 60.8 61.04\n",
       "Attributes:\n",
       "    axis:           Y\n",
       "    units:          degrees_north\n",
       "    standard_name:  latitude</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'latitude'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 73</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-ca485ec0-b1ec-4e2c-87e2-20649aeb1a90' class='xr-array-in' type='checkbox' checked><label for='section-ca485ec0-b1ec-4e2c-87e2-20649aeb1a90' 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>43.96 44.19 44.42 44.66 44.89 45.13 ... 60.1 60.34 60.57 60.8 61.04</span></div><div class='xr-array-data'><pre>array([43.957, 44.191, 44.425, 44.659, 44.893, 45.127, 45.361, 45.595, 45.829,\n",
       "       46.063, 46.297, 46.531, 46.765, 46.999, 47.233, 47.467, 47.701, 47.935,\n",
       "       48.169, 48.403, 48.637, 48.871, 49.105, 49.339, 49.573, 49.807, 50.041,\n",
       "       50.275, 50.509, 50.743, 50.977, 51.211, 51.445, 51.679, 51.913, 52.147,\n",
       "       52.381, 52.615, 52.849, 53.083, 53.317, 53.551, 53.785, 54.019, 54.253,\n",
       "       54.487, 54.721, 54.955, 55.189, 55.423, 55.657, 55.891, 56.125, 56.593,\n",
       "       56.827, 57.061, 57.295, 57.529, 57.763, 57.997, 58.231, 58.465, 58.699,\n",
       "       58.933, 59.167, 59.401, 59.635, 59.869, 60.103, 60.337, 60.571, 60.805,\n",
       "       61.039])</pre></div></div></li><li class='xr-section-item'><input id='section-472b69b5-221d-4113-8640-91f8bf839bba' class='xr-section-summary-in' type='checkbox'  checked><label for='section-472b69b5-221d-4113-8640-91f8bf839bba' class='xr-section-summary' >Coordinates: <span>(1)</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'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>43.96 44.19 44.42 ... 60.8 61.04</div><input id='attrs-bb65a967-5009-4476-971f-3bd9237d856d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb65a967-5009-4476-971f-3bd9237d856d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b95caff6-fa1d-443c-b4bc-0dfce3bbf07e' class='xr-var-data-in' type='checkbox'><label for='data-b95caff6-fa1d-443c-b4bc-0dfce3bbf07e' 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>axis :</span></dt><dd>Y</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([43.957, 44.191, 44.425, 44.659, 44.893, 45.127, 45.361, 45.595, 45.829,\n",
       "       46.063, 46.297, 46.531, 46.765, 46.999, 47.233, 47.467, 47.701, 47.935,\n",
       "       48.169, 48.403, 48.637, 48.871, 49.105, 49.339, 49.573, 49.807, 50.041,\n",
       "       50.275, 50.509, 50.743, 50.977, 51.211, 51.445, 51.679, 51.913, 52.147,\n",
       "       52.381, 52.615, 52.849, 53.083, 53.317, 53.551, 53.785, 54.019, 54.253,\n",
       "       54.487, 54.721, 54.955, 55.189, 55.423, 55.657, 55.891, 56.125, 56.593,\n",
       "       56.827, 57.061, 57.295, 57.529, 57.763, 57.997, 58.231, 58.465, 58.699,\n",
       "       58.933, 59.167, 59.401, 59.635, 59.869, 60.103, 60.337, 60.571, 60.805,\n",
       "       61.039])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f245e285-d5e0-4033-ae99-db5af7f7c7b7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f245e285-d5e0-4033-ae99-db5af7f7c7b7' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Y</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'latitude' (latitude: 73)>\n",
       "array([43.957, 44.191, 44.425, 44.659, 44.893, 45.127, 45.361, 45.595, 45.829,\n",
       "       46.063, 46.297, 46.531, 46.765, 46.999, 47.233, 47.467, 47.701, 47.935,\n",
       "       48.169, 48.403, 48.637, 48.871, 49.105, 49.339, 49.573, 49.807, 50.041,\n",
       "       50.275, 50.509, 50.743, 50.977, 51.211, 51.445, 51.679, 51.913, 52.147,\n",
       "       52.381, 52.615, 52.849, 53.083, 53.317, 53.551, 53.785, 54.019, 54.253,\n",
       "       54.487, 54.721, 54.955, 55.189, 55.423, 55.657, 55.891, 56.125, 56.593,\n",
       "       56.827, 57.061, 57.295, 57.529, 57.763, 57.997, 58.231, 58.465, 58.699,\n",
       "       58.933, 59.167, 59.401, 59.635, 59.869, 60.103, 60.337, 60.571, 60.805,\n",
       "       61.039])\n",
       "Coordinates:\n",
       "  * latitude  (latitude) float64 43.96 44.19 44.42 44.66 ... 60.57 60.8 61.04\n",
       "Attributes:\n",
       "    axis:           Y\n",
       "    units:          degrees_north\n",
       "    standard_name:  latitude"
      ]
     },
     "execution_count": 28,
     "metadata": {},
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   "source": [
    "extramet.latitude"
   ]
  },
  {
   "cell_type": "code",
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       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
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       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
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       "\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",
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       "\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",
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       "\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",
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       "\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",
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       "\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",
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       "\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;longitude&#x27; (longitude: 91)&gt;\n",
       "array([-20.46 , -20.108, -19.756, -19.404, -19.052, -18.7  , -18.348, -17.996,\n",
       "       -17.644, -17.292, -16.94 , -16.588, -16.236, -15.884, -15.532, -15.18 ,\n",
       "       -14.828, -14.476, -14.124, -13.772, -13.42 , -13.068, -12.716, -12.364,\n",
       "       -12.012, -11.66 , -11.308, -10.956, -10.604, -10.252,  -9.9  ,  -9.548,\n",
       "        -9.196,  -8.844,  -8.492,  -8.14 ,  -7.788,  -7.436,  -7.084,  -6.732,\n",
       "        -6.38 ,  -6.028,  -5.676,  -5.324,  -4.972,  -4.62 ,  -4.268,  -3.916,\n",
       "        -3.564,  -3.212,  -2.86 ,  -2.508,  -2.156,  -1.804,  -1.452,  -1.1  ,\n",
       "        -0.748,  -0.396,  -0.044,   0.308,   0.66 ,   1.012,   1.364,   1.716,\n",
       "         2.068,   2.42 ,   2.772,   3.124,   3.476,   3.828,   4.18 ,   4.532,\n",
       "         4.884,   5.236,   5.588,   5.94 ,   6.292,   6.644,   6.996,   7.348,\n",
       "         7.7  ,   8.052,   8.404,   8.756,   9.108,   9.46 ,   9.812,  10.164,\n",
       "        10.516,  10.868,  11.22 ])\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float64 -20.46 -20.11 -19.76 ... 10.52 10.87 11.22\n",
       "Attributes:\n",
       "    axis:           X\n",
       "    units:          degrees_east\n",
       "    standard_name:  longitude</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'longitude'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>longitude</span>: 91</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-ffc6a950-33ab-4d82-9a94-c50c5e80d6a0' class='xr-array-in' type='checkbox' checked><label for='section-ffc6a950-33ab-4d82-9a94-c50c5e80d6a0' 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>-20.46 -20.11 -19.76 -19.4 -19.05 ... 9.812 10.16 10.52 10.87 11.22</span></div><div class='xr-array-data'><pre>array([-20.46 , -20.108, -19.756, -19.404, -19.052, -18.7  , -18.348, -17.996,\n",
       "       -17.644, -17.292, -16.94 , -16.588, -16.236, -15.884, -15.532, -15.18 ,\n",
       "       -14.828, -14.476, -14.124, -13.772, -13.42 , -13.068, -12.716, -12.364,\n",
       "       -12.012, -11.66 , -11.308, -10.956, -10.604, -10.252,  -9.9  ,  -9.548,\n",
       "        -9.196,  -8.844,  -8.492,  -8.14 ,  -7.788,  -7.436,  -7.084,  -6.732,\n",
       "        -6.38 ,  -6.028,  -5.676,  -5.324,  -4.972,  -4.62 ,  -4.268,  -3.916,\n",
       "        -3.564,  -3.212,  -2.86 ,  -2.508,  -2.156,  -1.804,  -1.452,  -1.1  ,\n",
       "        -0.748,  -0.396,  -0.044,   0.308,   0.66 ,   1.012,   1.364,   1.716,\n",
       "         2.068,   2.42 ,   2.772,   3.124,   3.476,   3.828,   4.18 ,   4.532,\n",
       "         4.884,   5.236,   5.588,   5.94 ,   6.292,   6.644,   6.996,   7.348,\n",
       "         7.7  ,   8.052,   8.404,   8.756,   9.108,   9.46 ,   9.812,  10.164,\n",
       "        10.516,  10.868,  11.22 ])</pre></div></div></li><li class='xr-section-item'><input id='section-1a22d5a3-50b7-420d-be24-6f1ecef170db' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1a22d5a3-50b7-420d-be24-6f1ecef170db' class='xr-section-summary' >Coordinates: <span>(1)</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'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-20.46 -20.11 ... 10.87 11.22</div><input id='attrs-a1869c6d-4914-4c74-9af9-dc1ac15457e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a1869c6d-4914-4c74-9af9-dc1ac15457e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7dc7d3d8-d970-4617-9040-40dfab67a2b6' class='xr-var-data-in' type='checkbox'><label for='data-7dc7d3d8-d970-4617-9040-40dfab67a2b6' 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>axis :</span></dt><dd>X</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([-20.46 , -20.108, -19.756, -19.404, -19.052, -18.7  , -18.348, -17.996,\n",
       "       -17.644, -17.292, -16.94 , -16.588, -16.236, -15.884, -15.532, -15.18 ,\n",
       "       -14.828, -14.476, -14.124, -13.772, -13.42 , -13.068, -12.716, -12.364,\n",
       "       -12.012, -11.66 , -11.308, -10.956, -10.604, -10.252,  -9.9  ,  -9.548,\n",
       "        -9.196,  -8.844,  -8.492,  -8.14 ,  -7.788,  -7.436,  -7.084,  -6.732,\n",
       "        -6.38 ,  -6.028,  -5.676,  -5.324,  -4.972,  -4.62 ,  -4.268,  -3.916,\n",
       "        -3.564,  -3.212,  -2.86 ,  -2.508,  -2.156,  -1.804,  -1.452,  -1.1  ,\n",
       "        -0.748,  -0.396,  -0.044,   0.308,   0.66 ,   1.012,   1.364,   1.716,\n",
       "         2.068,   2.42 ,   2.772,   3.124,   3.476,   3.828,   4.18 ,   4.532,\n",
       "         4.884,   5.236,   5.588,   5.94 ,   6.292,   6.644,   6.996,   7.348,\n",
       "         7.7  ,   8.052,   8.404,   8.756,   9.108,   9.46 ,   9.812,  10.164,\n",
       "        10.516,  10.868,  11.22 ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-dc5d6abf-ab79-41b4-bc24-bac0cca71caa' class='xr-section-summary-in' type='checkbox'  checked><label for='section-dc5d6abf-ab79-41b4-bc24-bac0cca71caa' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>X</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'longitude' (longitude: 91)>\n",
       "array([-20.46 , -20.108, -19.756, -19.404, -19.052, -18.7  , -18.348, -17.996,\n",
       "       -17.644, -17.292, -16.94 , -16.588, -16.236, -15.884, -15.532, -15.18 ,\n",
       "       -14.828, -14.476, -14.124, -13.772, -13.42 , -13.068, -12.716, -12.364,\n",
       "       -12.012, -11.66 , -11.308, -10.956, -10.604, -10.252,  -9.9  ,  -9.548,\n",
       "        -9.196,  -8.844,  -8.492,  -8.14 ,  -7.788,  -7.436,  -7.084,  -6.732,\n",
       "        -6.38 ,  -6.028,  -5.676,  -5.324,  -4.972,  -4.62 ,  -4.268,  -3.916,\n",
       "        -3.564,  -3.212,  -2.86 ,  -2.508,  -2.156,  -1.804,  -1.452,  -1.1  ,\n",
       "        -0.748,  -0.396,  -0.044,   0.308,   0.66 ,   1.012,   1.364,   1.716,\n",
       "         2.068,   2.42 ,   2.772,   3.124,   3.476,   3.828,   4.18 ,   4.532,\n",
       "         4.884,   5.236,   5.588,   5.94 ,   6.292,   6.644,   6.996,   7.348,\n",
       "         7.7  ,   8.052,   8.404,   8.756,   9.108,   9.46 ,   9.812,  10.164,\n",
       "        10.516,  10.868,  11.22 ])\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float64 -20.46 -20.11 -19.76 ... 10.52 10.87 11.22\n",
       "Attributes:\n",
       "    axis:           X\n",
       "    units:          degrees_east\n",
       "    standard_name:  longitude"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "extramet.longitude"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "metadata": {},
   "outputs": [],
   "source": [
    "def test_find_center_indexes(grid_size, border_width):\n",
    "    center_indexes = find_center_indexes(grid_size, border_width)\n",
    "\n",
    "    # Create a 2D array with all values set to 1\n",
    "    data = np.ones(grid_size**2)\n",
    "\n",
    "    # Set the values at the center_indexes to 0\n",
    "    data[center_indexes] = 0\n",
    "\n",
    "    data = np.reshape(data, (grid_size,grid_size))\n",
    "    # Create a colormesh plot of the data\n",
    "    plt.figure()\n",
    "    plt.imshow(data, cmap=\"gray\", origin='lower')\n",
    "    plt.colorbar()\n",
    "    plt.title(\"Center Indexes\")\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "test_find_center_indexes(9,2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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": "3.8.13"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}