{
 "cells": [
  {
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   "metadata": {},
   "source": [
    "# Grid Index Ordering\n",
    "\n",
    "Cell indices in ICON global grids are ordered in a specific manner which simplifies a bunch of operations an which is interesting to know about. Here, we'll look at a few aspects of this particular ordering."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import matplotlib.pylab as plt\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We'll start using a relatively coarse (R02B03) grid in order to make the plots less crowded and our live easier."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:                         (cell: 5120, nv: 3, vertex: 2562, ne: 6, edge: 7680, no: 4, nc: 2, max_stored_decompositions: 4, two_grf: 2, cell_grf: 14, max_chdom: 1, edge_grf: 24, vert_grf: 13)\n",
       "Coordinates:\n",
       "    clon                            (cell) float64 1.274 1.34 ... 1.437 1.329\n",
       "    clat                            (cell) float64 0.9184 0.9398 ... -0.8052\n",
       "    vlon                            (vertex) float64 1.274 1.213 ... 1.274 1.325\n",
       "    vlat                            (vertex) float64 0.9625 0.8955 ... -0.7609\n",
       "    elon                            (edge) float64 1.306 1.242 ... 1.407 1.354\n",
       "    elat                            (edge) float64 0.9292 0.9292 ... -0.7939\n",
       "Dimensions without coordinates: cell, nv, vertex, ne, edge, no, nc, max_stored_decompositions, two_grf, cell_grf, max_chdom, edge_grf, vert_grf\n",
       "Data variables: (12/91)\n",
       "    clon_vertices                   (cell, nv) float64 1.274 1.213 ... 1.325\n",
       "    clat_vertices                   (cell, nv) float64 0.9625 0.8955 ... -0.7609\n",
       "    vlon_vertices                   (vertex, ne) float64 9.969e+36 ... 9.969e+36\n",
       "    vlat_vertices                   (vertex, ne) float64 9.969e+36 ... 9.969e+36\n",
       "    elon_vertices                   (edge, no) float64 1.335 1.34 ... 1.385\n",
       "    elat_vertices                   (edge, no) float64 0.8955 0.9398 ... -0.8265\n",
       "    ...                              ...\n",
       "    edge_dual_normal_cartesian_x    (edge) float64 -0.2769 -0.6793 ... 0.6559\n",
       "    edge_dual_normal_cartesian_y    (edge) float64 0.8043 -0.512 ... 0.4705\n",
       "    edge_dual_normal_cartesian_z    (edge) float64 -0.5257 0.5257 ... 0.5902\n",
       "    cell_circumcenter_cartesian_x   (cell) float64 0.1775 0.1351 ... 0.1662\n",
       "    cell_circumcenter_cartesian_y   (cell) float64 0.5805 0.5743 ... 0.6727\n",
       "    cell_circumcenter_cartesian_z   (cell) float64 0.7947 0.8074 ... -0.721\n",
       "Attributes: (12/43)\n",
       "    title:                    ICON grid description\n",
       "    institution:              Max Planck Institute for Meteorology/Deutscher ...\n",
       "    source:                   git@git.mpimet.mpg.de:GridGenerator.git\n",
       "    revision:                 2cdf99bec403902989148ebb4bd38c218a64a1b3\n",
       "    date:                     20190405 at 141502\n",
       "    user_name:                Rene Redler (m300083)\n",
       "    ...                       ...\n",
       "    topography:               modified SRTM30\n",
       "    symmetry:                 along equator\n",
       "    subcentre:                1\n",
       "    number_of_grid_used:      30\n",
       "    ICON_grid_file_uri:       http://icon-downloads.mpimet.mpg.de/grids/publi...\n",
       "    NCO:                      netCDF Operators version 4.7.5 (Homepage = http...</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-31c31e85-f61d-4017-a26c-4ec52b95e6e7' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-31c31e85-f61d-4017-a26c-4ec52b95e6e7' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>cell</span>: 5120</li><li><span>nv</span>: 3</li><li><span>vertex</span>: 2562</li><li><span>ne</span>: 6</li><li><span>edge</span>: 7680</li><li><span>no</span>: 4</li><li><span>nc</span>: 2</li><li><span>max_stored_decompositions</span>: 4</li><li><span>two_grf</span>: 2</li><li><span>cell_grf</span>: 14</li><li><span>max_chdom</span>: 1</li><li><span>edge_grf</span>: 24</li><li><span>vert_grf</span>: 13</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2578fcf0-8fc1-42fc-b3b8-4b224284b1f5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2578fcf0-8fc1-42fc-b3b8-4b224284b1f5' 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>clon</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00848fad-f0c7-4557-ac0e-71bdf363c993' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00848fad-f0c7-4557-ac0e-71bdf363c993' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ea961fe-84b8-4f56-895c-5fe132a3f54a' class='xr-var-data-in' type='checkbox'><label for='data-3ea961fe-84b8-4f56-895c-5fe132a3f54a' 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>center longitude</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>standard_name :</span></dt><dd>grid_longitude</dd><dt><span>bounds :</span></dt><dd>clon_vertices</dd></dl></div><div class='xr-var-data'><pre>array([1.27409 , 1.339784, 1.208396, ..., 1.37425 , 1.436983, 1.328586])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>clat</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3fc2a11e-0d5a-4bea-9e59-70a4fa8b08f6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3fc2a11e-0d5a-4bea-9e59-70a4fa8b08f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75588ef1-6691-4dc2-bcb4-479a047b19e0' class='xr-var-data-in' type='checkbox'><label for='data-75588ef1-6691-4dc2-bcb4-479a047b19e0' 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>center latitude</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>standard_name :</span></dt><dd>grid_latitude</dd><dt><span>bounds :</span></dt><dd>clat_vertices</dd></dl></div><div class='xr-var-data'><pre>array([ 0.918432,  0.93978 ,  0.93978 , ..., -0.734887, -0.79992 , -0.805211])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vlon</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3b56faef-95e7-48f6-9e9e-a92b087a0cab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3b56faef-95e7-48f6-9e9e-a92b087a0cab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-210eaaa4-de2a-45cb-8aa4-baa47b3f9f8a' class='xr-var-data-in' type='checkbox'><label for='data-210eaaa4-de2a-45cb-8aa4-baa47b3f9f8a' 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>vertex longitude</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>standard_name :</span></dt><dd>grid_longitude</dd><dt><span>bounds :</span></dt><dd>vlon_vertices</dd></dl></div><div class='xr-var-data'><pre>array([1.27409 , 1.213028, 1.335153, ..., 1.222891, 1.27409 , 1.32529 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vlat</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-58eb34b1-3e7c-4f2a-a257-8a1218b1cd61' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-58eb34b1-3e7c-4f2a-a257-8a1218b1cd61' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f4fb053d-a9f9-4606-8134-adfabfbc5922' class='xr-var-data-in' type='checkbox'><label for='data-f4fb053d-a9f9-4606-8134-adfabfbc5922' 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>vertex latitude</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>standard_name :</span></dt><dd>grid_latitude</dd><dt><span>bounds :</span></dt><dd>vlat_vertices</dd></dl></div><div class='xr-var-data'><pre>array([ 0.9625  ,  0.895474,  0.895474, ..., -0.760894, -0.692827, -0.760894])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elon</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-54b4951d-7f83-4674-bcc7-2e86298823ce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-54b4951d-7f83-4674-bcc7-2e86298823ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6da140c7-f89c-4339-ad78-3c61cee984a7' class='xr-var-data-in' type='checkbox'><label for='data-6da140c7-f89c-4339-ad78-3c61cee984a7' 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>edge midpoint longitude</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>standard_name :</span></dt><dd>grid_longitude</dd><dt><span>bounds :</span></dt><dd>elon_vertices</dd></dl></div><div class='xr-var-data'><pre>array([1.305992, 1.242189, 1.27409 , ..., 1.376351, 1.407033, 1.354338])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elat</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-55720a6d-c00a-4d53-9474-bf40868e3067' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55720a6d-c00a-4d53-9474-bf40868e3067' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-acc38354-f391-4a25-bd8d-9199b2467285' class='xr-var-data-in' type='checkbox'><label for='data-acc38354-f391-4a25-bd8d-9199b2467285' 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>edge midpoint latitude</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>standard_name :</span></dt><dd>grid_latitude</dd><dt><span>bounds :</span></dt><dd>elat_vertices</dd></dl></div><div class='xr-var-data'><pre>array([ 0.92921 ,  0.92921 ,  0.896384, ..., -0.759171, -0.79145 , -0.793938])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4e7bdb7a-c472-46ae-9325-dc6fffc64f56' class='xr-section-summary-in' type='checkbox'  ><label for='section-4e7bdb7a-c472-46ae-9325-dc6fffc64f56' class='xr-section-summary' >Data variables: <span>(91)</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>clon_vertices</span></div><div class='xr-var-dims'>(cell, nv)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c05db94b-2c00-45cb-8635-1096754bad35' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c05db94b-2c00-45cb-8635-1096754bad35' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef82e3a5-f63b-444e-bb96-0ef271f52bc9' class='xr-var-data-in' type='checkbox'><label for='data-ef82e3a5-f63b-444e-bb96-0ef271f52bc9' 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>radian</dd></dl></div><div class='xr-var-data'><pre>array([[1.27409 , 1.213028, 1.335153],\n",
       "       [1.335153, 1.408679, 1.27409 ],\n",
       "       [1.27409 , 1.139502, 1.213028],\n",
       "       ...,\n",
       "       [1.32529 , 1.368626, 1.427183],\n",
       "       [1.427183, 1.49535 , 1.385393],\n",
       "       [1.385393, 1.27409 , 1.32529 ]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>clat_vertices</span></div><div class='xr-var-dims'>(cell, nv)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0f1c1689-d15d-4187-a8c0-a75a208f8aa4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0f1c1689-d15d-4187-a8c0-a75a208f8aa4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11ec446b-5f74-44c3-a5f9-89614878f1f5' class='xr-var-data-in' type='checkbox'><label for='data-11ec446b-5f74-44c3-a5f9-89614878f1f5' 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>radian</dd></dl></div><div class='xr-var-data'><pre>array([[ 0.9625  ,  0.895474,  0.895474],\n",
       "       [ 0.895474,  0.958823,  0.9625  ],\n",
       "       [ 0.9625  ,  0.958823,  0.895474],\n",
       "       ...,\n",
       "       [-0.760894, -0.69077 , -0.756151],\n",
       "       [-0.756151, -0.818425, -0.826531],\n",
       "       [-0.826531, -0.829283, -0.760894]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vlon_vertices</span></div><div class='xr-var-dims'>(vertex, ne)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dcbe978b-f664-4bb3-b8b0-3408d78ba396' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dcbe978b-f664-4bb3-b8b0-3408d78ba396' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4eab3ed0-3ea9-440f-a41d-6c9796b93d1c' class='xr-var-data-in' type='checkbox'><label for='data-4eab3ed0-3ea9-440f-a41d-6c9796b93d1c' 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>radian</dd></dl></div><div class='xr-var-data'><pre>array([[9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       ...,\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vlat_vertices</span></div><div class='xr-var-dims'>(vertex, ne)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-94b38820-d01a-4451-b802-e4f4f19075ad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-94b38820-d01a-4451-b802-e4f4f19075ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cf51367e-68ad-49f8-88e1-8332def82d5a' class='xr-var-data-in' type='checkbox'><label for='data-cf51367e-68ad-49f8-88e1-8332def82d5a' 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>radian</dd></dl></div><div class='xr-var-data'><pre>array([[9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       ...,\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36, 9.96921e+36,\n",
       "        9.96921e+36]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elon_vertices</span></div><div class='xr-var-dims'>(edge, no)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3f51c7cf-ee74-463c-b98d-bef044eefbf0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3f51c7cf-ee74-463c-b98d-bef044eefbf0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-14d652d0-6ca8-4250-9f31-3a9cc30ac5a8' class='xr-var-data-in' type='checkbox'><label for='data-14d652d0-6ca8-4250-9f31-3a9cc30ac5a8' 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>radian</dd></dl></div><div class='xr-var-data'><pre>array([[1.335153, 1.339784, 1.27409 , 1.27409 ],\n",
       "       [1.27409 , 1.208396, 1.213028, 1.27409 ],\n",
       "       [1.213028, 1.27409 , 1.335153, 1.27409 ],\n",
       "       ...,\n",
       "       [1.378493, 1.427183, 1.37425 , 1.32529 ],\n",
       "       [1.378493, 1.385393, 1.436983, 1.427183],\n",
       "       [1.378493, 1.32529 , 1.328586, 1.385393]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>elat_vertices</span></div><div class='xr-var-dims'>(edge, no)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-611550a7-7d2f-4ac5-a2d0-f1968b17f287' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-611550a7-7d2f-4ac5-a2d0-f1968b17f287' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d1b2c9fd-a400-4bc5-95d2-ff9fe2156723' class='xr-var-data-in' type='checkbox'><label for='data-d1b2c9fd-a400-4bc5-95d2-ff9fe2156723' 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>radian</dd></dl></div><div class='xr-var-data'><pre>array([[ 0.895474,  0.93978 ,  0.9625  ,  0.918432],\n",
       "       [ 0.9625  ,  0.93978 ,  0.895474,  0.918432],\n",
       "       [ 0.895474,  0.873682,  0.895474,  0.918432],\n",
       "       ...,\n",
       "       [-0.782817, -0.756151, -0.734887, -0.760894],\n",
       "       [-0.782817, -0.826531, -0.79992 , -0.756151],\n",
       "       [-0.782817, -0.760894, -0.805211, -0.826531]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ifs2icon_cell_grid</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f277cef9-4a7d-4518-86a7-71b738d9d117' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f277cef9-4a7d-4518-86a7-71b738d9d117' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5680c32-7003-4563-8a26-70207f2082df' class='xr-var-data-in' type='checkbox'><label for='data-f5680c32-7003-4563-8a26-70207f2082df' 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>ifs to icon cells</dd></dl></div><div class='xr-var-data'><pre>array([9.96921e+36, 9.96921e+36, 9.96921e+36, ..., 9.96921e+36, 9.96921e+36,\n",
       "       9.96921e+36])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ifs2icon_edge_grid</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d8f9198b-7adb-451b-8559-7f5331a0a21d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d8f9198b-7adb-451b-8559-7f5331a0a21d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f6b172de-159e-4cc5-8c0e-9d910fa4bede' class='xr-var-data-in' type='checkbox'><label for='data-f6b172de-159e-4cc5-8c0e-9d910fa4bede' 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>ifs to icon edge</dd></dl></div><div class='xr-var-data'><pre>array([9.96921e+36, 9.96921e+36, 9.96921e+36, ..., 9.96921e+36, 9.96921e+36,\n",
       "       9.96921e+36])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ifs2icon_vertex_grid</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e00fbf9f-aeb2-42f4-9c93-48f3b500b547' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e00fbf9f-aeb2-42f4-9c93-48f3b500b547' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-328b1b8b-e5c9-46c1-866c-e5773f202489' class='xr-var-data-in' type='checkbox'><label for='data-328b1b8b-e5c9-46c1-866c-e5773f202489' 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>ifs to icon vertex</dd></dl></div><div class='xr-var-data'><pre>array([9.96921e+36, 9.96921e+36, 9.96921e+36, ..., 9.96921e+36, 9.96921e+36,\n",
       "       9.96921e+36])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_area</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7cde7eee-2052-43a1-bd53-aca6fdd72064' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7cde7eee-2052-43a1-bd53-aca6fdd72064' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c53cc84b-e45f-4d3c-ada2-160e55deed71' class='xr-var-data-in' type='checkbox'><label for='data-c53cc84b-e45f-4d3c-ada2-160e55deed71' 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>area of grid cell</dd><dt><span>units :</span></dt><dd>m2</dd><dt><span>standard_name :</span></dt><dd>area</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1.024614e+11, 1.039760e+11, 1.039760e+11, ..., 1.032592e+11,\n",
       "       1.034199e+11, 1.037767e+11])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dual_area</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4be0b473-adc3-4c99-a25b-7130876029f0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4be0b473-adc3-4c99-a25b-7130876029f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b033847d-d975-45e1-94a6-ab47bacb87ef' class='xr-var-data-in' type='checkbox'><label for='data-b033847d-d975-45e1-94a6-ab47bacb87ef' 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>areas of dual hexagonal/pentagonal cells</dd><dt><span>units :</span></dt><dd>m2</dd><dt><span>standard_name :</span></dt><dd>area</dd></dl></div><div class='xr-var-data'><pre>array([2.061924e+11, 2.062077e+11, 2.062077e+11, ..., 2.051674e+11,\n",
       "       2.042820e+11, 2.051674e+11])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>phys_cell_id</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-81f393c6-c3e6-44ce-b8e4-61c9b5ffb646' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-81f393c6-c3e6-44ce-b8e4-61c9b5ffb646' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-336e00dd-929b-4e52-8aa8-a1c722f5aff4' class='xr-var-data-in' type='checkbox'><label for='data-336e00dd-929b-4e52-8aa8-a1c722f5aff4' 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>physical domain ID of cell</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1, 1, 1, ..., 1, 1, 1], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>phys_edge_id</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-19fc686d-185c-4392-aaa4-eb0a96456ab6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-19fc686d-185c-4392-aaa4-eb0a96456ab6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db5ca378-5551-48c9-9212-954d99d8f8fe' class='xr-var-data-in' type='checkbox'><label for='data-db5ca378-5551-48c9-9212-954d99d8f8fe' 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>physical domain ID of edge</dd></dl></div><div class='xr-var-data'><pre>array([1, 1, 1, ..., 1, 1, 1], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_cell_centre</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d4c3ccf0-31be-48d4-ae6b-87f07135b75e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d4c3ccf0-31be-48d4-ae6b-87f07135b75e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-63903862-0bf3-48e6-bd5e-cf18a9e0f0bf' class='xr-var-data-in' type='checkbox'><label for='data-63903862-0bf3-48e6-bd5e-cf18a9e0f0bf' 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>longitude of cell centre</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1.27409 , 1.339784, 1.208396, ..., 1.37425 , 1.436983, 1.328586])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_cell_centre</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-38922755-b857-4007-b6a6-174022055a78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-38922755-b857-4007-b6a6-174022055a78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00def58d-8b1f-4d64-8127-194397669247' class='xr-var-data-in' type='checkbox'><label for='data-00def58d-8b1f-4d64-8127-194397669247' 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>latitude of cell centre</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([ 0.918432,  0.93978 ,  0.93978 , ..., -0.734887, -0.79992 , -0.805211])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_cell_barycenter</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-63a28d22-89e7-4e21-9c92-95b335474a89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-63a28d22-89e7-4e21-9c92-95b335474a89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2de5fc0f-435f-4aed-ae83-8115cbc312a6' class='xr-var-data-in' type='checkbox'><label for='data-2de5fc0f-435f-4aed-ae83-8115cbc312a6' 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>latitude of cell barycenter</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([ 0.91843 ,  0.939636,  0.939636, ..., -0.736368, -0.800875, -0.806078])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_cell_barycenter</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-65b58f6c-ec2a-42a4-8743-ae404755a0dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-65b58f6c-ec2a-42a4-8743-ae404755a0dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-409767b2-e7d3-472e-828d-b5efa210df2a' class='xr-var-data-in' type='checkbox'><label for='data-409767b2-e7d3-472e-828d-b5efa210df2a' 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>longitude of cell barycenter</dd><dt><span>units :</span></dt><dd>radian</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1.27409 , 1.339296, 1.208884, ..., 1.37367 , 1.435929, 1.328242])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude_vertices</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4a2fefcd-2cb0-4321-ba19-cfa766b5afac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4a2fefcd-2cb0-4321-ba19-cfa766b5afac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e704f17-418f-407b-834a-210952e3d8bf' class='xr-var-data-in' type='checkbox'><label for='data-5e704f17-418f-407b-834a-210952e3d8bf' 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>longitude of vertices</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><pre>array([1.27409 , 1.213028, 1.335153, ..., 1.222891, 1.27409 , 1.32529 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude_vertices</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1a7b4c16-2c62-4af3-8791-ef4f66ab85bf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1a7b4c16-2c62-4af3-8791-ef4f66ab85bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f2883e0-5b4c-483f-9c48-2b5152e067f2' class='xr-var-data-in' type='checkbox'><label for='data-2f2883e0-5b4c-483f-9c48-2b5152e067f2' 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>latitude of vertices</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><pre>array([ 0.9625  ,  0.895474,  0.895474, ..., -0.760894, -0.692827, -0.760894])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_edge_centre</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8a2f6624-a036-4f9a-a55f-c1287391c695' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8a2f6624-a036-4f9a-a55f-c1287391c695' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d1f9c94-34e1-41b7-8850-ab6bdac56db7' class='xr-var-data-in' type='checkbox'><label for='data-7d1f9c94-34e1-41b7-8850-ab6bdac56db7' 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>longitudes of edge midpoints</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><pre>array([1.305992, 1.242189, 1.27409 , ..., 1.376351, 1.407033, 1.354338])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_edge_centre</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-606a6cae-51c7-400a-975f-769a67f15bf8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-606a6cae-51c7-400a-975f-769a67f15bf8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e1a6c21b-ac2b-4e76-86b9-69bcb6bbcebc' class='xr-var-data-in' type='checkbox'><label for='data-e1a6c21b-ac2b-4e76-86b9-69bcb6bbcebc' 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>latitudes of edge midpoints</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><pre>array([ 0.92921 ,  0.92921 ,  0.896384, ..., -0.759171, -0.79145 , -0.793938])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_of_cell</span></div><div class='xr-var-dims'>(nv, cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-57ace92e-f747-43be-835c-2ca173536b7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-57ace92e-f747-43be-835c-2ca173536b7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aeff15e6-f53e-400c-b12c-ed1ea1a06bde' class='xr-var-data-in' type='checkbox'><label for='data-aeff15e6-f53e-400c-b12c-ed1ea1a06bde' 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>edges of each cellvertices </dd></dl></div><div class='xr-var-data'><pre>array([[   1,    5,    6, ..., 7669, 7363, 7623],\n",
       "       [   2,    4,    7, ..., 7364, 7624, 7671],\n",
       "       [   3,    1,    2, ..., 7678, 7679, 7680]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertex_of_cell</span></div><div class='xr-var-dims'>(nv, cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0f750af2-3350-4235-ba4b-eccf938f26f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0f750af2-3350-4235-ba4b-eccf938f26f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-190924c0-6111-458b-a300-630a9bb05bcb' class='xr-var-data-in' type='checkbox'><label for='data-190924c0-6111-458b-a300-630a9bb05bcb' 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>vertices of each cellcells ad</dd></dl></div><div class='xr-var-data'><pre>array([[   1,    3,    1, ..., 2562, 2475, 2552],\n",
       "       [   2,    4,    5, ..., 2474, 2470, 2547],\n",
       "       [   3,    1,    2, ..., 2475, 2552, 2562]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>adjacent_cell_of_edge</span></div><div class='xr-var-dims'>(nc, edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f449164e-7c64-4a08-80b2-88860cec9cdb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f449164e-7c64-4a08-80b2-88860cec9cdb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-70dab3c4-c4ad-4029-8077-2c765c86ccdd' class='xr-var-data-in' type='checkbox'><label for='data-70dab3c4-c4ad-4029-8077-2c765c86ccdd' 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>cells adjacent to each edge</dd></dl></div><div class='xr-var-data'><pre>array([[   1,    1,    1, ..., 5117, 5117, 5117],\n",
       "       [   2,    3,    4, ..., 5118, 5119, 5120]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_vertices</span></div><div class='xr-var-dims'>(nc, edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-70a925ae-3513-4966-b4af-46e458943d1d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-70a925ae-3513-4966-b4af-46e458943d1d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4f3b0ab-fa3a-4a3c-8a35-d60b6f4eb3c7' class='xr-var-data-in' type='checkbox'><label for='data-e4f3b0ab-fa3a-4a3c-8a35-d60b6f4eb3c7' 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>vertices at the end of of each edge</dd></dl></div><div class='xr-var-data'><pre>array([[   3,    1,    2, ..., 2562, 2475, 2552],\n",
       "       [   1,    2,    3, ..., 2475, 2552, 2562]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cells_of_vertex</span></div><div class='xr-var-dims'>(ne, vertex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-702947b2-7fed-47dd-94b1-0aa9c1e5795a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-702947b2-7fed-47dd-94b1-0aa9c1e5795a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2903d324-559f-438c-9087-e2a08a7a2632' class='xr-var-data-in' type='checkbox'><label for='data-2903d324-559f-438c-9087-e2a08a7a2632' 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>cells around each vertex</dd></dl></div><div class='xr-var-data'><pre>array([[   1,    1,    1, ..., 5105, 5105, 5105],\n",
       "       [   2,    3,    2, ..., 5106, 5106, 5107],\n",
       "       [   3,    4,    4, ..., 5108, 5107, 5108],\n",
       "       [   5,    9,   13, ..., 5109, 5113, 5117],\n",
       "       [   6,   10,   14, ..., 5110, 5114, 5118],\n",
       "       [   8,   12,   16, ..., 5112, 5116, 5120]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edges_of_vertex</span></div><div class='xr-var-dims'>(ne, vertex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3fbc1bc1-e732-400c-8689-d84296766ae7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3fbc1bc1-e732-400c-8689-d84296766ae7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-918436c5-fa21-4b1e-94f3-fed318493531' class='xr-var-data-in' type='checkbox'><label for='data-918436c5-fa21-4b1e-94f3-fed318493531' 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>edges around each vertex</dd></dl></div><div class='xr-var-data'><pre>array([[   1,    2,    1, ..., 7663, 7663, 7664],\n",
       "       [   2,    3,    3, ..., 7665, 7664, 7665],\n",
       "       [   4,    7,    5, ..., 7666, 7667, 7669],\n",
       "       [   6,    8,    9, ..., 7670, 7668, 7671],\n",
       "       [  10,   17,   24, ..., 7672, 7675, 7678],\n",
       "       [  12,   19,   26, ..., 7674, 7677, 7680]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertices_of_vertex</span></div><div class='xr-var-dims'>(ne, vertex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-30091e41-df62-4193-95e2-66b53c803908' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-30091e41-df62-4193-95e2-66b53c803908' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cad4388b-8c82-46e0-b594-86a30b8e826b' class='xr-var-data-in' type='checkbox'><label for='data-cad4388b-8c82-46e0-b594-86a30b8e826b' 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>vertices around each vertex</dd></dl></div><div class='xr-var-data'><pre>array([[   3,    1,    1, ..., 2561, 2560, 2561],\n",
       "       [   2,    3,    2, ..., 2562, 2562, 2560],\n",
       "       [   4,    5,    4, ..., 2511, 2511, 2474],\n",
       "       [   5,    6,    6, ..., 2547, 2474, 2547],\n",
       "       [   7,   10,   13, ..., 2551, 2512, 2475],\n",
       "       [   8,   11,   14, ..., 2513, 2476, 2552]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_area_p</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3cb77c83-5856-474c-8230-d013d74e0b1a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3cb77c83-5856-474c-8230-d013d74e0b1a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b312e49-196d-4ba5-a329-80b777d6cee7' class='xr-var-data-in' type='checkbox'><label for='data-9b312e49-196d-4ba5-a329-80b777d6cee7' 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>area of grid cell</dd><dt><span>units :</span></dt><dd>m2</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([1.024614e+11, 1.039760e+11, 1.039760e+11, ..., 1.032592e+11,\n",
       "       1.034199e+11, 1.037767e+11])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_elevation</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-818b1d48-a18b-4e93-9f02-00ac254f25d1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-818b1d48-a18b-4e93-9f02-00ac254f25d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c75295e-7dec-4565-bdcd-3212b482e99b' class='xr-var-data-in' type='checkbox'><label for='data-6c75295e-7dec-4565-bdcd-3212b482e99b' 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>elevation at the cell centers</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([0., 0., 0., ..., 0., 0., 0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_sea_land_mask</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9dab6ad0-30fe-479c-864e-c7a41ac9377f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9dab6ad0-30fe-479c-864e-c7a41ac9377f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-41a541cf-03b1-40b3-b327-049341fe473a' class='xr-var-data-in' type='checkbox'><label for='data-41a541cf-03b1-40b3-b327-049341fe473a' 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>sea (-2 inner, -1 boundary) land (2 inner, 1 boundary) mask for the cell</dd><dt><span>units :</span></dt><dd>2,1,-1,-</dd><dt><span>grid_type :</span></dt><dd>unstructured</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array([0, 0, 0, ..., 0, 0, 0], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_domain_id</span></div><div class='xr-var-dims'>(cell, max_stored_decompositions)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7044ee26-0bd2-4b1a-ae39-270a486dfd06' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7044ee26-0bd2-4b1a-ae39-270a486dfd06' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89ac6773-73f4-423a-a862-d2cf6a728240' class='xr-var-data-in' type='checkbox'><label for='data-89ac6773-73f4-423a-a862-d2cf6a728240' 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>cell domain id for decomposition</dd></dl></div><div class='xr-var-data'><pre>array([[-1, -1, -1, -1],\n",
       "       [-1, -1, -1, -1],\n",
       "       [-1, -1, -1, -1],\n",
       "       ...,\n",
       "       [-1, -1, -1, -1],\n",
       "       [-1, -1, -1, -1],\n",
       "       [-1, -1, -1, -1]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_no_of_domains</span></div><div class='xr-var-dims'>(max_stored_decompositions)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-83246542-f609-40f5-adb0-f8ed9b942b37' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83246542-f609-40f5-adb0-f8ed9b942b37' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7862ee12-d844-42c1-9f8a-3ae2816a0c80' class='xr-var-data-in' type='checkbox'><label for='data-7862ee12-d844-42c1-9f8a-3ae2816a0c80' 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>number of domains for each decomposition</dd></dl></div><div class='xr-var-data'><pre>array([0, 0, 0, 0], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dual_area_p</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0607398d-511f-424a-8eca-a6fc2eba1825' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0607398d-511f-424a-8eca-a6fc2eba1825' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d363b03-191b-4151-8fe7-34ec69a8fc45' class='xr-var-data-in' type='checkbox'><label for='data-5d363b03-191b-4151-8fe7-34ec69a8fc45' 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>areas of dual hexagonal/pentagonal cells</dd><dt><span>units :</span></dt><dd>m2</dd></dl></div><div class='xr-var-data'><pre>array([2.061924e+11, 2.062077e+11, 2.062077e+11, ..., 2.051674e+11,\n",
       "       2.042820e+11, 2.051674e+11])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_length</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a17b47f4-63af-4a90-a508-bf512ec339aa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a17b47f4-63af-4a90-a508-bf512ec339aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6b10c931-8818-4f7c-9c4c-b28ecb495c39' class='xr-var-data-in' type='checkbox'><label for='data-6b10c931-8818-4f7c-9c4c-b28ecb495c39' 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>lengths of edges of triangular cells</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([486276.989186, 486276.989186, 486236.548474, ..., 472083.45348 ,\n",
       "       485826.624142, 496849.001131])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_cell_distance</span></div><div class='xr-var-dims'>(nc, edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f3decc9c-1ee0-491d-a383-3325b2fe5836' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f3decc9c-1ee0-491d-a383-3325b2fe5836' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e39e0249-056b-4129-95ec-f521f9e43b58' class='xr-var-data-in' type='checkbox'><label for='data-e39e0249-056b-4129-95ec-f521f9e43b58' 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>distances between edge midpoint and adjacent triangle midpoints</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([[140440.067587, 140440.067587, 140475.07982 , ..., 150968.997   ,\n",
       "        139640.532359, 129578.870499],\n",
       "       [144572.866883, 144572.866883, 144639.495821, ..., 155033.252937,\n",
       "        144023.003658, 135041.419206]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dual_edge_length</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-221142e0-6d2f-4157-8ea5-2362ca0b0dbe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-221142e0-6d2f-4157-8ea5-2362ca0b0dbe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aefc95de-063f-4f5a-9585-24cf277040b5' class='xr-var-data-in' type='checkbox'><label for='data-aefc95de-063f-4f5a-9585-24cf277040b5' 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>lengths of dual edges (distances between triangular cell circumcenters)</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([285012.93447 , 285012.93447 , 285114.575641, ..., 306002.249937,\n",
       "       283663.536017, 264620.289705])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edgequad_area</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-98d216f1-7d75-497e-8982-052a1324a95c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-98d216f1-7d75-497e-8982-052a1324a95c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-201ed141-0e0f-49ea-92ec-072fc9b13ac5' class='xr-var-data-in' type='checkbox'><label for='data-201ed141-0e0f-49ea-92ec-072fc9b13ac5' 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>area around the edge formed by the two adjacent triangles</dd><dt><span>units :</span></dt><dd>m2</dd></dl></div><div class='xr-var-data'><pre>array([0.001707, 0.001707, 0.001708, ..., 0.001779, 0.001697, 0.001619])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_elevation</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9d0fa36a-824c-4775-8d00-d0376959e159' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9d0fa36a-824c-4775-8d00-d0376959e159' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-983d781c-cb7d-4a68-b992-a1b682272f9b' class='xr-var-data-in' type='checkbox'><label for='data-983d781c-cb7d-4a68-b992-a1b682272f9b' 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>elevation at the edge centers</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([0., 0., 0., ..., 0., 0., 0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_sea_land_mask</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8d0a8179-a2aa-4137-9aed-657452c8ad7c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8d0a8179-a2aa-4137-9aed-657452c8ad7c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-52a9f15e-2d65-46f6-9626-bad82304e16b' class='xr-var-data-in' type='checkbox'><label for='data-52a9f15e-2d65-46f6-9626-bad82304e16b' 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>sea (-2 inner, -1 boundary) land (2 inner, 1 boundary) mask for the cell</dd><dt><span>units :</span></dt><dd>2,1,-1,-</dd></dl></div><div class='xr-var-data'><pre>array([0, 0, 0, ..., 0, 0, 0], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_vert_distance</span></div><div class='xr-var-dims'>(nc, edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1f45c578-49ab-4f8c-ae43-2e718f1e2df1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1f45c578-49ab-4f8c-ae43-2e718f1e2df1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2aa7f5c4-82d9-496f-87e2-60e4146ec689' class='xr-var-data-in' type='checkbox'><label for='data-2aa7f5c4-82d9-496f-87e2-60e4146ec689' 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>distances between edge midpoint and vertices of that edge</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([[243138.494593, 243138.494593, 243118.274237, ..., 236041.72674 ,\n",
       "        242913.312071, 248424.500565],\n",
       "       [243138.494593, 243138.494593, 243118.274237, ..., 236041.72674 ,\n",
       "        242913.312071, 248424.500565]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>zonal_normal_primal_edge</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4e723671-2200-445b-b010-594e3c549330' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4e723671-2200-445b-b010-594e3c549330' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00180cc7-7115-4ee9-995b-a2d7b2905b8b' class='xr-var-data-in' type='checkbox'><label for='data-00180cc7-7115-4ee9-995b-a2d7b2905b8b' 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>zonal component of normal to primal edge</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><pre>array([ 8.784942e-01, -8.784942e-01, -7.187471e-16, ..., -6.406706e-02,\n",
       "        9.231028e-01, -8.419251e-01])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>meridional_normal_primal_edge</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6fb25dad-c6b7-456b-a0ef-0e31dbdd9cff' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6fb25dad-c6b7-456b-a0ef-0e31dbdd9cff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dfb23be4-15e5-42e1-aff5-f6f391f31e73' class='xr-var-data-in' type='checkbox'><label for='data-dfb23be4-15e5-42e1-aff5-f6f391f31e73' 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>meridional component of normal to primal edge</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><pre>array([ 0.477753,  0.477753, -1.      , ...,  0.997946, -0.384553, -0.539594])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>zonal_normal_dual_edge</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bf763582-0f05-4deb-9c1e-d2d82d658250' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bf763582-0f05-4deb-9c1e-d2d82d658250' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6011257-4e80-4f60-a22f-0de595948c1f' class='xr-var-data-in' type='checkbox'><label for='data-c6011257-4e80-4f60-a22f-0de595948c1f' 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>zonal component of normal to dual edge</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><pre>array([ 0.477753,  0.477753, -1.      , ...,  0.997946, -0.384553, -0.539594])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>meridional_normal_dual_edge</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-01e976a4-aaa8-4d41-89a1-6d2f820a565d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-01e976a4-aaa8-4d41-89a1-6d2f820a565d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c6156db-fef8-4109-a782-dc230e865d07' class='xr-var-data-in' type='checkbox'><label for='data-1c6156db-fef8-4109-a782-dc230e865d07' 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>meridional component of normal to dual edge</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><pre>array([-8.784942e-01,  8.784942e-01,  7.187471e-16, ...,  6.406706e-02,\n",
       "       -9.231028e-01,  8.419251e-01])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>orientation_of_normal</span></div><div class='xr-var-dims'>(nv, cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c459b82e-9e96-431c-be95-39e9edac9af9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c459b82e-9e96-431c-be95-39e9edac9af9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d158c213-c85b-423c-a6a9-14b44cf1c3bc' class='xr-var-data-in' type='checkbox'><label for='data-d158c213-c85b-423c-a6a9-14b44cf1c3bc' 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>orientations of normals to triangular cell edges</dd></dl></div><div class='xr-var-data'><pre>array([[ 1,  1,  1, ..., -1, -1, -1],\n",
       "       [ 1,  1,  1, ..., -1, -1, -1],\n",
       "       [ 1, -1, -1, ..., -1, -1, -1]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_index</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b45685a5-d614-4aa9-8e2e-b1ece719b9ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b45685a5-d614-4aa9-8e2e-b1ece719b9ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12eba02b-6b74-4c25-b119-fad97d2edbea' class='xr-var-data-in' type='checkbox'><label for='data-12eba02b-6b74-4c25-b119-fad97d2edbea' 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>cell index</dd></dl></div><div class='xr-var-data'><pre>array([   1,    2,    3, ..., 5118, 5119, 5120], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>parent_cell_index</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f3220375-3e89-453e-ba40-0291cbd8630f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f3220375-3e89-453e-ba40-0291cbd8630f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3de48608-14c5-46f8-b9e0-947b19d701de' class='xr-var-data-in' type='checkbox'><label for='data-3de48608-14c5-46f8-b9e0-947b19d701de' 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>parent cell index</dd></dl></div><div class='xr-var-data'><pre>array([   1,    1,    1, ..., 1280, 1280, 1280], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>parent_cell_type</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-78ec3cf9-7404-4423-933b-b63346542df5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-78ec3cf9-7404-4423-933b-b63346542df5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f681f6de-de32-4b66-8336-cec665e3b5e8' class='xr-var-data-in' type='checkbox'><label for='data-f681f6de-de32-4b66-8336-cec665e3b5e8' 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>parent cell type</dd></dl></div><div class='xr-var-data'><pre>array([200, 203, 201, ..., 203, 201, 202], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neighbor_cell_index</span></div><div class='xr-var-dims'>(nv, cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-debf560f-a43e-48ca-ac3d-757b70ea3444' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-debf560f-a43e-48ca-ac3d-757b70ea3444' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0e8afa2-1653-4267-a1ca-9193352ce0e4' class='xr-var-data-in' type='checkbox'><label for='data-c0e8afa2-1653-4267-a1ca-9193352ce0e4' 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>cell neighbor index</dd></dl></div><div class='xr-var-data'><pre>array([[   2,   16,    8, ..., 5107, 4887, 5070],\n",
       "       [   3,    6,   10, ..., 4888, 5071, 5108],\n",
       "       [   4,    1,    1, ..., 5117, 5117, 5117]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>child_cell_index</span></div><div class='xr-var-dims'>(no, cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e3e302a4-c915-44e8-99e7-6724aecc8e2d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e3e302a4-c915-44e8-99e7-6724aecc8e2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5196c81a-4411-4400-9283-8a1b8944e55b' class='xr-var-data-in' type='checkbox'><label for='data-5196c81a-4411-4400-9283-8a1b8944e55b' 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>child cell index</dd></dl></div><div class='xr-var-data'><pre>array([[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]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>child_cell_id</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fb638861-d4a0-43fc-b148-e94e8cab602f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fb638861-d4a0-43fc-b148-e94e8cab602f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21a7ea4d-a776-4ee7-94c5-a2e565a70b77' class='xr-var-data-in' type='checkbox'><label for='data-21a7ea4d-a776-4ee7-94c5-a2e565a70b77' 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>domain ID of child cell</dd></dl></div><div class='xr-var-data'><pre>array([0, 0, 0, ..., 0, 0, 0], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_index</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ee8c70df-1187-490d-bb08-35842b4e473f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ee8c70df-1187-490d-bb08-35842b4e473f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-050e5a9e-3d93-45ae-9925-888ab7ed9dbe' class='xr-var-data-in' type='checkbox'><label for='data-050e5a9e-3d93-45ae-9925-888ab7ed9dbe' 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>edge index</dd></dl></div><div class='xr-var-data'><pre>array([   1,    2,    3, ..., 7678, 7679, 7680], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_parent_type</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-99f68a8e-1ab0-43e4-82ea-a940417a1734' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-99f68a8e-1ab0-43e4-82ea-a940417a1734' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c251f692-fd34-4fee-968f-d402c9192de1' class='xr-var-data-in' type='checkbox'><label for='data-c251f692-fd34-4fee-968f-d402c9192de1' 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>edge paren</dd></dl></div><div class='xr-var-data'><pre>array([202, 203, 201, ..., 202, 203, 201], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertex_index</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2b882496-c257-494c-a5fc-e70e8fa377bc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2b882496-c257-494c-a5fc-e70e8fa377bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c30247aa-d0ea-43f8-b793-d05e7639c95d' class='xr-var-data-in' type='checkbox'><label for='data-c30247aa-d0ea-43f8-b793-d05e7639c95d' 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>vertices index</dd></dl></div><div class='xr-var-data'><pre>array([   1,    2,    3, ..., 2560, 2561, 2562], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_orientation</span></div><div class='xr-var-dims'>(ne, vertex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ddbb1fb2-7467-4548-b02d-5c81200b6eda' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ddbb1fb2-7467-4548-b02d-5c81200b6eda' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1927f33e-be42-4f1e-b79a-3994a84c9e47' class='xr-var-data-in' type='checkbox'><label for='data-1927f33e-be42-4f1e-b79a-3994a84c9e47' 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>edge orientation</dd></dl></div><div class='xr-var-data'><pre>array([[ 1,  1, -1, ...,  1, -1, -1],\n",
       "       [-1, -1,  1, ..., -1,  1,  1],\n",
       "       [ 1,  1, -1, ...,  1, -1, -1],\n",
       "       [-1, -1,  1, ..., -1,  1,  1],\n",
       "       [-1, -1, -1, ...,  1,  1,  1],\n",
       "       [ 1,  1,  1, ..., -1, -1, -1]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_system_orientation</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7e2c60eb-587a-4b1b-abf1-7d05a05bfa63' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e2c60eb-587a-4b1b-abf1-7d05a05bfa63' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94339798-4243-4333-893b-691b03a60f5e' class='xr-var-data-in' type='checkbox'><label for='data-94339798-4243-4333-893b-691b03a60f5e' 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>edge system orientation</dd></dl></div><div class='xr-var-data'><pre>array([-1, -1, -1, ...,  1,  1,  1], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refin_c_ctrl</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8a425168-b1b6-4cef-aec2-e3116b232d10' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8a425168-b1b6-4cef-aec2-e3116b232d10' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-50514e2d-ae28-4088-8582-dd670538febd' class='xr-var-data-in' type='checkbox'><label for='data-50514e2d-ae28-4088-8582-dd670538febd' 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>refinement control flag for cells</dd></dl></div><div class='xr-var-data'><pre>array([-4, -4, -4, ..., -4, -4, -4], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>index_c_list</span></div><div class='xr-var-dims'>(two_grf, cell_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6cf87e1a-3299-49fc-a80a-b63078feaad1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6cf87e1a-3299-49fc-a80a-b63078feaad1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-012aff77-9205-440b-8d55-2f5a6224cf98' class='xr-var-data-in' type='checkbox'><label for='data-012aff77-9205-440b-8d55-2f5a6224cf98' 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>list of start and end indices for each refinement control level for cells</dd></dl></div><div class='xr-var-data'><pre>array([[-2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647],\n",
       "       [-2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>start_idx_c</span></div><div class='xr-var-dims'>(max_chdom, cell_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ebf1eb40-cc73-4706-9488-eb291f80b46a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ebf1eb40-cc73-4706-9488-eb291f80b46a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-870eb3fc-4e3c-45a8-a61b-9490aac1a920' class='xr-var-data-in' type='checkbox'><label for='data-870eb3fc-4e3c-45a8-a61b-9490aac1a920' 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>list of start indices for each refinement control level for cells</dd></dl></div><div class='xr-var-data'><pre>array([[5121, 5121, 5121, 5121, 5121, 5121, 5121, 5121, 5121,    1,    1,\n",
       "           1,    1,    1]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_idx_c</span></div><div class='xr-var-dims'>(max_chdom, cell_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c5ff4874-4662-48cf-9898-f50eb6cf4efb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c5ff4874-4662-48cf-9898-f50eb6cf4efb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5fa9eaf9-25fd-4b6b-9cea-302f37677c3d' class='xr-var-data-in' type='checkbox'><label for='data-5fa9eaf9-25fd-4b6b-9cea-302f37677c3d' 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>list of end indices for each refinement control level for cells</dd></dl></div><div class='xr-var-data'><pre>array([[5120, 5120, 5120, 5120, 5120, 5120, 5120, 5120, 5120,    0,    0,\n",
       "           0,    0,    0]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refin_e_ctrl</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dc0ab3f6-e124-44e8-bb61-35fc2ecf767e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dc0ab3f6-e124-44e8-bb61-35fc2ecf767e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a6771c78-6653-433f-bd80-416b3d796ff7' class='xr-var-data-in' type='checkbox'><label for='data-a6771c78-6653-433f-bd80-416b3d796ff7' 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>refinement control flag for edges</dd></dl></div><div class='xr-var-data'><pre>array([-8, -8, -8, ..., -8, -8, -8], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>index_e_list</span></div><div class='xr-var-dims'>(two_grf, edge_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-511120a0-f101-4958-8d26-d7c8ccc9f1b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-511120a0-f101-4958-8d26-d7c8ccc9f1b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f7c5179-db65-41aa-b4b2-b8c4399bc5bc' class='xr-var-data-in' type='checkbox'><label for='data-6f7c5179-db65-41aa-b4b2-b8c4399bc5bc' 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>list of start and end indices for each refinement control level for edges</dd></dl></div><div class='xr-var-data'><pre>array([[-2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647],\n",
       "       [-2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>start_idx_e</span></div><div class='xr-var-dims'>(max_chdom, edge_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a671797f-9cdc-4c8a-8dfe-cf41763d71c5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a671797f-9cdc-4c8a-8dfe-cf41763d71c5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ecbbab1b-69fa-44ba-8f2d-232c14793081' class='xr-var-data-in' type='checkbox'><label for='data-ecbbab1b-69fa-44ba-8f2d-232c14793081' 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>list of start indices for each refinement control level for edges</dd></dl></div><div class='xr-var-data'><pre>array([[7681, 7681, 7681, 7681, 7681, 7681, 7681, 7681, 7681, 7681, 7681,\n",
       "        7681, 7681, 7681,    1,    1,    1,    1,    1,    1,    1,    1,\n",
       "           1,    1]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_idx_e</span></div><div class='xr-var-dims'>(max_chdom, edge_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-05da2619-ef69-471e-af54-ea7600b951bd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-05da2619-ef69-471e-af54-ea7600b951bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-63c2a40d-011e-48d4-b994-5de3cd98dfd9' class='xr-var-data-in' type='checkbox'><label for='data-63c2a40d-011e-48d4-b994-5de3cd98dfd9' 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>list of end indices for each refinement control level for edges</dd></dl></div><div class='xr-var-data'><pre>array([[7680, 7680, 7680, 7680, 7680, 7680, 7680, 7680, 7680, 7680, 7680,\n",
       "        7680, 7680, 7680,    0,    0,    0,    0,    0,    0,    0,    0,\n",
       "           0,    0]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refin_v_ctrl</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3bee3159-6dbc-47cd-8411-46e1cf947927' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3bee3159-6dbc-47cd-8411-46e1cf947927' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd3179c7-9291-4694-a2a2-f30295e6527a' class='xr-var-data-in' type='checkbox'><label for='data-fd3179c7-9291-4694-a2a2-f30295e6527a' 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>refinement control flag for vertices</dd></dl></div><div class='xr-var-data'><pre>array([0, 0, 0, ..., 0, 0, 0], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>index_v_list</span></div><div class='xr-var-dims'>(two_grf, vert_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-463d9e91-6b50-4889-9ce0-1c7049ac5bcd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-463d9e91-6b50-4889-9ce0-1c7049ac5bcd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ddb614e-0d72-428b-ae14-f97484bb9b43' class='xr-var-data-in' type='checkbox'><label for='data-7ddb614e-0d72-428b-ae14-f97484bb9b43' 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>list of start and end indices for each refinement control level for vertices</dd></dl></div><div class='xr-var-data'><pre>array([[-2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647],\n",
       "       [-2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647, -2147483647, -2147483647,\n",
       "        -2147483647, -2147483647, -2147483647]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>start_idx_v</span></div><div class='xr-var-dims'>(max_chdom, vert_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0e44148c-7078-4420-96de-b6c98c8a41b7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0e44148c-7078-4420-96de-b6c98c8a41b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ef4eca5-3052-4817-8222-6bcb3788f90b' class='xr-var-data-in' type='checkbox'><label for='data-2ef4eca5-3052-4817-8222-6bcb3788f90b' 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>list of start indices for each refinement control level for vertices</dd></dl></div><div class='xr-var-data'><pre>array([[2563, 2563, 2563, 2563, 2563, 2563, 2563, 2563,    1,    1,    1,\n",
       "           1,    1]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_idx_v</span></div><div class='xr-var-dims'>(max_chdom, vert_grf)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ddd5a3a0-4dbd-4d20-860c-9140ce350737' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ddd5a3a0-4dbd-4d20-860c-9140ce350737' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12980291-83a9-4703-b623-ceaf082aa5de' class='xr-var-data-in' type='checkbox'><label for='data-12980291-83a9-4703-b623-ceaf082aa5de' 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>list of end indices for each refinement control level for vertices</dd></dl></div><div class='xr-var-data'><pre>array([[2562, 2562, 2562, 2562, 2562, 2562, 2562, 2562,    0,    0,    0,\n",
       "           0,    0]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>parent_edge_index</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3cf09661-fc90-420e-9ac1-850fffb99f5c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3cf09661-fc90-420e-9ac1-850fffb99f5c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6906d05a-2d48-4992-be2b-6025c990b68b' class='xr-var-data-in' type='checkbox'><label for='data-6906d05a-2d48-4992-be2b-6025c990b68b' 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>parent edge index</dd></dl></div><div class='xr-var-data'><pre>array([   2,    3,    1, ..., 1911, 1920, 1849], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>child_edge_index</span></div><div class='xr-var-dims'>(no, edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b2216bf3-daa3-4cfe-a1b7-cde591982b0d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b2216bf3-daa3-4cfe-a1b7-cde591982b0d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bccfa9d9-2faf-4462-8211-c2034313dce8' class='xr-var-data-in' type='checkbox'><label for='data-bccfa9d9-2faf-4462-8211-c2034313dce8' 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>child edge index</dd></dl></div><div class='xr-var-data'><pre>array([[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]], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>child_edge_id</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-74c462e3-1f5b-4a9a-9a4d-b5b0a543d99c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-74c462e3-1f5b-4a9a-9a4d-b5b0a543d99c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5243b8d-0a77-4459-9757-ed6017a48e39' class='xr-var-data-in' type='checkbox'><label for='data-f5243b8d-0a77-4459-9757-ed6017a48e39' 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>domain ID of child edge</dd></dl></div><div class='xr-var-data'><pre>array([0, 0, 0, ..., 0, 0, 0], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>parent_vertex_index</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-549861e3-1a4b-4873-a95c-db4b61620c82' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-549861e3-1a4b-4873-a95c-db4b61620c82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-974269f9-3b8f-47d1-92ef-c9d199f6d704' class='xr-var-data-in' type='checkbox'><label for='data-974269f9-3b8f-47d1-92ef-c9d199f6d704' 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>parent vertex index</dd></dl></div><div class='xr-var-data'><pre>array([   -1,    -2,    -3, ..., -1918, -1919, -1920], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cartesian_x_vertices</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a15ce330-0be5-4f3a-a559-2f6b543d4009' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a15ce330-0be5-4f3a-a559-2f6b543d4009' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc6b2328-90ff-4e19-853e-3cd331cafbb7' class='xr-var-data-in' type='checkbox'><label for='data-cc6b2328-90ff-4e19-853e-3cd331cafbb7' 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>vertex cartesian coordinate x on unit sp</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([0.167082, 0.218918, 0.145953, ..., 0.246908, 0.224963, 0.17602 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cartesian_y_vertices</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a16b9c0d-47f4-4197-aaf9-8eb4864082cf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a16b9c0d-47f4-4197-aaf9-8eb4864082cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7006334f-00e1-4a48-b545-f279503636ba' class='xr-var-data-in' type='checkbox'><label for='data-7006334f-00e1-4a48-b545-f279503636ba' 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>vertex cartesian coordinate y on unit sp</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([0.5465  , 0.585565, 0.607873, ..., 0.680831, 0.735822, 0.702503])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cartesian_z_vertices</span></div><div class='xr-var-dims'>(vertex)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9f36ce04-572d-4093-8587-ee01173ef845' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9f36ce04-572d-4093-8587-ee01173ef845' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2236a0f4-9f42-474d-a960-d9fbda146648' class='xr-var-data-in' type='checkbox'><label for='data-2236a0f4-9f42-474d-a960-d9fbda146648' 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>vertex cartesian coordinate z on unit sp</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([ 0.820623,  0.780505,  0.780505, ..., -0.689569, -0.638715, -0.689569])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_middle_cartesian_x</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c195483b-c8f5-429b-a8e4-f9bf25946fb2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c195483b-c8f5-429b-a8e4-f9bf25946fb2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9439947d-c1fd-41de-872f-438d13e78dbe' class='xr-var-data-in' type='checkbox'><label for='data-9439947d-c1fd-41de-872f-438d13e78dbe' 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>prime edge center cartesian coordinate x on unit sphere</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([0.156631, 0.19314 , 0.182568, ..., 0.140165, 0.114582, 0.150564])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_middle_cartesian_y</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-33f23dd8-af90-4c13-a079-14e824dd35ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-33f23dd8-af90-4c13-a079-14e824dd35ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce895766-ed8a-4021-a5b9-e60c1a37d873' class='xr-var-data-in' type='checkbox'><label for='data-ce895766-ed8a-4021-a5b9-e60c1a37d873' 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>prime edge center cartesian coordinate y on unit sphere</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([0.577607, 0.566445, 0.597154, ..., 0.711737, 0.693411, 0.684683])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_middle_cartesian_z</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-40d847dc-1744-4219-ba41-3a2c3e9a35b0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-40d847dc-1744-4219-ba41-3a2c3e9a35b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c49d0f8e-715f-4564-a4e6-a1944784c725' class='xr-var-data-in' type='checkbox'><label for='data-c49d0f8e-715f-4564-a4e6-a1944784c725' 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>prime edge center cartesian coordinate z on unit sphere</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([ 0.801147,  0.801147,  0.781074, ..., -0.68832 , -0.711373, -0.71312 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_dual_middle_cartesian_x</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f28c0df0-2bf7-46f2-aaca-563891d6bf64' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f28c0df0-2bf7-46f2-aaca-563891d6bf64' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-56a4921a-d573-426c-8adf-dc8df42b41d0' class='xr-var-data-in' type='checkbox'><label for='data-56a4921a-d573-426c-8adf-dc8df42b41d0' 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>dual edge center cartesian coordinate x on unit sphere</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([0.156324, 0.19337 , 0.182643, ..., 0.140227, 0.114253, 0.150881])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_dual_middle_cartesian_y</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7e9a7115-e83e-4ecc-8332-ce7b39bb74f8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e9a7115-e83e-4ecc-8332-ce7b39bb74f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8427713a-a77a-414f-9c27-d3883af27bb0' class='xr-var-data-in' type='checkbox'><label for='data-8427713a-a77a-414f-9c27-d3883af27bb0' 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>dual edge center cartesian coordinate y on unit sphere</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([0.577561, 0.566235, 0.597398, ..., 0.711948, 0.69337 , 0.684444])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_dual_middle_cartesian_z</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ef9ad8f9-4d06-4f51-be5a-6b3a7cb9651f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ef9ad8f9-4d06-4f51-be5a-6b3a7cb9651f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75ced061-42c6-43c7-8c11-da9627b5f1a1' class='xr-var-data-in' type='checkbox'><label for='data-75ced061-42c6-43c7-8c11-da9627b5f1a1' 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>dual edge center cartesian coordinate z on unit sphere</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([ 0.80124 ,  0.80124 ,  0.78087 , ..., -0.688089, -0.711466, -0.713282])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_primal_normal_cartesian_x</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-550b1348-4224-4580-89e2-60fc28a1c64c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-550b1348-4224-4580-89e2-60fc28a1c64c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-163a3f36-e336-413a-8ac9-a32257b79359' class='xr-var-data-in' type='checkbox'><label for='data-163a3f36-e336-413a-8ac9-a32257b79359' 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>unit normal to the prime edge 3D vector, coordinate x</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([-0.948047,  0.707965,  0.228364, ...,  0.195585, -0.955352,  0.739635])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_primal_normal_cartesian_y</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3dde6696-5672-4aad-98a9-d9376019fc29' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3dde6696-5672-4aad-98a9-d9376019fc29' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c593371d-c09f-454c-9338-48bb4aad8849' class='xr-var-data-in' type='checkbox'><label for='data-c593371d-c09f-454c-9338-48bb4aad8849' 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>unit normal to the prime edge 3D vector, coordinate y</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([-0.139489, -0.645783,  0.746945, ...,  0.661582, -0.119405, -0.556637])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_primal_normal_cartesian_z</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a010f6a1-b134-40cb-95bd-39987d1418cb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a010f6a1-b134-40cb-95bd-39987d1418cb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-25903b12-c08f-45a8-9f3b-fda815e5a9b2' class='xr-var-data-in' type='checkbox'><label for='data-25903b12-c08f-45a8-9f3b-fda815e5a9b2' 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>unit normal to the prime edge 3D vector, coordinate z</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([ 0.285919,  0.285919, -0.624439, ...,  0.723917, -0.27027 , -0.378279])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_dual_normal_cartesian_x</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0b979a93-b4e5-43eb-ac9c-e768c844bbe6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0b979a93-b4e5-43eb-ac9c-e768c844bbe6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7f7059b8-76b8-439a-be86-d5a61c276b79' class='xr-var-data-in' type='checkbox'><label for='data-7f7059b8-76b8-439a-be86-d5a61c276b79' 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>unit normal to the dual edge 3D vector, coordinate x</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([-0.2769  , -0.679325,  0.956305, ..., -0.970619,  0.27235 ,  0.65595 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_dual_normal_cartesian_y</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-583feb3a-0e53-4329-9d9d-d7b5e014ad57' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-583feb3a-0e53-4329-9d9d-d7b5e014ad57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8662e859-c9e3-45c8-88c1-048a9dea0f4f' class='xr-var-data-in' type='checkbox'><label for='data-8662e859-c9e3-45c8-88c1-048a9dea0f4f' 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>unit normal to the dual edge 3D vector, coordinate y</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([ 0.804309, -0.511962, -0.292372, ...,  0.236093, -0.710579,  0.470493])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_dual_normal_cartesian_z</span></div><div class='xr-var-dims'>(edge)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-077c7b7d-9363-42ed-8ade-3886427b6c82' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-077c7b7d-9363-42ed-8ade-3886427b6c82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c523fcbd-2770-43d8-9931-90a4b822b078' class='xr-var-data-in' type='checkbox'><label for='data-c523fcbd-2770-43d8-9931-90a4b822b078' 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>unit normal to the dual edge 3D vector, coordinate z</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([-0.52575 ,  0.52575 , -0.      , ...,  0.046475, -0.64877 ,  0.590225])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_circumcenter_cartesian_x</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f7cdc6c9-a982-4964-8e97-ca9e46e652b7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7cdc6c9-a982-4964-8e97-ca9e46e652b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a31f1f8-9673-4237-a0c8-f884c286a776' class='xr-var-data-in' type='checkbox'><label for='data-3a31f1f8-9673-4237-a0c8-f884c286a776' 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>cartesian position of the prime cell circumcenter on the unit sphere, coordinate x</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([0.177489, 0.13508 , 0.209154, ..., 0.144882, 0.092958, 0.166206])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_circumcenter_cartesian_y</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ddd2419e-160c-4dcd-b450-3e3bb29e8ae7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ddd2419e-160c-4dcd-b450-3e3bb29e8ae7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2497d8ef-d9d6-4509-8f7a-a90669db559f' class='xr-var-data-in' type='checkbox'><label for='data-2497d8ef-d9d6-4509-8f7a-a90669db559f' 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>cartesian position of the prime cell circumcenter on the unit sphere, coordinate y</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([0.580541, 0.574293, 0.551646, ..., 0.727623, 0.690535, 0.672732])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cell_circumcenter_cartesian_z</span></div><div class='xr-var-dims'>(cell)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-37bc6b81-6ac5-4cc6-bfe8-86355845a478' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37bc6b81-6ac5-4cc6-bfe8-86355845a478' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ebff678-27c7-4eb4-bf9f-2fe0f333368d' class='xr-var-data-in' type='checkbox'><label for='data-7ebff678-27c7-4eb4-bf9f-2fe0f333368d' 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>cartesian position of the prime cell circumcenter on the unit sphere, coordinate z</dd><dt><span>units :</span></dt><dd>meters</dd></dl></div><div class='xr-var-data'><pre>array([ 0.794651,  0.807429,  0.807429, ..., -0.670503, -0.7173  , -0.720977])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2f910dde-e423-4a6d-9d8a-1f9d2b61d8c9' class='xr-section-summary-in' type='checkbox'  ><label for='section-2f910dde-e423-4a6d-9d8a-1f9d2b61d8c9' class='xr-section-summary' >Attributes: <span>(43)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>title :</span></dt><dd>ICON grid description</dd><dt><span>institution :</span></dt><dd>Max Planck Institute for Meteorology/Deutscher Wetterdienst</dd><dt><span>source :</span></dt><dd>git@git.mpimet.mpg.de:GridGenerator.git</dd><dt><span>revision :</span></dt><dd>2cdf99bec403902989148ebb4bd38c218a64a1b3</dd><dt><span>date :</span></dt><dd>20190405 at 141502</dd><dt><span>user_name :</span></dt><dd>Rene Redler (m300083)</dd><dt><span>os_name :</span></dt><dd>Linux 2.6.32-696.18.7.el6.x86_64 x86_64</dd><dt><span>uuidOfHGrid :</span></dt><dd>703b3694-579c-11e9-bc94-8387e50334a2</dd><dt><span>grid_mapping_name :</span></dt><dd>lat_long_on_sphere</dd><dt><span>crs_id :</span></dt><dd>urn:ogc:def:cs:EPSG:6.0:6422</dd><dt><span>crs_name :</span></dt><dd>Spherical 2D Coordinate System</dd><dt><span>ellipsoid_name :</span></dt><dd>Sphere</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>grid_level :</span></dt><dd>3</dd><dt><span>grid_root :</span></dt><dd>2</dd><dt><span>grid_ID :</span></dt><dd>1</dd><dt><span>parent_grid_ID :</span></dt><dd>0</dd><dt><span>no_of_subgrids :</span></dt><dd>1</dd><dt><span>start_subgrid_id :</span></dt><dd>1</dd><dt><span>max_childdom :</span></dt><dd>1</dd><dt><span>boundary_depth_index :</span></dt><dd>0</dd><dt><span>rotation_vector :</span></dt><dd>[0. 0. 0.]</dd><dt><span>grid_geometry :</span></dt><dd>1</dd><dt><span>grid_cell_type :</span></dt><dd>3</dd><dt><span>mean_edge_length :</span></dt><dd>480617.76530999044</dd><dt><span>mean_dual_edge_length :</span></dt><dd>277650.8788228402</dd><dt><span>mean_cell_area :</span></dt><dd>99629128946.83536</dd><dt><span>mean_dual_cell_area :</span></dt><dd>199102708902.3395</dd><dt><span>domain_length :</span></dt><dd>40031612.44147649</dd><dt><span>domain_height :</span></dt><dd>40031612.44147649</dd><dt><span>sphere_radius :</span></dt><dd>6371229.0</dd><dt><span>domain_cartesian_center :</span></dt><dd>[0. 0. 0.]</dd><dt><span>history :</span></dt><dd>Fri Apr 12 13:38:27 2019: ncatted -a centre,global,c,i,252 -a rotation,global,c,c,37deg around z-axis -a coverage,global,c,c,ocean only -a topography,global,c,c,modified SRTM30 -a symmetry,global,c,c,along equator -a subcentre,global,c,i,1 -a number_of_grid_used,global,c,i,30 -a ICON_grid_file_uri,global,c,c,http://icon-downloads.mpimet.mpg.de/grids/public/mpim/0030/icon_grid_0030_R02B03_G.nc Global_IcosSymmetric_0316km_rotatedZ37d.nc icon_grid_0030_R02B03_G.nc\n",
       "/mnt/lustre01/work/mh0287/users/rene/GridGenerator/build/x86_64-unknown-linux-gnu/bin/grid_command</dd><dt><span>centre :</span></dt><dd>252</dd><dt><span>rotation :</span></dt><dd>37deg around z-axis</dd><dt><span>coverage :</span></dt><dd>ocean only</dd><dt><span>topography :</span></dt><dd>modified SRTM30</dd><dt><span>symmetry :</span></dt><dd>along equator</dd><dt><span>subcentre :</span></dt><dd>1</dd><dt><span>number_of_grid_used :</span></dt><dd>30</dd><dt><span>ICON_grid_file_uri :</span></dt><dd>http://icon-downloads.mpimet.mpg.de/grids/public/mpim/0030/icon_grid_0030_R02B03_G.nc</dd><dt><span>NCO :</span></dt><dd>netCDF Operators version 4.7.5 (Homepage = http://nco.sf.net, Code = http://github.com/nco/nco)</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:                         (cell: 5120, nv: 3, vertex: 2562, ne: 6, edge: 7680, no: 4, nc: 2, max_stored_decompositions: 4, two_grf: 2, cell_grf: 14, max_chdom: 1, edge_grf: 24, vert_grf: 13)\n",
       "Coordinates:\n",
       "    clon                            (cell) float64 ...\n",
       "    clat                            (cell) float64 ...\n",
       "    vlon                            (vertex) float64 ...\n",
       "    vlat                            (vertex) float64 ...\n",
       "    elon                            (edge) float64 ...\n",
       "    elat                            (edge) float64 ...\n",
       "Dimensions without coordinates: cell, nv, vertex, ne, edge, no, nc, max_stored_decompositions, two_grf, cell_grf, max_chdom, edge_grf, vert_grf\n",
       "Data variables: (12/91)\n",
       "    clon_vertices                   (cell, nv) float64 ...\n",
       "    clat_vertices                   (cell, nv) float64 ...\n",
       "    vlon_vertices                   (vertex, ne) float64 ...\n",
       "    vlat_vertices                   (vertex, ne) float64 ...\n",
       "    elon_vertices                   (edge, no) float64 ...\n",
       "    elat_vertices                   (edge, no) float64 ...\n",
       "    ...                              ...\n",
       "    edge_dual_normal_cartesian_x    (edge) float64 ...\n",
       "    edge_dual_normal_cartesian_y    (edge) float64 ...\n",
       "    edge_dual_normal_cartesian_z    (edge) float64 ...\n",
       "    cell_circumcenter_cartesian_x   (cell) float64 ...\n",
       "    cell_circumcenter_cartesian_y   (cell) float64 ...\n",
       "    cell_circumcenter_cartesian_z   (cell) float64 ...\n",
       "Attributes: (12/43)\n",
       "    title:                    ICON grid description\n",
       "    institution:              Max Planck Institute for Meteorology/Deutscher ...\n",
       "    source:                   git@git.mpimet.mpg.de:GridGenerator.git\n",
       "    revision:                 2cdf99bec403902989148ebb4bd38c218a64a1b3\n",
       "    date:                     20190405 at 141502\n",
       "    user_name:                Rene Redler (m300083)\n",
       "    ...                       ...\n",
       "    topography:               modified SRTM30\n",
       "    symmetry:                 along equator\n",
       "    subcentre:                1\n",
       "    number_of_grid_used:      30\n",
       "    ICON_grid_file_uri:       http://icon-downloads.mpimet.mpg.de/grids/publi...\n",
       "    NCO:                      netCDF Operators version 4.7.5 (Homepage = http..."
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid = xr.open_dataset(\n",
    "    \"/pool/data/ICON/grids/public/mpim/0030/icon_grid_0030_R02B03_G.nc\"\n",
    ")\n",
    "grid"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We'll use this little function which displays our selected grid cells on a map. It uses\n",
    "\n",
    "* `voc` (vertex of cell), which lists the vertices of each cell, in Fortran (1-based) index convention\n",
    "* `clat` and `clon`: coordinates of cell centers\n",
    "* `vlat` and `vlon`: coordinates of vertices\n",
    "\n",
    "The function draws a line along the cell centers in index order and colors the centers also in this order."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "def show_grid(voc, clat, clon, vlat, vlon):\n",
    "    fig = plt.figure(figsize=(14, 7))\n",
    "    ax = fig.add_subplot(1, 1, 1, projection=ccrs.Orthographic(60, 45))\n",
    "    ax.set_global()\n",
    "    ax.add_feature(cfeature.LAND, zorder=0, edgecolor=\"black\")\n",
    "\n",
    "    plt.plot(np.rad2deg(clon), np.rad2deg(clat), transform=ccrs.Geodetic())\n",
    "    plt.scatter(\n",
    "        np.rad2deg(clon),\n",
    "        np.rad2deg(clat),\n",
    "        c=np.arange(len(clon)),\n",
    "        s=15,\n",
    "        zorder=10,\n",
    "        cmap=\"turbo\",\n",
    "        transform=ccrs.Geodetic(),\n",
    "    )\n",
    "    for v1, v2, v3 in voc.T - 1:\n",
    "        i = np.array([v1, v2, v3, v1])\n",
    "        plt.plot(\n",
    "            np.rad2deg(vlon[i]),\n",
    "            np.rad2deg(vlat[i]),\n",
    "            c=\"k\",\n",
    "            lw=1,\n",
    "            alpha=0.1,\n",
    "            transform=ccrs.Geodetic(),\n",
    "        )\n",
    "    plt.colorbar(label=\"cell index\")\n",
    "    plt.show()\n",
    "    plt.close()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As we can not see anything on the backside of the globe anyways and an we know that the ICON grid is based on an [icosahedron](https://en.wikipedia.org/wiki/Icosahedron), we'll cut out one of the faces of the icosahedron to look at the internal grid structure. We'll call this subgrid `sg1`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x504 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sg1 = grid.isel(cell=slice(2 ** (2 * 4)))\n",
    "show_grid(\n",
    "    sg1.vertex_of_cell.values,\n",
    "    sg1.clat.values,\n",
    "    sg1.clon.values,\n",
    "    grid.vlat.values,\n",
    "    grid.vlon.values,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We observe that the central triangle of any larger (composed) triangle is always the first index within that group. Or the other way around: four triangles form one larger triangle and every four triangles are ordered as `[center, corner1, corner2, corner3]`.\n",
    "\n",
    "Let's have a look into the vertex indices of four such connected triangles (we'll use the first, most central triangles for the example):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[1, 2, 3],\n",
       "       [3, 4, 1],\n",
       "       [1, 5, 2],\n",
       "       [2, 6, 3]], dtype=int32)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sg1.vertex_of_cell.values.T[0:4]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Each row in this array represents one triangle and each column shows the indices of the vertices within that triangle.\n",
    "\n",
    "We know that lower three triangles are the three corner triangles and we can see that in each triangle, the middle vertex occurs only once. As only the outer vertices of the larger triangle composed by these small triangles are not shared between inner triangles, these vertices must be the outer vertices of the larger (connected) triangle. Let's use this information to coarsen our grid."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "def coarsen_vertex_of_cell(voc):\n",
    "    return voc.reshape(3, -1, 4)[1, :, 1:].T"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The function above reshapes the `voc` array into a stack of these 3x4 blocks of vertex indices and then just cuts out our three corner indices into a new, coarser `voc`-array.\n",
    "\n",
    "Let's also define a function which we can use to coarsen cell center values (e.g. `clat` and `clon`) by selecting the value of the central (first) triangle:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "def coarsen_cell_center(cvalue):\n",
    "    return cvalue[..., ::4]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can now apply these functions recursively to coarsen the grid several times and have a look at the resulting grid structures:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x504 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x504 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x504 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "voc = sg1.vertex_of_cell.values\n",
    "clat = sg1.clat.values\n",
    "clon = sg1.clon.values\n",
    "for i in range(3):\n",
    "    voc = coarsen_vertex_of_cell(voc)\n",
    "    clat = coarsen_cell_center(clat)\n",
    "    clon = coarsen_cell_center(clon)\n",
    "    show_grid(voc, clat, clon, grid.vlat.values, grid.vlon.values)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here's a little test which would print out the coarsening level and the cell index of any group of triangles which would violate out assumption about the ordering of the vertices. As it doesn't print anything, we know that the method works for this grid."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "voc = sg1.vertex_of_cell.values\n",
    "for l in range(4):\n",
    "    for i, g in enumerate(voc.reshape(3, -1, 4).transpose(1, 0, 2)):\n",
    "        if np.any(g[:, 0, np.newaxis] == g[1, 1:]):\n",
    "            print(l, i, g)\n",
    "    voc = coarsen_vertex_of_cell(voc)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can also apply the coarsening several times to our full grid to make a little image of the grid structure on the globe:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "voc = coarsen_vertex_of_cell(coarsen_vertex_of_cell(grid.vertex_of_cell.values))\n",
    "\n",
    "fig = plt.figure(figsize=(14, 7))\n",
    "ax = fig.add_subplot(1, 1, 1, projection=ccrs.Orthographic(60, 45))\n",
    "ax.set_global()\n",
    "ax.add_feature(cfeature.LAND, zorder=0, edgecolor=\"black\")\n",
    "\n",
    "for v1, v2, v3 in voc.T - 1:\n",
    "    i = np.array([v1, v2, v3, v1])\n",
    "    plt.plot(\n",
    "        np.rad2deg(grid.vlon.values[i]),\n",
    "        np.rad2deg(grid.vlat.values[i]),\n",
    "        c=\"k\",\n",
    "        lw=1,\n",
    "        alpha=0.1,\n",
    "        transform=ccrs.Geodetic(),\n",
    "    )\n",
    "plt.show()\n",
    "plt.close()"
   ]
  }
 ],
 "metadata": {
  "jupytext": {
   "formats": "ipynb,md:myst"
  },
  "kernelspec": {
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