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   "source": [
    "# RAP Data\n",
    "\n",
    "This demonstrates how to use data from the Rapid Refresh (RAP) model. 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 toolbox import EasyMap, pc\n",
    "from paint.standard2 import cm_tmp\n",
    "import pandas as pd\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs"
   ]
  },
  {
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   "execution_count": 2,
   "id": "6384df86-fc73-4496-a138-5f227535b6d6",
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rap ┊ \u001b[3mproduct=awp130pgrb\u001b[0m ┊ \u001b[38;2;41;130;13m2021-Nov-19 00:00 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(\"2021-11-19\", model=\"rap\", product=\"awp130pgrb\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "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": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "f2eeadf9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'aws': 'https://noaa-rap-pds.s3.amazonaws.com/rap.20211119/rap.t00z.awp130pgrbf00.grib2',\n",
       " 'nomads': 'https://nomads.ncep.noaa.gov/pub/data/nccf/com/rap/prod/rap.20211119/rap.t00z.awp130pgrbf00.grib2',\n",
       " 'google': 'https://storage.googleapis.com/rapid-refresh/rap.20211119/rap.t00z.awp130pgrbf00.grib2',\n",
       " 'azure': 'https://noaarap.blob.core.windows.net/rap/rap.20211119/rap.t00z.awp130pgrbf00.grib2'}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.SOURCES"
   ]
  },
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   "execution_count": 7,
   "id": "8757a741-afbd-4cb7-89ab-59b647cbc4b1",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 337, x: 451)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2021-11-19\n",
       "    step                 timedelta64[ns] 00:00:00\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:                   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.202111...\n",
       "    local_grib:              C:\\Users\\blaylock\\data\\rap\\20211119\\subset_5aefe...\n",
       "    searchString:            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-acfeb6ee-9957-4007-b244-05406a7d1c15' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-acfeb6ee-9957-4007-b244-05406a7d1c15' 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-e9eb7eee-976b-4aeb-b74d-1153884fbf8c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e9eb7eee-976b-4aeb-b74d-1153884fbf8c' 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'>2021-11-19</div><input id='attrs-8e555426-9708-4e87-891c-77bc81632a04' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8e555426-9708-4e87-891c-77bc81632a04' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fe6290e5-0843-43fc-9b9e-5c2f08d2cc3f' class='xr-var-data-in' type='checkbox'><label for='data-fe6290e5-0843-43fc-9b9e-5c2f08d2cc3f' 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;2021-11-19T00:00:00.000000000&#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'>00:00:00</div><input id='attrs-3e8fb6f1-3e0f-404b-b39e-9855d93c63de' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e8fb6f1-3e0f-404b-b39e-9855d93c63de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b992960-c52b-4d83-aef9-6a193b50c3d5' class='xr-var-data-in' type='checkbox'><label for='data-8b992960-c52b-4d83-aef9-6a193b50c3d5' 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-647f36c6-c7f7-4234-836c-ce80159d1fa4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-647f36c6-c7f7-4234-836c-ce80159d1fa4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec7e2818-2de6-4ae0-a229-abc14f9343aa' class='xr-var-data-in' type='checkbox'><label for='data-ec7e2818-2de6-4ae0-a229-abc14f9343aa' 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-5e88d48f-cd35-4df1-b625-d8bf0a946b2c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5e88d48f-cd35-4df1-b625-d8bf0a946b2c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75874a6d-e493-4ce6-b04d-6627381e141f' class='xr-var-data-in' type='checkbox'><label for='data-75874a6d-e493-4ce6-b04d-6627381e141f' 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>[151987 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-c15296ad-5e3c-494d-8ea2-83d3428f6008' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c15296ad-5e3c-494d-8ea2-83d3428f6008' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-475ceaf2-9f74-48a4-aef0-0557d9101cad' class='xr-var-data-in' type='checkbox'><label for='data-475ceaf2-9f74-48a4-aef0-0557d9101cad' 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>[151987 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-d0313161-f07b-43f3-9dd6-838c5a6aa0c0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d0313161-f07b-43f3-9dd6-838c5a6aa0c0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-692e0c04-5780-45ae-a6ba-e67c3af355fc' class='xr-var-data-in' type='checkbox'><label for='data-692e0c04-5780-45ae-a6ba-e67c3af355fc' 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-b019ea9e-43a3-49e9-a161-7e7ef514ed91' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b019ea9e-43a3-49e9-a161-7e7ef514ed91' 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-92b8dd07-9996-453e-9127-d9f74f1d3469' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-92b8dd07-9996-453e-9127-d9f74f1d3469' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60ff75f2-523d-4254-9f7f-4d6ed7ed4f69' class='xr-var-data-in' type='checkbox'><label for='data-60ff75f2-523d-4254-9f7f-4d6ed7ed4f69' 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>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>[151987 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-3ae111c4-beb9-4129-b272-e0777a922b84' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3ae111c4-beb9-4129-b272-e0777a922b84' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9433e72e-4868-4afe-b39a-e2f1a327a876' class='xr-var-data-in' type='checkbox'><label for='data-9433e72e-4868-4afe-b39a-e2f1a327a876' 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-c518645b-735d-4b67-8c51-d28676584e1b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c518645b-735d-4b67-8c51-d28676584e1b' 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-fd149904-f9cd-4e21-a288-1088dd2a9bdc' class='xr-section-summary-in' type='checkbox'  ><label for='section-fd149904-f9cd-4e21-a288-1088dd2a9bdc' 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.20211119/rap.t00z.awp130pgrbf00.grib2</dd><dt><span>local_grib :</span></dt><dd>C:\\Users\\blaylock\\data\\rap\\20211119\\subset_5aefe363__rap.t00z.awp130pgrbf00.grib2</dd><dt><span>searchString :</span></dt><dd>TMP:2 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 337, x: 451)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2021-11-19\n",
       "    step                 timedelta64[ns] 00:00:00\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:                   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.202111...\n",
       "    local_grib:              C:\\Users\\blaylock\\data\\rap\\20211119\\subset_5aefe...\n",
       "    searchString:            TMP:2 m above"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m above\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "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": 9,
     "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, 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\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2f93e016-4ec8-4410-923d-c071d7faebad",
   "metadata": {},
   "source": [
    "# RAP record on NCEI"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "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": 11,
   "id": "62ef9cb1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "👨🏻‍🏭 Created directory: [C:\\Users\\blaylock\\data\\rap_historical\\20191123]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\blaylock\\_GITHUB\\Herbie\\herbie\\archive.py:1041: UserWarning: sorry, on windows I couldn't remove the file.\n",
      "  warnings.warn(\"sorry, on windows I couldn't remove the file.\")\n"
     ]
    },
    {
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       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 337, x: 451)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2019-11-23\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 16.28 16.31 16.34 ... 55.54 55.51 55.48\n",
       "    longitude            (y, x) float64 233.9 234.0 234.1 ... 302.3 302.4 302.6\n",
       "    valid_time           datetime64[ns] 2019-11-23\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 298.3 298.4 298.5 ... 274.3 274.3 274.4\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:                   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:              C:\\Users\\blaylock\\data\\rap_historical\\20191123\\s...\n",
       "    searchString:            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-6f1bb2e2-eba3-4057-8973-624ff91464fc' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6f1bb2e2-eba3-4057-8973-624ff91464fc' 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-3040176d-8182-4ca7-bf5d-2128e2e33284' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3040176d-8182-4ca7-bf5d-2128e2e33284' 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'>2019-11-23</div><input id='attrs-75f650dd-b287-4f4a-948b-87c9f7029834' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-75f650dd-b287-4f4a-948b-87c9f7029834' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c83b8dd9-2324-4fc6-96d5-060d4881f630' class='xr-var-data-in' type='checkbox'><label for='data-c83b8dd9-2324-4fc6-96d5-060d4881f630' 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-cd74510b-7be5-40dd-8fef-b7f0d9c0dd6b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cd74510b-7be5-40dd-8fef-b7f0d9c0dd6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-972f0de1-898f-43cf-852d-0bfc5ccad85b' class='xr-var-data-in' type='checkbox'><label for='data-972f0de1-898f-43cf-852d-0bfc5ccad85b' 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-e7ee2209-cbe8-4f15-b777-5b90c5621cb0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e7ee2209-cbe8-4f15-b777-5b90c5621cb0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-effa4a26-6313-4d97-ad75-955f700a1609' class='xr-var-data-in' type='checkbox'><label for='data-effa4a26-6313-4d97-ad75-955f700a1609' 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-ee50e6a7-1a0c-403c-9349-be1d023218e5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ee50e6a7-1a0c-403c-9349-be1d023218e5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c61fed9-d985-4cb5-a67a-4a929aa56aec' class='xr-var-data-in' type='checkbox'><label for='data-5c61fed9-d985-4cb5-a67a-4a929aa56aec' 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-fbbdf00e-8d1a-4989-9c8f-9c61f708eb07' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fbbdf00e-8d1a-4989-9c8f-9c61f708eb07' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b458ba9b-265f-499f-ae7b-af5e776c7469' class='xr-var-data-in' type='checkbox'><label for='data-b458ba9b-265f-499f-ae7b-af5e776c7469' 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-039c83a0-ebfd-45b4-b859-48d5b561b9f8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-039c83a0-ebfd-45b4-b859-48d5b561b9f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f31102c8-da7e-4069-946c-6b6ac35fb1f8' class='xr-var-data-in' type='checkbox'><label for='data-f31102c8-da7e-4069-946c-6b6ac35fb1f8' 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></ul></div></li><li class='xr-section-item'><input id='section-80a19dd7-825e-44af-896e-3968102b7ba9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-80a19dd7-825e-44af-896e-3968102b7ba9' 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'>298.3 298.4 298.5 ... 274.3 274.4</div><input id='attrs-c909ce7c-a4d6-4358-8ef3-1cd9f9bb13b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c909ce7c-a4d6-4358-8ef3-1cd9f9bb13b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8fd6f606-68b0-4425-9e0b-adf44d124202' class='xr-var-data-in' type='checkbox'><label for='data-8fd6f606-68b0-4425-9e0b-adf44d124202' 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>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><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-1baa9b6c-e6e2-4b8f-a258-86773970d8db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1baa9b6c-e6e2-4b8f-a258-86773970d8db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b3d0685d-ba56-49b3-b5f1-93c5cf7ff990' class='xr-var-data-in' type='checkbox'><label for='data-b3d0685d-ba56-49b3-b5f1-93c5cf7ff990' 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-10c3951d-5701-40a6-8e14-9415c12c3c76' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-10c3951d-5701-40a6-8e14-9415c12c3c76' 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-73d6316e-440d-4d1c-abd5-6fdcfe2efea7' class='xr-section-summary-in' type='checkbox'  ><label for='section-73d6316e-440d-4d1c-abd5-6fdcfe2efea7' 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>C:\\Users\\blaylock\\data\\rap_historical\\20191123\\subset_82efe363__rap_130_20191123_0000_000.grb2</dd><dt><span>searchString :</span></dt><dd>TMP:2 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 337, x: 451)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2019-11-23\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 16.28 16.31 16.34 ... 55.54 55.51 55.48\n",
       "    longitude            (y, x) float64 233.9 234.0 234.1 ... 302.3 302.4 302.6\n",
       "    valid_time           datetime64[ns] 2019-11-23\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 298.3 298.4 298.5 ... 274.3 274.3 274.4\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:                   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:              C:\\Users\\blaylock\\data\\rap_historical\\20191123\\s...\n",
       "    searchString:            TMP:2 m above"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m above\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'RAP_HISTORICAL: RAP')"
      ]
     },
     "execution_count": 12,
     "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, 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\")"
   ]
  }
 ],
 "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
}