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   "source": [
    "# RAP\n",
    "\n",
    "This demonstrates how to download and use Rapid Refresh (RAP) model data. This is perhaps the messiest dataset Herbie tries to look for (lots of sources, different file naming conventions, lots of different products)."
   ]
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   "id": "b4cba677-7674-47d6-8dde-2d297b138c57",
   "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": 12,
   "id": "6384df86-fc73-4496-a138-5f227535b6d6",
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rap ┊ \u001b[3mproduct=awp130pgrb\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jun-22 18:00 UTC\u001b[92m F00\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(\"2024-6-22 18:00\", model=\"rap\", product=\"awp130pgrb\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "0de5622a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'awp130pgrb': 'CONUS Pressure levels; 13-km resolution',\n",
       " 'awp252pgrb': 'CONUS Pressure levels; 20-km resolution',\n",
       " 'awp236pgrb': 'CONUS Pressure levels; 40-km resolution',\n",
       " 'awp130bgrb': 'CONUS Native levels; 13-km resolution',\n",
       " 'awp252bgrb': 'CONUS Native levels; 20-km resolution',\n",
       " 'wrfprs': 'Full domain Pressure Levels; 13-km',\n",
       " 'wrfnat': 'Full domain Native Levels; 13-km',\n",
       " 'awip32': 'NOAMHI - High-Resolution North American Master Grid; 32-km resolution',\n",
       " 'awp242': 'Alaska Quadruple Resolution Pressure levels; 11-km resolution',\n",
       " 'awp200': 'Puerto Rico Pressure levels; 16-km resolution',\n",
       " 'awp243': 'Eastern North America Pressure levels, 0.4 degree resolution',\n",
       " 'wrfmsl': 'WRFMSL; 13-km resolution'}"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "f2eeadf9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'aws': 'https://noaa-rap-pds.s3.amazonaws.com/rap.20240622/rap.t18z.awp130pgrbf00.grib2',\n",
       " 'nomads': 'https://nomads.ncep.noaa.gov/pub/data/nccf/com/rap/prod/rap.20240622/rap.t18z.awp130pgrbf00.grib2',\n",
       " 'google': 'https://storage.googleapis.com/rapid-refresh/rap.20240622/rap.t18z.awp130pgrbf00.grib2',\n",
       " 'azure': 'https://noaarap.blob.core.windows.net/rap/rap.20240622/rap.t18z.awp130pgrbf00.grib2'}"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.SOURCES"
   ]
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   "execution_count": 15,
   "id": "8757a741-afbd-4cb7-89ab-59b647cbc4b1",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 3MB\n",
       "Dimensions:              (y: 337, x: 451)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-06-22T18:00:00\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 1MB 16.28 16.31 16.34 ... 55.51 55.48\n",
       "    longitude            (y, x) float64 1MB 233.9 234.0 234.1 ... 302.4 302.6\n",
       "    valid_time           datetime64[ns] 8B 2024-06-22T18:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 608kB 296.2 296.3 296.4 ... 276.1 276.2\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:                   rap\n",
       "    product:                 awp130pgrb\n",
       "    description:             Rapid Refresh (RAP) from NOMADS and Big Data Pro...\n",
       "    remote_grib:             https://noaa-rap-pds.s3.amazonaws.com/rap.202406...\n",
       "    local_grib:              /home/blaylock/data/rap/20240622/subset_d1efe363...\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-402f0efa-46ec-42b8-90d2-a6a601050190' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-402f0efa-46ec-42b8-90d2-a6a601050190' 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>: 337</li><li><span>x</span>: 451</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9195a196-b311-49f4-b96b-b0dc8f0041bc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9195a196-b311-49f4-b96b-b0dc8f0041bc' 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'>2024-06-22T18:00:00</div><input id='attrs-5be7ae59-bfdd-4a34-8319-32ba405006f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5be7ae59-bfdd-4a34-8319-32ba405006f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94c09d89-853e-4b9d-a406-6be3cc0711d1' class='xr-var-data-in' type='checkbox'><label for='data-94c09d89-853e-4b9d-a406-6be3cc0711d1' 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;2024-06-22T18:00:00.000000000&#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'>00:00:00</div><input id='attrs-a00eb54a-6fa0-4162-a43b-d0773de0427b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a00eb54a-6fa0-4162-a43b-d0773de0427b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d60710e-e01c-41a2-9c84-2bbeea058393' class='xr-var-data-in' type='checkbox'><label for='data-6d60710e-e01c-41a2-9c84-2bbeea058393' 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(0, 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-88b9b6e3-61d4-4076-bcf0-96db0788ef29' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88b9b6e3-61d4-4076-bcf0-96db0788ef29' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b6a17d6b-aefd-4aa5-9aea-bc8c6d072bbe' class='xr-var-data-in' type='checkbox'><label for='data-b6a17d6b-aefd-4aa5-9aea-bc8c6d072bbe' 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'>16.28 16.31 16.34 ... 55.51 55.48</div><input id='attrs-3ebeaed4-dc11-4c57-9b91-93a2986ddc7f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3ebeaed4-dc11-4c57-9b91-93a2986ddc7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2adb0902-2af2-4ad6-929b-2efe9933a2db' class='xr-var-data-in' type='checkbox'><label for='data-2adb0902-2af2-4ad6-929b-2efe9933a2db' 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([[16.281     , 16.30836614, 16.33562845, ..., 17.38598091,\n",
       "        17.363161  , 17.34023363],\n",
       "       [16.39828505, 16.42568412, 16.45297923, ..., 17.50458529,\n",
       "        17.48173835, 17.45878381],\n",
       "       [16.51559943, 16.54303139, 16.57035924, ..., 17.62321703,\n",
       "        17.60034309, 17.57736144],\n",
       "       ...,\n",
       "       [53.97394127, 54.00790887, 54.04173934, ..., 55.33884573,\n",
       "        55.31079595, 55.2826082 ],\n",
       "       [54.07324369, 54.10721488, 54.14104889, ..., 55.43826705,\n",
       "        55.41021535, 55.38202566],\n",
       "       [54.17241813, 54.20639281, 54.24023027, ..., 55.53755643,\n",
       "        55.5095029 , 55.48131134]])</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'>233.9 234.0 234.1 ... 302.4 302.6</div><input id='attrs-5ff1c668-2c2d-4200-bb0d-d892f0bb7ef1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5ff1c668-2c2d-4200-bb0d-d892f0bb7ef1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-20e6945c-79f5-4d5d-8bdb-d8cee75740eb' class='xr-var-data-in' type='checkbox'><label for='data-20e6945c-79f5-4d5d-8bdb-d8cee75740eb' 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([[233.862     , 233.98419514, 234.1064416 , ..., 290.71357615,\n",
       "        290.83782217, 290.96202426],\n",
       "       [233.83341078, 233.95571014, 234.07806096, ..., 290.73745411,\n",
       "        290.86180986, 290.98612158],\n",
       "       [233.80476994, 233.9271737 , 234.04962904, ..., 290.76137592,\n",
       "        290.8858416 , 291.01026312],\n",
       "       ...,\n",
       "       [220.2599064 , 220.42892476, 220.59808701, ..., 302.16983749,\n",
       "        302.34470507, 302.51944524],\n",
       "       [220.20196465, 220.37116928, 220.54051831, ..., 302.21910048,\n",
       "        302.3941759 , 302.56912343],\n",
       "       [220.14387816, 220.31326939, 220.48280555, ..., 302.26849092,\n",
       "        302.44377462, 302.61892995]])</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'>2024-06-22T18:00:00</div><input id='attrs-1d2e24e9-81ba-43c2-a71a-4bffb1959b90' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d2e24e9-81ba-43c2-a71a-4bffb1959b90' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e6c3c7d-c239-4ce5-bebd-b3620829c189' class='xr-var-data-in' type='checkbox'><label for='data-8e6c3c7d-c239-4ce5-bebd-b3620829c189' 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;2024-06-22T18:00:00.000000000&#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-d45690ac-f35f-4752-8527-3634819db30e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d45690ac-f35f-4752-8527-3634819db30e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8be613f3-9e4a-4d1c-8cd0-65e60ab027b0' class='xr-var-data-in' type='checkbox'><label for='data-8be613f3-9e4a-4d1c-8cd0-65e60ab027b0' 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;Lambert Conic Conformal (2SP)&quot;,ID[&quot;EPSG&quot;,9802]],PARAMETER[&quot;Latitude of false origin&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,265,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8824]],PARAMETER[&quot;Easting at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8826]],PARAMETER[&quot;Northing at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8827]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,north,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>lambert_conformal_conic</dd><dt><span>standard_parallel :</span></dt><dd>(25.0, 25.0)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>25.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>265.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>RAP 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-96799202-b57b-46f7-bd82-3b0e56f427ba' class='xr-section-summary-in' type='checkbox'  checked><label for='section-96799202-b57b-46f7-bd82-3b0e56f427ba' 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'>296.2 296.3 296.4 ... 276.1 276.2</div><input id='attrs-abd41569-72f8-4028-bcbc-62e947521ec2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-abd41569-72f8-4028-bcbc-62e947521ec2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f3a8067d-782d-42a8-80c0-1e401f036174' class='xr-var-data-in' type='checkbox'><label for='data-f3a8067d-782d-42a8-80c0-1e401f036174' 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>151987</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>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>13545.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>13545.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>451</dd><dt><span>GRIB_Ny :</span></dt><dd>337</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>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>16.281</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.862</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</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>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>1</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([[296.15936, 296.28436, 296.40936, ..., 302.59686, 302.53436,\n",
       "        302.53436],\n",
       "       [296.47186, 296.53436, 296.59686, ..., 302.65936, 302.53436,\n",
       "        302.53436],\n",
       "       [296.65936, 296.78436, 296.90936, ..., 302.59686, 302.59686,\n",
       "        302.53436],\n",
       "       ...,\n",
       "       [282.90936, 282.97186, 283.09686, ..., 275.97186, 276.03436,\n",
       "        276.15936],\n",
       "       [282.90936, 283.03436, 283.09686, ..., 276.03436, 276.09686,\n",
       "        276.15936],\n",
       "       [282.97186, 283.03436, 283.09686, ..., 276.03436, 276.09686,\n",
       "        276.15936]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7d1f50bb-8d7f-4524-974b-0d3f4a8af8c2' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7d1f50bb-8d7f-4524-974b-0d3f4a8af8c2' 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-27a69a58-0fdd-459d-a61e-48f9dfd1d42f' class='xr-section-summary-in' type='checkbox'  ><label for='section-27a69a58-0fdd-459d-a61e-48f9dfd1d42f' 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>rap</dd><dt><span>product :</span></dt><dd>awp130pgrb</dd><dt><span>description :</span></dt><dd>Rapid Refresh (RAP) from NOMADS and Big Data Program</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-rap-pds.s3.amazonaws.com/rap.20240622/rap.t18z.awp130pgrbf00.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/rap/20240622/subset_d1efe363__rap.t18z.awp130pgrbf00.grib2</dd><dt><span>search :</span></dt><dd>TMP:2 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 3MB\n",
       "Dimensions:              (y: 337, x: 451)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-06-22T18:00:00\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 1MB 16.28 16.31 16.34 ... 55.51 55.48\n",
       "    longitude            (y, x) float64 1MB 233.9 234.0 234.1 ... 302.4 302.6\n",
       "    valid_time           datetime64[ns] 8B 2024-06-22T18:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 608kB 296.2 296.3 296.4 ... 276.1 276.2\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:                   rap\n",
       "    product:                 awp130pgrb\n",
       "    description:             Rapid Refresh (RAP) from NOMADS and Big Data Pro...\n",
       "    remote_grib:             https://noaa-rap-pds.s3.amazonaws.com/rap.202406...\n",
       "    local_grib:              /home/blaylock/data/rap/20240622/subset_d1efe363...\n",
       "    search:                  TMP:2 m above"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m above\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "119c9742-4514-4abf-bba5-b74354352537",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'RAP: CONUS Pressure levels; 13-km resolution')"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(crs=ds.herbie.crs, figsize=[8, 8]).STATES().ax\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, ax=ax, orientation=\"horizontal\", pad=0.05, **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": "markdown",
   "id": "2f93e016-4ec8-4410-923d-c071d7faebad",
   "metadata": {},
   "source": [
    "# RAP record on NCEI"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "1bb48901",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rap_historical ┊ \u001b[3mproduct=analysis\u001b[0m ┊ \u001b[38;2;41;130;13m2019-Nov-23 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ rap_130\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ rap_130\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\"2019-11-23\", model=\"rap_historical\", product=\"analysis\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "62ef9cb1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "👨🏻‍🏭 Created directory: [/home/blaylock/data/rap_historical/20191123]\n"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 3MB\n",
       "Dimensions:              (y: 337, x: 451)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2019-11-23\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 1MB 16.28 16.31 16.34 ... 55.51 55.48\n",
       "    longitude            (y, x) float64 1MB 233.9 234.0 234.1 ... 302.4 302.6\n",
       "    valid_time           datetime64[ns] 8B 2019-11-23\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 608kB 298.3 298.4 298.5 ... 274.3 274.4\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:                   rap_historical\n",
       "    product:                 analysis\n",
       "    description:             Rapid Refresh - NCEI Historical\n",
       "    remote_grib:             https://www.ncei.noaa.gov/data/rapid-refresh/acc...\n",
       "    local_grib:              /home/blaylock/data/rap_historical/20191123/subs...\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-5d458c46-e5f1-491d-8c84-5dfc7bd9c157' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5d458c46-e5f1-491d-8c84-5dfc7bd9c157' 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>: 337</li><li><span>x</span>: 451</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-51e32458-5e5c-485a-9b6d-bb750cba942f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-51e32458-5e5c-485a-9b6d-bb750cba942f' 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'>2019-11-23</div><input id='attrs-4e593150-93fe-4be7-b0c3-5d88d18bbe28' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4e593150-93fe-4be7-b0c3-5d88d18bbe28' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2716568-6501-4c44-abe5-6733fc640318' class='xr-var-data-in' type='checkbox'><label for='data-b2716568-6501-4c44-abe5-6733fc640318' 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;2019-11-23T00:00:00.000000000&#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'>00:00:00</div><input id='attrs-92dfcf05-4569-47e1-a320-2a8ddff81df6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-92dfcf05-4569-47e1-a320-2a8ddff81df6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f0a95aac-8745-4780-b933-4927939a5b68' class='xr-var-data-in' type='checkbox'><label for='data-f0a95aac-8745-4780-b933-4927939a5b68' 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(0, 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-56a66908-cfa0-457c-9864-72034252d3c7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-56a66908-cfa0-457c-9864-72034252d3c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0c12498a-4036-4580-8bb9-d6043f43ee11' class='xr-var-data-in' type='checkbox'><label for='data-0c12498a-4036-4580-8bb9-d6043f43ee11' 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'>16.28 16.31 16.34 ... 55.51 55.48</div><input id='attrs-d01c9be1-3e5a-4abe-8577-0b6f4fb3dcf8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d01c9be1-3e5a-4abe-8577-0b6f4fb3dcf8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6746b92-fb2e-448b-8d37-98b51b5c8e2b' class='xr-var-data-in' type='checkbox'><label for='data-c6746b92-fb2e-448b-8d37-98b51b5c8e2b' 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([[16.281     , 16.30836614, 16.33562845, ..., 17.38598091,\n",
       "        17.363161  , 17.34023363],\n",
       "       [16.39828505, 16.42568412, 16.45297923, ..., 17.50458529,\n",
       "        17.48173835, 17.45878381],\n",
       "       [16.51559943, 16.54303139, 16.57035924, ..., 17.62321703,\n",
       "        17.60034309, 17.57736144],\n",
       "       ...,\n",
       "       [53.97394127, 54.00790887, 54.04173934, ..., 55.33884573,\n",
       "        55.31079595, 55.2826082 ],\n",
       "       [54.07324369, 54.10721488, 54.14104889, ..., 55.43826705,\n",
       "        55.41021535, 55.38202566],\n",
       "       [54.17241813, 54.20639281, 54.24023027, ..., 55.53755643,\n",
       "        55.5095029 , 55.48131134]])</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'>233.9 234.0 234.1 ... 302.4 302.6</div><input id='attrs-92965931-16a2-483c-b1b3-a31f01919074' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-92965931-16a2-483c-b1b3-a31f01919074' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-603f2da8-a113-41fb-9694-077b167372f4' class='xr-var-data-in' type='checkbox'><label for='data-603f2da8-a113-41fb-9694-077b167372f4' 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([[233.862     , 233.98419514, 234.1064416 , ..., 290.71357615,\n",
       "        290.83782217, 290.96202426],\n",
       "       [233.83341078, 233.95571014, 234.07806096, ..., 290.73745411,\n",
       "        290.86180986, 290.98612158],\n",
       "       [233.80476994, 233.9271737 , 234.04962904, ..., 290.76137592,\n",
       "        290.8858416 , 291.01026312],\n",
       "       ...,\n",
       "       [220.2599064 , 220.42892476, 220.59808701, ..., 302.16983749,\n",
       "        302.34470507, 302.51944524],\n",
       "       [220.20196465, 220.37116928, 220.54051831, ..., 302.21910048,\n",
       "        302.3941759 , 302.56912343],\n",
       "       [220.14387816, 220.31326939, 220.48280555, ..., 302.26849092,\n",
       "        302.44377462, 302.61892995]])</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'>2019-11-23</div><input id='attrs-1d0e43ab-bfee-4408-954c-bdf862cb843f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d0e43ab-bfee-4408-954c-bdf862cb843f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94bd0c87-cc8b-4e84-99b3-fdbbbb46708c' class='xr-var-data-in' type='checkbox'><label for='data-94bd0c87-cc8b-4e84-99b3-fdbbbb46708c' 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;2019-11-23T00:00:00.000000000&#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-e94c175c-9bfa-432c-9f00-67d7201e447a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e94c175c-9bfa-432c-9f00-67d7201e447a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a79fbc2-3520-496e-8645-3c11e11416a0' class='xr-var-data-in' type='checkbox'><label for='data-4a79fbc2-3520-496e-8645-3c11e11416a0' 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;Lambert Conic Conformal (2SP)&quot;,ID[&quot;EPSG&quot;,9802]],PARAMETER[&quot;Latitude of false origin&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,265,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8824]],PARAMETER[&quot;Easting at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8826]],PARAMETER[&quot;Northing at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8827]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,north,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>lambert_conformal_conic</dd><dt><span>standard_parallel :</span></dt><dd>(25.0, 25.0)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>25.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>265.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>RAP_HISTORICAL 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-5533c813-6f00-4b76-93dd-f3f99e1261bc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5533c813-6f00-4b76-93dd-f3f99e1261bc' 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'>298.3 298.4 298.5 ... 274.3 274.4</div><input id='attrs-3850432b-a1ac-480f-a16c-4f6d7c2a5e93' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3850432b-a1ac-480f-a16c-4f6d7c2a5e93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e979cc5f-fd12-4fd7-b027-765322ffe5ec' class='xr-var-data-in' type='checkbox'><label for='data-e979cc5f-fd12-4fd7-b027-765322ffe5ec' 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>151987</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>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>13545.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>13545.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>451</dd><dt><span>GRIB_Ny :</span></dt><dd>337</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>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>16.281</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.862</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</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>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>1</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([[298.2679, 298.3929, 298.5179, ..., 301.5179, 301.4554, 301.3929],\n",
       "       [298.2054, 298.3304, 298.3304, ..., 301.5179, 301.3929, 301.3304],\n",
       "       [298.0804, 298.0804, 298.0179, ..., 301.6429, 301.4554, 301.2679],\n",
       "       ...,\n",
       "       [283.5804, 283.5804, 283.5804, ..., 274.2054, 274.2679, 274.3304],\n",
       "       [283.5179, 283.5804, 283.5804, ..., 274.2054, 274.3304, 274.3929],\n",
       "       [283.5179, 283.5179, 283.5179, ..., 274.2679, 274.3304, 274.3929]],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-47ff473e-1869-4245-a718-d70ae91bcfe3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-47ff473e-1869-4245-a718-d70ae91bcfe3' 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-df61ecda-9626-4fd7-a55c-ef6bef2f10d1' class='xr-section-summary-in' type='checkbox'  ><label for='section-df61ecda-9626-4fd7-a55c-ef6bef2f10d1' 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>rap_historical</dd><dt><span>product :</span></dt><dd>analysis</dd><dt><span>description :</span></dt><dd>Rapid Refresh - NCEI Historical</dd><dt><span>remote_grib :</span></dt><dd>https://www.ncei.noaa.gov/data/rapid-refresh/access/historical/analysis/201911/20191123/rap_130_20191123_0000_000.grb2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/rap_historical/20191123/subset_82efe363__rap_130_20191123_0000_000.grb2</dd><dt><span>search :</span></dt><dd>TMP:2 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 3MB\n",
       "Dimensions:              (y: 337, x: 451)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2019-11-23\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 1MB 16.28 16.31 16.34 ... 55.51 55.48\n",
       "    longitude            (y, x) float64 1MB 233.9 234.0 234.1 ... 302.4 302.6\n",
       "    valid_time           datetime64[ns] 8B 2019-11-23\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 608kB 298.3 298.4 298.5 ... 274.3 274.4\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:                   rap_historical\n",
       "    product:                 analysis\n",
       "    description:             Rapid Refresh - NCEI Historical\n",
       "    remote_grib:             https://www.ncei.noaa.gov/data/rapid-refresh/acc...\n",
       "    local_grib:              /home/blaylock/data/rap_historical/20191123/subs...\n",
       "    search:                  TMP:2 m above"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m above\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "a4404763",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'RAP_HISTORICAL: RAP')"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(crs=ds.herbie.crs, figsize=[8, 8]).ax\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, ax=ax, orientation=\"horizontal\", pad=0.05, **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\")"
   ]
  }
 ],
 "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": "3.12.2"
  },
  "vscode": {
   "interpreter": {
    "hash": "ac511961bc6976a3d289cde8fc247e6b0e9298cf513cb762aa0a7df646d192ed"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}