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   "source": [
    "# NAVGEM\n",
    "\n",
    "This demonstrates how to use public data from the NAVGEM model from NOMADS or GODAE.\n",
    "\n",
    "> Note: there are not .idx files provided, so you have to download the full file and generate the .idx file with wgrib2 (requires Linux).\n",
    "\n",
    "## NAVGEM on NOMADS\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "b4cba677-7674-47d6-8dde-2d297b138c57",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cartopy.crs as ccrs\n",
    "import matplotlib.pyplot as plt\n",
    "from paint.standard2 import cm_tmp\n",
    "from toolbox import EasyMap, pc\n",
    "\n",
    "from herbie import Herbie"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "6384df86-fc73-4496-a138-5f227535b6d6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=navgem_nomads ┊ \u001b[3mproduct=none\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jan-18 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\"2024-01-18\", model=\"navgem_nomads\", fxx=6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "3995709a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'none': ''}"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "bfadf78b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'nomads': 'https://nomads.ncep.noaa.gov/pub/data/nccf/com/fnmoc/prod/navgem.20240118/navgem_2024011800f006.grib2'}"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.SOURCES"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "8757a741-afbd-4cb7-89ab-59b647cbc4b1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/p/cwfs/blaylock/data/navgem_nomads/20240118/navgem_2024011800f006.grib2')"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# no index file available. Have to download the full file.\n",
    "H.download()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "7d6b06d7",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/p/home/blaylock/BB_python/Herbie/herbie/core.py:1064: UserWarning: Will not remove GRIB file because it previously existed.\n",
      "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
     ]
    },
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2024-01-18\n",
       "    step                 timedelta64[ns] 06:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "  * latitude             (latitude) float64 -90.0 -89.5 -89.0 ... 89.0 89.5 90.0\n",
       "  * longitude            (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time           datetime64[ns] ...\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 ...\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             fnmo\n",
       "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
       "    model:                   navgem_nomads\n",
       "    product:                 none\n",
       "    description:             Navy Global Environment Model\n",
       "    remote_grib:             /p/cwfs/blaylock/data/navgem_nomads/20240118/nav...\n",
       "    local_grib:              /p/cwfs/blaylock/data/navgem_nomads/20240118/nav...\n",
       "    search:            None</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-6fef8c3b-a669-4a77-88f3-e3f78ee051c8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6fef8c3b-a669-4a77-88f3-e3f78ee051c8' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-7a41f133-2d49-42d7-a7bf-156ca7238969' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7a41f133-2d49-42d7-a7bf-156ca7238969' 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'>2024-01-18</div><input id='attrs-05dd2b28-7a97-4091-a6d7-55c7545bc684' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-05dd2b28-7a97-4091-a6d7-55c7545bc684' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-839eee27-fdfd-4c5f-b46c-6e06fef2498a' class='xr-var-data-in' type='checkbox'><label for='data-839eee27-fdfd-4c5f-b46c-6e06fef2498a' 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;2024-01-18T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>06:00:00</div><input id='attrs-f597f0bd-1adf-4585-a27b-0d46ec468c78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f597f0bd-1adf-4585-a27b-0d46ec468c78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7cdd9b0d-2485-42f2-ae2b-22074f9d2c1e' class='xr-var-data-in' type='checkbox'><label for='data-7cdd9b0d-2485-42f2-ae2b-22074f9d2c1e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(21600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-108c6fca-3336-49a4-a26c-0d9a603f8293' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-108c6fca-3336-49a4-a26c-0d9a603f8293' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-64fbf889-1aaf-4b72-a68c-b5c6b914b70f' class='xr-var-data-in' type='checkbox'><label for='data-64fbf889-1aaf-4b72-a68c-b5c6b914b70f' 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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-bf74d20b-678c-47ba-a690-95f4f0b5bf28' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bf74d20b-678c-47ba-a690-95f4f0b5bf28' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f67a4d6-3d05-4d62-906d-4c2edbdaa8bf' class='xr-var-data-in' type='checkbox'><label for='data-5f67a4d6-3d05-4d62-906d-4c2edbdaa8bf' 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([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-c750c35b-38d4-497a-9a33-0de318d1b7d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c750c35b-38d4-497a-9a33-0de318d1b7d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66e7f576-10eb-4b3d-80d3-4fdce31ce4c9' class='xr-var-data-in' type='checkbox'><label for='data-66e7f576-10eb-4b3d-80d3-4fdce31ce4c9' 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([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</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-459fa87c-0c48-4e35-87fc-299af8e5d1af' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-459fa87c-0c48-4e35-87fc-299af8e5d1af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-080f103e-4d83-4341-bcb6-699bb248c93a' class='xr-var-data-in' type='checkbox'><label for='data-080f103e-4d83-4341-bcb6-699bb248c93a' 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-3997da46-16f9-4a6f-bcef-f25951ab68cb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3997da46-16f9-4a6f-bcef-f25951ab68cb' 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'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-effc3f5d-ab8d-40f5-8c15-8c2a2c28e558' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-effc3f5d-ab8d-40f5-8c15-8c2a2c28e558' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a9f078e-2fc8-4c68-be4d-c8d5011b5ff9' class='xr-var-data-in' type='checkbox'><label for='data-8a9f078e-2fc8-4c68-be4d-c8d5011b5ff9' 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>af</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</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>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</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>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>6</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>[259920 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-3e448dd7-8da0-47a5-84cf-ad812ca1c867' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e448dd7-8da0-47a5-84cf-ad812ca1c867' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e2effd9-19a1-4445-9a70-ab964d361ee1' class='xr-var-data-in' type='checkbox'><label for='data-8e2effd9-19a1-4445-9a70-ab964d361ee1' 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>GEOGCRS[&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]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</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>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>NAVGEM_NOMADS 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-ac102e81-00f5-4789-96aa-271e36670c8b' class='xr-section-summary-in' type='checkbox'  ><label for='section-ac102e81-00f5-4789-96aa-271e36670c8b' class='xr-section-summary' >Indexes: <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-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-35c3fd2c-0fab-426c-a4ec-871c0368a030' class='xr-index-data-in' type='checkbox'/><label for='index-35c3fd2c-0fab-426c-a4ec-871c0368a030' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
       "       ...\n",
       "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4696c3a8-1850-4f50-b2c0-903fe7b07a43' class='xr-index-data-in' type='checkbox'/><label for='index-4696c3a8-1850-4f50-b2c0-903fe7b07a43' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
       "       ...\n",
       "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0011c4d9-4d28-418a-8be4-f0475a1cd7ce' class='xr-section-summary-in' type='checkbox'  ><label for='section-0011c4d9-4d28-418a-8be4-f0475a1cd7ce' 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>fnmo</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</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 Navy - Fleet Numerical Oceanography Center</dd><dt><span>model :</span></dt><dd>navgem_nomads</dd><dt><span>product :</span></dt><dd>none</dd><dt><span>description :</span></dt><dd>Navy Global Environment Model</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/navgem_nomads/20240118/navgem_2024011800f006.grib2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/navgem_nomads/20240118/navgem_2024011800f006.grib2</dd><dt><span>search :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2024-01-18\n",
       "    step                 timedelta64[ns] 06:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "  * latitude             (latitude) float64 -90.0 -89.5 -89.0 ... 89.0 89.5 90.0\n",
       "  * longitude            (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time           datetime64[ns] ...\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 ...\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             fnmo\n",
       "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
       "    model:                   navgem_nomads\n",
       "    product:                 none\n",
       "    description:             Navy Global Environment Model\n",
       "    remote_grib:             /p/cwfs/blaylock/data/navgem_nomads/20240118/nav...\n",
       "    local_grib:              /p/cwfs/blaylock/data/navgem_nomads/20240118/nav...\n",
       "    search:            None"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Since we have download the full file and don't have an index,\n",
    "# we need to filter by keys to open the variable we want.\n",
    "\n",
    "ds = H.xarray(\n",
    "    backend_kwargs={\n",
    "        \"filter_by_keys\": {\"shortName\": \"2t\", \"typeOfLevel\": \"heightAboveGround\"}\n",
    "    },\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "30a6a7d6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "6"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "int(ds.step.dt.total_seconds() / 60 / 60)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "119c9742-4514-4abf-bba5-b74354352537",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'NAVGEM_NOMADS: 00:00 UTC 18 Jan 2024 F006')"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(crs=ds.herbie.crs, figsize=[10, 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(\n",
    "    f'{H.model.upper()}: {ds.time.dt.strftime(\"%H:%M UTC %d %b %Y\").item()} F{int(ds.step.dt.total_seconds() / 60 / 60):03d}',\n",
    "    loc=\"left\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f6ccfc94",
   "metadata": {},
   "source": [
    "After downloading the full file, you can create an index file. (Only possible if WGRIB2 is installed and in your path)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "e43318f7-4993-4687-8cf9-3d962d8a48e8",
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import wgrib2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "8059e3a2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/p/cwfs/blaylock/data/navgem_nomads/20240118/navgem_2024011800f006.grib2.idx')"
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       "    grib_message  start_byte    end_byte              range reference_time  \\\n",
       "0              1         421    150741.0         421-150741     2024-01-18   \n",
       "1              2      150742    296573.0      150742-296573     2024-01-18   \n",
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       "..           ...         ...         ...                ...            ...   \n",
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       "90            91    19693177         NaN          19693177-     2024-01-18   \n",
       "\n",
       "            valid_time                                           variable  \\\n",
       "0  2024-01-18 06:00:00                                              ACPCP   \n",
       "1  2024-01-18 06:00:00                                               APCP   \n",
       "2  2024-01-18 06:00:00                                                TMP   \n",
       "3  2024-01-18 06:00:00                                                HGT   \n",
       "4  2024-01-18 06:00:00                                               PRES   \n",
       "..                 ...                                                ...   \n",
       "86 2024-01-18 06:00:00                                               UGRD   \n",
       "87 2024-01-18 06:00:00                                               VGRD   \n",
       "88 2024-01-18 06:00:00  var discipline=0 center=58 local_table=0 parmc...   \n",
       "89 2024-01-18 06:00:00                                               UGRD   \n",
       "90 2024-01-18 06:00:00                                               VGRD   \n",
       "\n",
       "                  level      forecast_time  \\\n",
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       "4              max wind        6 hour fcst   \n",
       "..                  ...                ...   \n",
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       "89  19.5 m above ground        6 hour fcst   \n",
       "90  19.5 m above ground        6 hour fcst   \n",
       "\n",
       "                                          search_this  \n",
       "0                    :ACPCP:surface:0-6 hour acc fcst  \n",
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       "2                           :TMP:max wind:6 hour fcst  \n",
       "3                           :HGT:max wind:6 hour fcst  \n",
       "4                          :PRES:max wind:6 hour fcst  \n",
       "..                                                ...  \n",
       "86                :UGRD:10 m above ground:6 hour fcst  \n",
       "87                :VGRD:10 m above ground:6 hour fcst  \n",
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       "89              :UGRD:19.5 m above ground:6 hour fcst  \n",
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       " 'description': 'Inventory index file for the GRIB2 file.',\n",
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       " 'product': 'none',\n",
       " 'lead_time': 6,\n",
       " 'datetime': Timestamp('2024-01-18 00:00:00')}"
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       "}\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:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2024-01-18\n",
       "    step                 timedelta64[ns] 06:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "  * latitude             (latitude) float64 -90.0 -89.5 -89.0 ... 89.0 89.5 90.0\n",
       "  * longitude            (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time           datetime64[ns] 2024-01-18T06:00:00\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 243.6 244.1 ... 248.9\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             fnmo\n",
       "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
       "    model:                   navgem_nomads\n",
       "    product:                 none\n",
       "    description:             Navy Global Environment Model\n",
       "    remote_grib:             /p/cwfs/blaylock/data/navgem_nomads/20240118/nav...\n",
       "    local_grib:              /p/cwfs/blaylock/data/navgem_nomads/20240118/sub...\n",
       "    search:            TMP:2 m</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-5741430e-6f49-4a15-a096-29809c17a8e0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5741430e-6f49-4a15-a096-29809c17a8e0' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f4616d47-55b5-4d39-9321-f03404491060' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f4616d47-55b5-4d39-9321-f03404491060' 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'>2024-01-18</div><input id='attrs-0cbc8e27-658b-4276-ac53-374c0a96b43d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0cbc8e27-658b-4276-ac53-374c0a96b43d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5eda2971-bf16-4f41-a215-9b109f8044bb' class='xr-var-data-in' type='checkbox'><label for='data-5eda2971-bf16-4f41-a215-9b109f8044bb' 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;2024-01-18T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>06:00:00</div><input id='attrs-d69f6494-b96b-4564-8381-dcb9a240cead' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d69f6494-b96b-4564-8381-dcb9a240cead' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97f2b4cb-8d40-4261-90e4-7d60a7cdd932' class='xr-var-data-in' type='checkbox'><label for='data-97f2b4cb-8d40-4261-90e4-7d60a7cdd932' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(21600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-11cccd1a-9375-4863-ad88-727181794f6d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-11cccd1a-9375-4863-ad88-727181794f6d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d1410ff-e93c-4604-a0a2-fb764de83feb' class='xr-var-data-in' type='checkbox'><label for='data-9d1410ff-e93c-4604-a0a2-fb764de83feb' 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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-2f9a5669-6159-4b11-9104-3fe4edac650d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2f9a5669-6159-4b11-9104-3fe4edac650d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b1e37af-8ad0-4b9e-b26c-5ac83bb4ce53' class='xr-var-data-in' type='checkbox'><label for='data-1b1e37af-8ad0-4b9e-b26c-5ac83bb4ce53' 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([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-1262b6e0-90b1-431d-b947-4fcc5701742b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1262b6e0-90b1-431d-b947-4fcc5701742b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bc4f3fb8-d733-4d55-88b5-faa4ed2f4eec' class='xr-var-data-in' type='checkbox'><label for='data-bc4f3fb8-d733-4d55-88b5-faa4ed2f4eec' 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([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</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'>2024-01-18T06:00:00</div><input id='attrs-480d10fb-5a9f-4240-a410-908c3755dd47' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-480d10fb-5a9f-4240-a410-908c3755dd47' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-afb569b5-d6d2-47f6-82c4-1fb67221a16b' class='xr-var-data-in' type='checkbox'><label for='data-afb569b5-d6d2-47f6-82c4-1fb67221a16b' 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;2024-01-18T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9a3ba0c0-b5b1-4b4b-9acb-dc3b8482513e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9a3ba0c0-b5b1-4b4b-9acb-dc3b8482513e' 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'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>243.6 244.1 244.1 ... 248.9 248.9</div><input id='attrs-29a98409-043e-48f7-9e1d-5fd0eda2a911' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29a98409-043e-48f7-9e1d-5fd0eda2a911' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5216c19-2cd7-4851-b4bf-ed3f905cb8d4' class='xr-var-data-in' type='checkbox'><label for='data-f5216c19-2cd7-4851-b4bf-ed3f905cb8d4' 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>af</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</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>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</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>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>6</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[243.63, 244.1 , 244.1 , ..., 244.1 , 244.1 , 244.1 ],\n",
       "       [243.66, 243.66, 243.67, ..., 243.64, 243.65, 243.65],\n",
       "       [243.72, 243.72, 243.72, ..., 243.73, 243.72, 243.72],\n",
       "       ...,\n",
       "       [246.11, 246.11, 246.11, ..., 246.1 , 246.1 , 246.1 ],\n",
       "       [246.79, 246.79, 246.8 , ..., 246.78, 246.79, 246.79],\n",
       "       [249.88, 248.92, 248.92, ..., 248.92, 248.92, 248.92]],\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-15d1f35e-b6c4-4790-b2dc-f600c3de6a14' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-15d1f35e-b6c4-4790-b2dc-f600c3de6a14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dedfc8ba-6bd6-47df-9b81-c6fbf98fa592' class='xr-var-data-in' type='checkbox'><label for='data-dedfc8ba-6bd6-47df-9b81-c6fbf98fa592' 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>GEOGCRS[&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]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</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>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>NAVGEM_NOMADS 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-7c3de191-1774-43d0-a5f7-b30f9570d1aa' class='xr-section-summary-in' type='checkbox'  ><label for='section-7c3de191-1774-43d0-a5f7-b30f9570d1aa' class='xr-section-summary' >Indexes: <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-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0d5c9d04-38d0-466b-9570-439f1da7b92a' class='xr-index-data-in' type='checkbox'/><label for='index-0d5c9d04-38d0-466b-9570-439f1da7b92a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
       "       ...\n",
       "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-fa3d6c17-f892-47ab-8951-7ff236020e74' class='xr-index-data-in' type='checkbox'/><label for='index-fa3d6c17-f892-47ab-8951-7ff236020e74' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
       "       ...\n",
       "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e11813ad-e233-4131-9ba7-03344b009bfd' class='xr-section-summary-in' type='checkbox'  ><label for='section-e11813ad-e233-4131-9ba7-03344b009bfd' 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>fnmo</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</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 Navy - Fleet Numerical Oceanography Center</dd><dt><span>model :</span></dt><dd>navgem_nomads</dd><dt><span>product :</span></dt><dd>none</dd><dt><span>description :</span></dt><dd>Navy Global Environment Model</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/navgem_nomads/20240118/navgem_2024011800f006.grib2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/navgem_nomads/20240118/subset_5eb222e6__navgem_2024011800f006.grib2</dd><dt><span>search :</span></dt><dd>TMP:2 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2024-01-18\n",
       "    step                 timedelta64[ns] 06:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "  * latitude             (latitude) float64 -90.0 -89.5 -89.0 ... 89.0 89.5 90.0\n",
       "  * longitude            (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time           datetime64[ns] 2024-01-18T06:00:00\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 243.6 244.1 ... 248.9\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             fnmo\n",
       "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
       "    model:                   navgem_nomads\n",
       "    product:                 none\n",
       "    description:             Navy Global Environment Model\n",
       "    remote_grib:             /p/cwfs/blaylock/data/navgem_nomads/20240118/nav...\n",
       "    local_grib:              /p/cwfs/blaylock/data/navgem_nomads/20240118/sub...\n",
       "    search:            TMP:2 m"
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.xarray(\"TMP:2 m\")"
   ]
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   "source": [
    "## NAVGEM on GODAE\n",
    "\n",
    "The GRIB files are organized differently, and you have to specify the level and variable. Look at the [File Naming Convention](https://usgodae.org/docs/layout/mdllayout.pns.html)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "342284d8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=navgem_godae ┊ \u001b[3mproduct=GMET\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jan-12 18:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ godae\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(\u001b[48;2;255;255;255m\u001b[38;2;136;33;27m▌\u001b[0m\u001b[38;2;12;53;118m\u001b[48;2;240;234;210m▌\u001b[38;2;0;0;0m\u001b[1mHerbie\u001b[0m NAVGEM_GODAE model \u001b[3mGMET\u001b[0m product initialized \u001b[38;2;41;130;13m2023-Jan-12 18:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3msource=godae\u001b[0m,\n",
       " {'godae': 'https://usgodae.org/ftp/outgoing/fnmoc/models/navgem_0.5/2023/2023011218/US058GMET-GR1mdl.0018_0056_00000F0OF2023011218_0100_010132-000000air_temp'})"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2023-01-12 18:00\",\n",
    "    model=\"navgem_godae\",\n",
    "    product=\"GMET\",\n",
    "    level=\"0100_010132-000000\",\n",
    "    variable=\"air_temp\",\n",
    ")\n",
    "H, H.SOURCES"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "2151c5b7",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/p/home/blaylock/BB_python/Herbie/herbie/core.py:1069: UserWarning: Will not remove GRIB file because Herbie will only remove subsetted files (not full files).\n",
      "  warnings.warn(\n"
     ]
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       ".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:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-12T18:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    isobaricInhPa        float64 1.013e+03\n",
       "  * latitude             (latitude) float64 -90.0 -89.5 -89.0 ... 89.0 89.5 90.0\n",
       "  * longitude            (longitude) float64 -0.5 0.0 0.5 ... 358.0 358.5 359.0\n",
       "    valid_time           datetime64[ns] ...\n",
       "Data variables:\n",
       "    t                    (latitude, longitude) float32 ...\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            1\n",
       "    GRIB_centre:             fnmo\n",
       "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
       "    model:                   navgem_godae\n",
       "    product:                 GMET\n",
       "    description:             Navy Global Environment Model\n",
       "    remote_grib:             /p/cwfs/blaylock/data/navgem_godae/20230112/US05...\n",
       "    local_grib:              /p/cwfs/blaylock/data/navgem_godae/20230112/US05...\n",
       "    search:            None</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-5659ddf4-02e5-4a58-8760-f3f6a8415a38' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5659ddf4-02e5-4a58-8760-f3f6a8415a38' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-db21470b-11e6-4e4f-bd4d-c95a1c1ca599' class='xr-section-summary-in' type='checkbox'  checked><label for='section-db21470b-11e6-4e4f-bd4d-c95a1c1ca599' 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'>2023-01-12T18:00:00</div><input id='attrs-bd433236-41b9-401d-a052-cdfdd067b1e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd433236-41b9-401d-a052-cdfdd067b1e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b85be29-7606-4073-916d-5b9044e2b5ca' class='xr-var-data-in' type='checkbox'><label for='data-5b85be29-7606-4073-916d-5b9044e2b5ca' 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;2023-01-12T18:00:00.000000000&#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-332ebba1-db80-49b4-b2be-eb646a1d9cad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-332ebba1-db80-49b4-b2be-eb646a1d9cad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de04ef1c-ee5a-4be1-861d-be0f19a130f0' class='xr-var-data-in' type='checkbox'><label for='data-de04ef1c-ee5a-4be1-861d-be0f19a130f0' 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>isobaricInhPa</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.013e+03</div><input id='attrs-c047aec3-35b7-4474-8a0f-fdb784a3e61d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c047aec3-35b7-4474-8a0f-fdb784a3e61d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96dab3de-a554-440f-9bca-74a891f6b67e' class='xr-var-data-in' type='checkbox'><label for='data-96dab3de-a554-440f-9bca-74a891f6b67e' 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>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array(1013.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-d030de92-49ca-4d0c-883b-9d7545117b08' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d030de92-49ca-4d0c-883b-9d7545117b08' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db7413ca-40fb-408f-8f69-e4b89a20cdc8' class='xr-var-data-in' type='checkbox'><label for='data-db7413ca-40fb-408f-8f69-e4b89a20cdc8' 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([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-0.5 0.0 0.5 ... 358.0 358.5 359.0</div><input id='attrs-0a2738d0-efa0-4e5e-9592-0212e3f1ac80' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0a2738d0-efa0-4e5e-9592-0212e3f1ac80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-642d4a9f-2ccd-41ff-aa63-9297025510f8' class='xr-var-data-in' type='checkbox'><label for='data-642d4a9f-2ccd-41ff-aa63-9297025510f8' 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([ -0.5,   0. ,   0.5, ..., 358. , 358.5, 359. ])</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-3d7d1a6f-6dc5-46ee-8c47-96e31e1b6e82' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3d7d1a6f-6dc5-46ee-8c47-96e31e1b6e82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c105c4e-0f5d-45b1-a97a-4b74b1ef26ea' class='xr-var-data-in' type='checkbox'><label for='data-5c105c4e-0f5d-45b1-a97a-4b74b1ef26ea' 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-83dd9644-05d1-4627-94e5-6b479465fa2b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-83dd9644-05d1-4627-94e5-6b479465fa2b' 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>t</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f77365fb-3617-4ae5-9658-d44ed78f30ee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f77365fb-3617-4ae5-9658-d44ed78f30ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d3b4123-d26b-42e5-9152-cf4fd15e5d0d' class='xr-var-data-in' type='checkbox'><label for='data-7d3b4123-d26b-42e5-9152-cf4fd15e5d0d' 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>130</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</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>-90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>-0.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>T Temperature K</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>unknown</dd><dt><span>GRIB_shortName :</span></dt><dd>t</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>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>[259920 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-d1b01550-f4d9-412e-87c4-82d65bbdb31b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d1b01550-f4d9-412e-87c4-82d65bbdb31b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-18ea3a30-70eb-4dd9-a500-d05df206ea47' class='xr-var-data-in' type='checkbox'><label for='data-18ea3a30-70eb-4dd9-a500-d05df206ea47' 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>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6367470,0,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]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6367470.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6367470.0</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>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>NAVGEM_GODAE 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-95d16eed-a496-4e9d-a939-77cf81381a8b' class='xr-section-summary-in' type='checkbox'  ><label for='section-95d16eed-a496-4e9d-a939-77cf81381a8b' class='xr-section-summary' >Indexes: <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-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-27a2ab51-7d77-41cf-8f3b-f507d2aa6e1f' class='xr-index-data-in' type='checkbox'/><label for='index-27a2ab51-7d77-41cf-8f3b-f507d2aa6e1f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
       "       ...\n",
       "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9426bc44-55a8-47c3-b888-cb6ffbdc3ff4' class='xr-index-data-in' type='checkbox'/><label for='index-9426bc44-55a8-47c3-b888-cb6ffbdc3ff4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ -0.5,   0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,\n",
       "       ...\n",
       "       354.5, 355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ba8d1f72-209e-450e-8ed2-187a07d4d41f' class='xr-section-summary-in' type='checkbox'  ><label for='section-ba8d1f72-209e-450e-8ed2-187a07d4d41f' 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>1</dd><dt><span>GRIB_centre :</span></dt><dd>fnmo</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US Navy - Fleet Numerical Oceanography Center</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 Navy - Fleet Numerical Oceanography Center</dd><dt><span>model :</span></dt><dd>navgem_godae</dd><dt><span>product :</span></dt><dd>GMET</dd><dt><span>description :</span></dt><dd>Navy Global Environment Model</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/navgem_godae/20230112/US058GMET-GR1mdl.0018_0056_00000F0OF2023011218_0100_010132-000000air_temp</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/navgem_godae/20230112/US058GMET-GR1mdl.0018_0056_00000F0OF2023011218_0100_010132-000000air_temp</dd><dt><span>search :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-12T18:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    isobaricInhPa        float64 1.013e+03\n",
       "  * latitude             (latitude) float64 -90.0 -89.5 -89.0 ... 89.0 89.5 90.0\n",
       "  * longitude            (longitude) float64 -0.5 0.0 0.5 ... 358.0 358.5 359.0\n",
       "    valid_time           datetime64[ns] ...\n",
       "Data variables:\n",
       "    t                    (latitude, longitude) float32 ...\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            1\n",
       "    GRIB_centre:             fnmo\n",
       "    GRIB_centreDescription:  US Navy - Fleet Numerical Oceanography Center\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US Navy - Fleet Numerical Oceanography Center\n",
       "    model:                   navgem_godae\n",
       "    product:                 GMET\n",
       "    description:             Navy Global Environment Model\n",
       "    remote_grib:             /p/cwfs/blaylock/data/navgem_godae/20230112/US05...\n",
       "    local_grib:              /p/cwfs/blaylock/data/navgem_godae/20230112/US05...\n",
       "    search:            None"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray()\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "039c54c9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'NAVGEM_GODAE: 18:00 UTC 12 Jan 2023 F000')"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(crs=ds.herbie.crs, figsize=[10, 8]).ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude, ds.latitude, ds.t, 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(\n",
    "    f\"{ds.t.GRIB_name} {float(ds[ds.t.GRIB_typeOfLevel])} {str(ds[ds.t.GRIB_typeOfLevel].units)}\",\n",
    "    loc=\"right\",\n",
    ")\n",
    "ax.set_title(\n",
    "    f'{H.model.upper()}: {ds.time.dt.strftime(\"%H:%M UTC %d %b %Y\").item()} F{int(ds.step.dt.total_seconds() / 60 / 60):03d}',\n",
    "    loc=\"left\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b80dd5d0",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "herbie-dev",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.7"
  },
  "vscode": {
   "interpreter": {
    "hash": "ac511961bc6976a3d289cde8fc247e6b0e9298cf513cb762aa0a7df646d192ed"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}