{
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    "# HRRR-Alaska\n",
    "\n",
    "This will plot HRRR-Alaska data. There are additional \"products\" available than are shown here."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "424b1869",
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "from herbie.toolbox import EasyMap, pc\n",
    "from herbie import paint\n",
    "\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b03c0959",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=hrrrak ┊ \u001b[3mproduct=sfc\u001b[0m ┊ \u001b[38;2;41;130;13m2021-Jul-19 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2021-07-19\",\n",
    "    model=\"hrrrak\",\n",
    "    product=\"sfc\",\n",
    "    fxx=6,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "17271489",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'prs': '3D pressure level fields; 3-km resolution',\n",
       " 'sfc': '2D surface level fields; 3-km resolution',\n",
       " 'nat': 'Native level fields; 3-km resolution',\n",
       " 'subh': 'Subhourly grids; 3-km resolution'}"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show additional products\n",
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "c5c9fe2c",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 24MB\n",
       "Dimensions:              (y: 919, x: 1299)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2021-07-19\n",
       "    step                 timedelta64[ns] 8B 06:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 10MB 41.61 41.63 41.64 ... 76.35 76.34\n",
       "    longitude            (y, x) float64 10MB 185.1 185.1 185.2 ... 244.1 244.2\n",
       "    valid_time           datetime64[ns] 8B 2021-07-19T06:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 5MB 289.4 289.4 289.4 ... 271.9 272.2\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hrrrak\n",
       "    product:                 sfc\n",
       "    description:             High-Resolution Rapid Refresh - Alaska\n",
       "    remote_grib:             https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr....\n",
       "    local_grib:              /home/blaylock/data/hrrrak/20210719/subset_6eb29...\n",
       "    search:                  TMP:2 m above</pre><div class='xr-wrap' style='display:none'><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-747c9de3-d11b-41f4-a9ec-3d1f9252c9eb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-747c9de3-d11b-41f4-a9ec-3d1f9252c9eb' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>y</span>: 919</li><li><span>x</span>: 1299</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1283feb2-3225-4a72-a194-2a6fd455dc8f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1283feb2-3225-4a72-a194-2a6fd455dc8f' class='xr-section-summary' >Coordinates: <span>(7)</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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2021-07-19</div><input id='attrs-81cff483-6490-461d-a064-89a58b7b1336' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-81cff483-6490-461d-a064-89a58b7b1336' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3eaff52d-bafb-48a1-8180-926bc3e32cfe' class='xr-var-data-in' type='checkbox'><label for='data-3eaff52d-bafb-48a1-8180-926bc3e32cfe' 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>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2021-07-19T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>06:00:00</div><input id='attrs-59d4b279-fa9f-44fc-bfdc-4fc83633fe7f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-59d4b279-fa9f-44fc-bfdc-4fc83633fe7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2cb704a6-4d57-4641-82b9-fd5dd5c42126' class='xr-var-data-in' type='checkbox'><label for='data-2cb704a6-4d57-4641-82b9-fd5dd5c42126' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(21600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-4d504403-147c-482f-bcdc-51d919e0ed18' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4d504403-147c-482f-bcdc-51d919e0ed18' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a700c0d6-e3b9-480e-9d59-e3de79d9e15b' class='xr-var-data-in' type='checkbox'><label for='data-a700c0d6-e3b9-480e-9d59-e3de79d9e15b' 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>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>41.61 41.63 41.64 ... 76.35 76.34</div><input id='attrs-7b9df344-4aa5-4f0b-b9b5-c3e2cc1389da' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b9df344-4aa5-4f0b-b9b5-c3e2cc1389da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ae41fa7-3b54-4f09-8b1f-b220c6c4f66d' class='xr-var-data-in' type='checkbox'><label for='data-3ae41fa7-3b54-4f09-8b1f-b220c6c4f66d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([[41.612949  , 41.6283732 , 41.64379131, ..., 51.73138975,\n",
       "        51.72848388, 51.72555953],\n",
       "       [41.63140955, 41.64684264, 41.66226963, ..., 51.75703746,\n",
       "        51.75412904, 51.75120212],\n",
       "       [41.64986721, 41.66530919, 41.68074507, ..., 51.78268891,\n",
       "        51.77977793, 51.77684845],\n",
       "       ...,\n",
       "       [55.58612355, 55.61066898, 55.63521475, ..., 76.30240259,\n",
       "        76.2931345 , 76.2838131 ],\n",
       "       [55.59579489, 55.62034893, 55.64490334, ..., 76.32936501,\n",
       "        76.32007795, 76.3107375 ],\n",
       "       [55.6054481 , 55.63001076, 55.65457379, ..., 76.35632261,\n",
       "        76.34701652, 76.33765695]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>185.1 185.1 185.2 ... 244.1 244.2</div><input id='attrs-06cbe56e-f3e9-469f-9804-3bb6887e44ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-06cbe56e-f3e9-469f-9804-3bb6887e44ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4085ac47-153c-4b15-bddb-de14a560ce2c' class='xr-var-data-in' type='checkbox'><label for='data-4085ac47-153c-4b15-bddb-de14a560ce2c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([[185.117126  , 185.14182833, 185.16654845, ..., 231.44409514,\n",
       "        231.48549948, 231.52689702],\n",
       "       [185.09648273, 185.12118827, 185.14591163, ..., 231.44877541,\n",
       "        231.49020931, 231.5316364 ],\n",
       "       [185.07582165, 185.1005304 , 185.12525698, ..., 231.45346246,\n",
       "        231.49492596, 231.53638263],\n",
       "       ...,\n",
       "       [156.52375468, 156.54089605, 156.55806343, ..., 243.91766563,\n",
       "        244.03146088, 244.14510043],\n",
       "       [156.48031162, 156.49742514, 156.51456466, ..., 243.95676999,\n",
       "        244.07076482, 244.18460305],\n",
       "       [156.43684261, 156.45392824, 156.47103983, ..., 243.99603036,\n",
       "        244.11022535, 244.22426284]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2021-07-19T06:00:00</div><input id='attrs-b2840ab8-fb85-4ba7-a9b3-1b7bcaa1b933' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b2840ab8-fb85-4ba7-a9b3-1b7bcaa1b933' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d367074f-c7c1-4d4a-8851-70af91ec20d3' class='xr-var-data-in' type='checkbox'><label for='data-d367074f-c7c1-4d4a-8851-70af91ec20d3' 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>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2021-07-19T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-46c8d6b5-8546-488b-8da6-f0bdc4488b51' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-46c8d6b5-8546-488b-8da6-f0bdc4488b51' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b6470fa3-65bc-43fe-b238-4dbb97087d51' class='xr-var-data-in' type='checkbox'><label for='data-b6470fa3-65bc-43fe-b238-4dbb97087d51' 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>crs_wkt :</span></dt><dd>PROJCRS[&quot;unknown&quot;,BASEGEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]]],CONVERSION[&quot;unknown&quot;,METHOD[&quot;Polar Stereographic (variant B)&quot;,ID[&quot;EPSG&quot;,9829]],PARAMETER[&quot;Latitude of standard parallel&quot;,60,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8832]],PARAMETER[&quot;Longitude of origin&quot;,225,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8833]],PARAMETER[&quot;False easting&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,south,MERIDIAN[90,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,south,MERIDIAN[180,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>projected_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>polar_stereographic</dd><dt><span>standard_parallel :</span></dt><dd>60.0</dd><dt><span>straight_vertical_longitude_from_pole :</span></dt><dd>225.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>90</dd><dt><span>long_name :</span></dt><dd>HRRRAK model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-622b086f-53c8-4d18-9753-61f187a3cf6d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-622b086f-53c8-4d18-9753-61f187a3cf6d' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>289.4 289.4 289.4 ... 271.9 272.2</div><input id='attrs-db4c9423-2545-4625-9182-b17db6240cdf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-db4c9423-2545-4625-9182-b17db6240cdf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb9f1381-f5c5-4c09-8aab-cac89660527e' class='xr-var-data-in' type='checkbox'><label for='data-cb9f1381-f5c5-4c09-8aab-cac89660527e' 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>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1193781</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>polar_stereographic</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Polar stereographic can be south or north</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>6</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[289.4269, 289.3644, 289.3644, ..., 287.2394, 287.3019, 287.3019],\n",
       "       [289.4269, 289.3644, 289.3019, ..., 287.2394, 287.2394, 287.3019],\n",
       "       [289.3644, 289.3019, 289.3019, ..., 287.2394, 287.2394, 287.2394],\n",
       "       ...,\n",
       "       [288.6144, 288.9269, 288.8644, ..., 273.1144, 273.1144, 272.1769],\n",
       "       [288.6769, 288.8644, 288.9894, ..., 273.1144, 273.3019, 272.1144],\n",
       "       [288.8019, 288.8019, 288.6769, ..., 272.1769, 271.9269, 272.1769]],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1e119105-18dd-4ddb-9765-8a866b7354b3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1e119105-18dd-4ddb-9765-8a866b7354b3' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-ac812f80-455d-4d6c-87d0-c960ddd6addd' class='xr-section-summary-in' type='checkbox'  ><label for='section-ac812f80-455d-4d6c-87d0-c960ddd6addd' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>kwbc</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>model :</span></dt><dd>hrrrak</dd><dt><span>product :</span></dt><dd>sfc</dd><dt><span>description :</span></dt><dd>High-Resolution Rapid Refresh - Alaska</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr.20210719/alaska/hrrr.t00z.wrfsfcf06.ak.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/hrrrak/20210719/subset_6eb29dd4__hrrr.t00z.wrfsfcf06.ak.grib2</dd><dt><span>search :</span></dt><dd>TMP:2 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 24MB\n",
       "Dimensions:              (y: 919, x: 1299)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2021-07-19\n",
       "    step                 timedelta64[ns] 8B 06:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 10MB 41.61 41.63 41.64 ... 76.35 76.34\n",
       "    longitude            (y, x) float64 10MB 185.1 185.1 185.2 ... 244.1 244.2\n",
       "    valid_time           datetime64[ns] 8B 2021-07-19T06:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 5MB 289.4 289.4 289.4 ... 271.9 272.2\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hrrrak\n",
       "    product:                 sfc\n",
       "    description:             High-Resolution Rapid Refresh - Alaska\n",
       "    remote_grib:             https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr....\n",
       "    local_grib:              /home/blaylock/data/hrrrak/20210719/subset_6eb29...\n",
       "    search:                  TMP:2 m above"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m above\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "94f96b03",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'HRRRAK: 2D surface level fields; 3-km resolution')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 8]).STATES().ax\n",
    "\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t2m - 273.15,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.05,\n",
    "    **paint.NWSTemperature.cbar_kwargs2,\n",
    ")\n",
    "\n",
    "ax.set_title(ds.t2m.GRIB_name, loc=\"right\")\n",
    "ax.set_title(f\"{ds.model.upper()}: {H.product_description}\", loc=\"left\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9c08a8b9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'GRIB_paramId': 167,\n",
       " 'GRIB_dataType': 'fc',\n",
       " 'GRIB_numberOfPoints': 1193781,\n",
       " 'GRIB_typeOfLevel': 'heightAboveGround',\n",
       " 'GRIB_stepUnits': 1,\n",
       " 'GRIB_stepType': 'instant',\n",
       " 'GRIB_gridType': 'polar_stereographic',\n",
       " 'GRIB_NV': 0,\n",
       " 'GRIB_cfName': 'air_temperature',\n",
       " 'GRIB_cfVarName': 't2m',\n",
       " 'GRIB_gridDefinitionDescription': 'Polar stereographic can be south or north',\n",
       " 'GRIB_missingValue': 3.4028234663852886e+38,\n",
       " 'GRIB_name': '2 metre temperature',\n",
       " 'GRIB_parameterName': 'Temperature',\n",
       " 'GRIB_parameterUnits': 'K',\n",
       " 'GRIB_shortName': '2t',\n",
       " 'GRIB_stepRange': '6',\n",
       " 'GRIB_units': 'K',\n",
       " 'long_name': '2 metre temperature',\n",
       " 'units': 'K',\n",
       " 'standard_name': 'air_temperature',\n",
       " 'grid_mapping': 'gribfile_projection'}"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.t2m.attrs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a32b9d0d",
   "metadata": {},
   "source": [
    "Below is tying to use metpy to parse the CF grid_namming"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3547fcd9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'ellps': 'sphere',\n",
       " 'a': 6371229.0,\n",
       " 'b': 6371229.0,\n",
       " 'proj': 'stere',\n",
       " 'lat_0': 90,\n",
       " 'lon_0': 225.0,\n",
       " 'x_0': 0.0,\n",
       " 'y_0': 0.0,\n",
       " 'lat_ts': 60.0}"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# my own implementation to get cartopy projection\n",
    "ds.herbie.crs.proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "dd490cfb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'ellps': 'sphere',\n",
       " 'a': 6371229.0,\n",
       " 'b': 6371229.0,\n",
       " 'proj': 'stere',\n",
       " 'lat_0': 90,\n",
       " 'lon_0': 225.0,\n",
       " 'x_0': 0.0,\n",
       " 'y_0': 0.0,\n",
       " 'lat_ts': 60.0}"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.metpy.parse_cf().metpy_crs.item().to_cartopy().proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "93647d53",
   "metadata": {},
   "outputs": [],
   "source": [
    "# What if I don't specify anything?\n",
    "ds.gribfile_projection.attrs[\"straight_vertical_longitude_from_pole\"] = None\n",
    "ds.gribfile_projection.attrs[\"standard_parallel\"] = None\n",
    "ds.gribfile_projection.attrs[\"latitude_of_projection_origin\"] = 90"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "8c1cab0b",
   "metadata": {},
   "outputs": [
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       "  </clipPath>\n",
       " </defs>\n",
       "</svg>\n",
       "<pre>&lt;cartopy.crs.Stereographic object at 0x7fe56c61fbc0&gt;</pre>"
      ],
      "text/plain": [
       "<Projected CRS: +proj=stere +ellps=sphere +a=6371229.0 +b=6371229. ...>\n",
       "Name: unknown\n",
       "Axis Info [cartesian]:\n",
       "- E[south]: Easting (metre)\n",
       "- N[south]: Northing (metre)\n",
       "Area of Use:\n",
       "- undefined\n",
       "Coordinate Operation:\n",
       "- name: unknown\n",
       "- method: Polar Stereographic (variant A)\n",
       "Datum: unknown\n",
       "- Ellipsoid: unknown\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.metpy.parse_cf().metpy_crs.item().to_cartopy()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "97aba6e4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'ellps': 'sphere',\n",
       " 'a': 6371229.0,\n",
       " 'b': 6371229.0,\n",
       " 'proj': 'stere',\n",
       " 'lat_0': 90,\n",
       " 'lon_0': None,\n",
       " 'x_0': 0.0,\n",
       " 'y_0': 0.0}"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.metpy.parse_cf().metpy_crs.item().to_cartopy().proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "ad6dab7a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = (\n",
    "    EasyMap(\n",
    "        \"50m\", crs=ds.metpy.parse_cf().metpy_crs.item().to_cartopy(), figsize=[8, 8]\n",
    "    )\n",
    "    .STATES()\n",
    "    .ax\n",
    ")\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t2m - 273.15,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.05,\n",
    "    **paint.NWSTemperature.cbar_kwargs2,\n",
    ")\n",
    "\n",
    "ax.set_title(ds.t2m.GRIB_name, loc=\"right\")\n",
    "ax.set_title(f\"{ds.model.upper()}: {H.product_description}\", loc=\"left\")\n",
    "gl = ax.gridlines(draw_labels=True)\n",
    "\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter, LatitudeLocator\n",
    "import matplotlib.ticker as mticker\n",
    "\n",
    "gl.ylocator = mticker.FixedLocator([60])\n",
    "gl.xlocator = mticker.FixedLocator([-180, -135, 180])"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "herbie-dev",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.1.-1"
  },
  "vscode": {
   "interpreter": {
    "hash": "ac511961bc6976a3d289cde8fc247e6b0e9298cf513cb762aa0a7df646d192ed"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}