{
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   "source": [
    "# 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,
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "from toolbox import EasyMap, pc\n",
    "from paint.standard2 import cm_tmp\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "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,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 919, x: 1299)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2021-07-19\n",
       "    step                 timedelta64[ns] 06:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 ...\n",
       "    longitude            (y, x) float64 ...\n",
       "    valid_time           datetime64[ns] ...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 ...\n",
       "    gribfile_projection  object None\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:              C:\\Users\\blaylock\\data\\hrrrak\\20210719\\subset_6e...\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-d61d0caf-b9f8-440b-9657-a87e3824a6de' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d61d0caf-b9f8-440b-9657-a87e3824a6de' 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-2e3183f1-04b6-423e-a63d-615bc69ed7e2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2e3183f1-04b6-423e-a63d-615bc69ed7e2' 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>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-ad262080-b777-4e9f-adc4-98bf62df9e38' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ad262080-b777-4e9f-adc4-98bf62df9e38' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf57630b-f220-4c02-80c9-1696da8027ea' class='xr-var-data-in' type='checkbox'><label for='data-bf57630b-f220-4c02-80c9-1696da8027ea' 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-9dc49f0c-08e3-4fce-a101-cdcfda45bcf7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9dc49f0c-08e3-4fce-a101-cdcfda45bcf7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8f546422-0794-4995-a7b9-0e16c2d72ca5' class='xr-var-data-in' type='checkbox'><label for='data-8f546422-0794-4995-a7b9-0e16c2d72ca5' 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-3a3896b3-e033-4b42-b8a2-5e9d6138fd54' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3a3896b3-e033-4b42-b8a2-5e9d6138fd54' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89805489-4313-486d-ab8a-d008240358a7' class='xr-var-data-in' type='checkbox'><label for='data-89805489-4313-486d-ab8a-d008240358a7' 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'>...</div><input id='attrs-6dffe9b5-ff00-4bec-a556-25e6d4ca31a5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6dffe9b5-ff00-4bec-a556-25e6d4ca31a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-26bb4da1-d6b2-44f5-b376-0a08171c444e' class='xr-var-data-in' type='checkbox'><label for='data-26bb4da1-d6b2-44f5-b376-0a08171c444e' 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>[1193781 values with dtype=float64]</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'>...</div><input id='attrs-672c0283-f7b9-4efe-b502-a293fb8a8abd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-672c0283-f7b9-4efe-b502-a293fb8a8abd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d7e682e5-275c-4af9-b41c-928e4dfeab1b' class='xr-var-data-in' type='checkbox'><label for='data-d7e682e5-275c-4af9-b41c-928e4dfeab1b' 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>[1193781 values with dtype=float64]</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'>...</div><input id='attrs-56e5cf54-0fca-4f3d-abb4-b8161a722a78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-56e5cf54-0fca-4f3d-abb4-b8161a722a78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea87557a-9a30-4664-8aac-53567f1e0dcf' class='xr-var-data-in' type='checkbox'><label for='data-ea87557a-9a30-4664-8aac-53567f1e0dcf' 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>[1 values with dtype=datetime64[ns]]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-74cf158c-ae4e-4d38-8049-5a9096984cf7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-74cf158c-ae4e-4d38-8049-5a9096984cf7' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>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'>...</div><input id='attrs-1df5316b-8b8e-4d10-a0a3-a3e368262a3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1df5316b-8b8e-4d10-a0a3-a3e368262a3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-869e9cde-856e-4808-8b88-86509f711e2b' class='xr-var-data-in' type='checkbox'><label for='data-869e9cde-856e-4808-8b88-86509f711e2b' 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>[1193781 values with dtype=float32]</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-dfed1726-abc6-4c19-a576-b2428d72e9f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dfed1726-abc6-4c19-a576-b2428d72e9f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c9b2acdf-36e1-47b6-b37d-9f63cb5f59da' class='xr-var-data-in' type='checkbox'><label for='data-c9b2acdf-36e1-47b6-b37d-9f63cb5f59da' 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-1784816c-d8b6-455a-9d30-a4efeabdd178' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1784816c-d8b6-455a-9d30-a4efeabdd178' 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-3a26f8b5-61aa-4ae5-b79b-af4bcbc40c2c' class='xr-section-summary-in' type='checkbox'  ><label for='section-3a26f8b5-61aa-4ae5-b79b-af4bcbc40c2c' 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>C:\\Users\\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>\n",
       "Dimensions:              (y: 919, x: 1299)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2021-07-19\n",
       "    step                 timedelta64[ns] 06:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 ...\n",
       "    longitude            (y, x) float64 ...\n",
       "    valid_time           datetime64[ns] ...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 ...\n",
       "    gribfile_projection  object None\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:              C:\\Users\\blaylock\\data\\hrrrak\\20210719\\subset_6e...\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,
   "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,\n",
    "    transform=pc,\n",
    "    **cm_tmp(units=\"K\").cmap_kwargs,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.05,\n",
    "    **cm_tmp(units=\"K\").cbar_kwargs,\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,
   "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",
   "metadata": {},
   "source": [
    "Below is tying to use metpy to parse the CF grid_namming"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "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,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\blaylock\\Miniconda3\\envs\\herbie-dev\\lib\\site-packages\\metpy\\xarray.py:355: UserWarning: More than one time coordinate present for variable \"gribfile_projection\".\n",
      "  warnings.warn('More than one ' + axis + ' coordinate present for variable'\n"
     ]
    },
    {
     "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,
   "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,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\blaylock\\Miniconda3\\envs\\herbie-dev\\lib\\site-packages\\metpy\\xarray.py:355: UserWarning: More than one time coordinate present for variable \"gribfile_projection\".\n",
      "  warnings.warn('More than one ' + axis + ' coordinate present for variable'\n"
     ]
    },
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       "L 163.260919 51.318745 \n",
       "L 165.796906 56.535781 \n",
       "L 167.964014 61.917605 \n",
       "L 169.751684 67.437997 \n",
       "L 171.151208 73.070064 \n",
       "L 172.155767 78.786365 \n",
       "L 172.760466 84.559052 \n",
       "L 172.962361 90.36 \n",
       "L 172.962361 90.36 \n",
       "\"/>\n",
       "  </clipPath>\n",
       " </defs>\n",
       "</svg>\n",
       "<pre>&lt;cartopy.crs.Stereographic object at 0x00000221260D2D70&gt;</pre>"
      ],
      "text/plain": [
       "<Derived 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,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\blaylock\\Miniconda3\\envs\\herbie-dev\\lib\\site-packages\\metpy\\xarray.py:355: UserWarning: More than one time coordinate present for variable \"gribfile_projection\".\n",
      "  warnings.warn('More than one ' + axis + ' coordinate present for variable'\n"
     ]
    },
    {
     "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,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "c:\\Users\\blaylock\\Miniconda3\\envs\\herbie-dev\\lib\\site-packages\\metpy\\xarray.py:355: UserWarning: More than one time coordinate present for variable \"gribfile_projection\".\n",
      "  warnings.warn('More than one ' + axis + ' coordinate present for variable'\n"
     ]
    },
    {
     "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, ds.latitude, ds.t2m, transform=pc, **cm_tmp(units=\"K\").cmap_kwargs\n",
    ")\n",
    "plt.colorbar(\n",
    "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **cm_tmp(units=\"K\").cbar_kwargs\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])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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": "3.10.8"
  },
  "vscode": {
   "interpreter": {
    "hash": "ac511961bc6976a3d289cde8fc247e6b0e9298cf513cb762aa0a7df646d192ed"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}