{
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    "# RRFS 🅱\n",
    "\n",
    "<style>\n",
    "  .beta-badge {\n",
    "    background-color: #f39c12;\n",
    "    color: white;\n",
    "    padding: 4px 8px;\n",
    "    border-radius: 4px;\n",
    "    font-weight: bold;\n",
    "  }\n",
    "</style>\n",
    "\n",
    "<span class=\"beta-badge\">BETA</span>\n",
    "\n",
    "The Rapid Refresh Forecast System (RRFS) is _undergoing rapid development_. There are some prototype products and forecasts available on the cloud on AWS. Some files have an index file, others do not.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "5a05a584",
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "from herbie.toolbox import EasyMap, pc\n",
    "from herbie import paint\n",
    "\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b918b218",
   "metadata": {},
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rrfs ┊ \u001b[3mproduct=prslev\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Aug-15 12:00 UTC\u001b[92m F01\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws_0\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws_0\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "{'aws_0': 'https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rrfs_a.20240815/12/control/rrfs.t12z.prslev.f001.conus.grib2',\n",
       " 'aws_1': 'https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rrfs_a.20240815/12/control/rrfs.t12z.prslev.f001.conus_3km.grib2'}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2024-08-15 12:00\",\n",
    "    model=\"rrfs\",\n",
    "    fxx=1,\n",
    "    member=\"control\",\n",
    "    domain=\"conus\",\n",
    "    # product=\"testbed\",\n",
    ")\n",
    "\n",
    "H.SOURCES"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "fdd6aa01",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "╭─ Herbie ────────────────────────────────\n",
      "│ Help for model='rrfs'\n",
      "│ \n",
      "│ Rapid Refresh Forecast System (RRFS) Ensemble\n",
      "│  aws product description: https://registry.opendata.aws/noaa-rrfs/\n",
      "│\n",
      "│ Herbie(date, model='rrfs', ...)\n",
      "│ \n",
      "│ fxx : int\n",
      "│ product : {\"prs\", \"nat\", \"testbed\", \"ififip\"}\n",
      "│ member : {\"control\", int}\n",
      "│ domain : {\"conus\", \"alaska\", \"hawaii\", \"puerto rico\", None}\n",
      "│ \n",
      "│ If product=\"natlev', then domain must be None\n",
      "│\n",
      "╰─────────────────────────────────────────\n"
     ]
    }
   ],
   "source": [
    "H.help()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "c32ecceb",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 38MB\n",
       "Dimensions:              (y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-08-15T12:00:00\n",
       "    step                 timedelta64[ns] 8B 01:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 15MB 21.14 21.15 21.15 ... 47.85 47.84\n",
       "    longitude            (y, x) float64 15MB 237.3 237.3 237.3 ... 299.0 299.1\n",
       "    valid_time           datetime64[ns] 8B 2024-08-15T13:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 8MB 297.3 297.3 297.3 ... 291.5 291.5\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:                   rrfs\n",
       "    product:                 prslev\n",
       "    description:             Rapid Refresh Forecast System (RRFS) Ensemble\n",
       "    remote_grib:             https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rr...\n",
       "    local_grib:              /home/blaylock/data/rrfs/20240815/control/subset...\n",
       "    search:                  TMP:2 m above ground</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-a22d10e4-0373-4480-9dc4-2c157ca95581' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a22d10e4-0373-4480-9dc4-2c157ca95581' 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>: 1059</li><li><span>x</span>: 1799</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-356f0b60-a157-4f26-838a-a2d5a6b08a87' class='xr-section-summary-in' type='checkbox'  checked><label for='section-356f0b60-a157-4f26-838a-a2d5a6b08a87' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-08-15T12:00:00</div><input id='attrs-82d15748-bcdd-41e1-b338-7636a83862c1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-82d15748-bcdd-41e1-b338-7636a83862c1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4f848de3-a12f-44d4-9d73-365b8eb427ed' class='xr-var-data-in' type='checkbox'><label for='data-4f848de3-a12f-44d4-9d73-365b8eb427ed' 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;2024-08-15T12:00:00.000000000&#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'>01:00:00</div><input id='attrs-b8158adf-a8b8-412f-a9e4-e81431f5ff18' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8158adf-a8b8-412f-a9e4-e81431f5ff18' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-25b9b6f1-f1ed-4213-9baa-091fef362031' class='xr-var-data-in' type='checkbox'><label for='data-25b9b6f1-f1ed-4213-9baa-091fef362031' 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(3600000000000, 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-72c485c8-6508-4006-9d7f-48bb2f33a140' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-72c485c8-6508-4006-9d7f-48bb2f33a140' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1ebf2ec-b10c-4973-be0a-864ea006eee2' class='xr-var-data-in' type='checkbox'><label for='data-f1ebf2ec-b10c-4973-be0a-864ea006eee2' 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'>21.14 21.15 21.15 ... 47.85 47.84</div><input id='attrs-9900e48d-f8d5-4ec8-ad66-6b468ac386de' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9900e48d-f8d5-4ec8-ad66-6b468ac386de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4ca9f405-1aaa-4616-8616-38a0e1952af8' class='xr-var-data-in' type='checkbox'><label for='data-4ca9f405-1aaa-4616-8616-38a0e1952af8' 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([[21.138123  , 21.14511004, 21.1520901 , ..., 21.1545089 ,\n",
       "        21.14753125, 21.14054663],\n",
       "       [21.16299459, 21.1699845 , 21.17696744, ..., 21.17938723,\n",
       "        21.1724067 , 21.16541921],\n",
       "       [21.18786863, 21.19486142, 21.20184723, ..., 21.20426802,\n",
       "        21.19728462, 21.19029425],\n",
       "       ...,\n",
       "       [47.78955926, 47.799849  , 47.81012868, ..., 47.81369093,\n",
       "        47.80341474, 47.79312849],\n",
       "       [47.81409316, 47.82438621, 47.8346692 , ..., 47.83823259,\n",
       "        47.8279531 , 47.81766354],\n",
       "       [47.8386235 , 47.84891986, 47.85920615, ..., 47.86277069,\n",
       "        47.85248789, 47.84219502]])</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'>237.3 237.3 237.3 ... 299.0 299.1</div><input id='attrs-bf586589-f771-45da-8622-63f5e66befd2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bf586589-f771-45da-8622-63f5e66befd2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3490f8e7-4dfe-464a-a10c-02d60fec1953' class='xr-var-data-in' type='checkbox'><label for='data-3490f8e7-4dfe-464a-a10c-02d60fec1953' 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([[237.280472  , 237.30713868, 237.3338097 , ..., 287.6569408 ,\n",
       "        287.68361332, 287.71028151],\n",
       "       [237.27297501, 237.29964881, 237.32632695, ..., 287.66442108,\n",
       "        287.69110073, 287.71777603],\n",
       "       [237.26547368, 237.2921546 , 237.31883986, ..., 287.6719057 ,\n",
       "        287.69859247, 287.7252749 ],\n",
       "       ...,\n",
       "       [225.9351904 , 225.97171577, 226.00825329, ..., 298.97907406,\n",
       "        299.0156158 , 299.05214538],\n",
       "       [225.91986142, 225.95639874, 225.99294822, ..., 298.99437498,\n",
       "        299.03092868, 299.06747022],\n",
       "       [225.90452027, 225.94106954, 225.97763099, ..., 299.00968806,\n",
       "        299.04625373, 299.08280723]])</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'>2024-08-15T13:00:00</div><input id='attrs-7af6e11c-691d-4fc9-a057-ff4d0b4a7803' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7af6e11c-691d-4fc9-a057-ff4d0b4a7803' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-87d8d945-f872-4997-93fb-daf9d712e180' class='xr-var-data-in' type='checkbox'><label for='data-87d8d945-f872-4997-93fb-daf9d712e180' 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;2024-08-15T13:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-eaea8b8a-53ea-49dc-a812-0017ba70fab2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eaea8b8a-53ea-49dc-a812-0017ba70fab2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c281d070-445f-4f49-8f71-83eb0da959c6' class='xr-var-data-in' type='checkbox'><label for='data-c281d070-445f-4f49-8f71-83eb0da959c6' 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;,38.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,262.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,38.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,38.5,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>(38.5, 38.5)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>38.5</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>262.5</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>RRFS 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-1def7625-ff43-48f3-8275-b8b2a681b80b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1def7625-ff43-48f3-8275-b8b2a681b80b' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>297.3 297.3 297.3 ... 291.5 291.5</div><input id='attrs-79eb5e24-666d-49ce-b7f6-0f1ab472f07e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-79eb5e24-666d-49ce-b7f6-0f1ab472f07e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8153b277-5217-4e16-8d63-0385b510a5b1' class='xr-var-data-in' type='checkbox'><label for='data-8153b277-5217-4e16-8d63-0385b510a5b1' 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>1905141</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>3000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>262.5</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1799</dd><dt><span>GRIB_Ny :</span></dt><dd>1059</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>21.138123</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.280472</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>1</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>1</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[297.27, 297.27, 297.28, ..., 301.29, 301.21, 301.2 ],\n",
       "       [297.24, 297.24, 297.24, ..., 301.31, 301.24, 301.2 ],\n",
       "       [297.22, 297.23, 297.23, ..., 301.33, 301.31, 301.26],\n",
       "       ...,\n",
       "       [288.9 , 288.93, 288.96, ..., 291.48, 291.49, 291.48],\n",
       "       [288.9 , 288.93, 288.96, ..., 291.47, 291.49, 291.52],\n",
       "       [288.87, 288.86, 288.97, ..., 291.42, 291.46, 291.46]],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-81542981-d6f4-43c4-ba81-06a1fc4322ef' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-81542981-d6f4-43c4-ba81-06a1fc4322ef' 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-5883277e-6c73-4afb-90e0-60b9547feba2' class='xr-section-summary-in' type='checkbox'  ><label for='section-5883277e-6c73-4afb-90e0-60b9547feba2' 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>rrfs</dd><dt><span>product :</span></dt><dd>prslev</dd><dt><span>description :</span></dt><dd>Rapid Refresh Forecast System (RRFS) Ensemble</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rrfs_a.20240815/12/control/rrfs.t12z.prslev.f001.conus.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/rrfs/20240815/control/subset_ffe4f5f7__rrfs.t12z.prslev.f001.conus.grib2</dd><dt><span>search :</span></dt><dd>TMP:2 m above ground</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 38MB\n",
       "Dimensions:              (y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-08-15T12:00:00\n",
       "    step                 timedelta64[ns] 8B 01:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 15MB 21.14 21.15 21.15 ... 47.85 47.84\n",
       "    longitude            (y, x) float64 15MB 237.3 237.3 237.3 ... 299.0 299.1\n",
       "    valid_time           datetime64[ns] 8B 2024-08-15T13:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 8MB 297.3 297.3 297.3 ... 291.5 291.5\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:                   rrfs\n",
       "    product:                 prslev\n",
       "    description:             Rapid Refresh Forecast System (RRFS) Ensemble\n",
       "    remote_grib:             https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rr...\n",
       "    local_grib:              /home/blaylock/data/rrfs/20240815/control/subset...\n",
       "    search:                  TMP:2 m above ground"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m above ground\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "f65c3915",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'RRFS: member=control ')"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 8]).STATES().ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t2m - 273.15,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **paint.NWSTemperature.cbar_kwargs2\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.t2m.GRIB_name}\\n{ds.time.dt.strftime('%H:%M UTC %d %b %Y').item()} F{int(ds.step.dt.total_seconds() / 60 / 60):02d}\",\n",
    "    loc=\"right\",\n",
    ")\n",
    "ax.set_title(\n",
    "    f\"{H.model.upper()}: member={H.member} {H.product_description}\", loc=\"left\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b01f28e3",
   "metadata": {},
   "source": [
    "### Other products\n",
    "\n",
    "> Reading natlev data into xarray causes my kernel to crash\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "2dbda865",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rrfs ┊ \u001b[3mproduct=natlev\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jun-22 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws_0\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws_0\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 RRFS model \u001b[3mnatlev\u001b[0m product initialized \u001b[38;2;41;130;13m2024-Jun-22 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3msource=aws_0\u001b[0m"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2024-06-22\", model=\"rrfs\", product=\"natlev\", member=\"control\", domain=None)\n",
    "H"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "95bb482b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>grib_message</th>\n",
       "      <th>start_byte</th>\n",
       "      <th>end_byte</th>\n",
       "      <th>range</th>\n",
       "      <th>reference_time</th>\n",
       "      <th>valid_time</th>\n",
       "      <th>variable</th>\n",
       "      <th>level</th>\n",
       "      <th>forecast_time</th>\n",
       "      <th>?</th>\n",
       "      <th>??</th>\n",
       "      <th>search_this</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>91</th>\n",
       "      <td>92</td>\n",
       "      <td>467606623</td>\n",
       "      <td>478003639.0</td>\n",
       "      <td>467606623-478003639</td>\n",
       "      <td>2024-06-22</td>\n",
       "      <td>2024-06-22</td>\n",
       "      <td>TMP</td>\n",
       "      <td>5 hybrid level</td>\n",
       "      <td>anl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>:TMP:5 hybrid level:anl:nan</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    grib_message  start_byte     end_byte                range reference_time  \\\n",
       "91            92   467606623  478003639.0  467606623-478003639     2024-06-22   \n",
       "\n",
       "   valid_time variable           level forecast_time    ?   ??  \\\n",
       "91 2024-06-22      TMP  5 hybrid level           anl  NaN  NaN   \n",
       "\n",
       "                    search_this  \n",
       "91  :TMP:5 hybrid level:anl:nan  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory(\"TMP:5 hybrid\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "d0a4ce20",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 289MB\n",
       "Dimensions:              (y: 2961, x: 4881)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-06-22\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    hybrid               float64 8B 5.0\n",
       "    latitude             (y, x) float64 116MB -1.606 -1.591 ... 41.5 41.48\n",
       "    longitude            (y, x) float64 116MB -157.3 -157.3 ... -1.81 -1.802\n",
       "    valid_time           datetime64[ns] 8B 2024-06-22\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t                    (y, x) float32 58MB nan nan nan nan ... nan nan nan nan\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
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       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rrfs\n",
       "    product:                 natlev\n",
       "    description:             Rapid Refresh Forecast System (RRFS) Ensemble\n",
       "    remote_grib:             https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rr...\n",
       "    local_grib:              /home/blaylock/data/rrfs/20240622/control/subset...\n",
       "    search:                  TMP:5 hybrid</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-23dd808e-5650-48a8-89b9-95fb28dfc6ae' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-23dd808e-5650-48a8-89b9-95fb28dfc6ae' 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>: 2961</li><li><span>x</span>: 4881</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-cb7cd8bb-8e8b-41d6-8336-75049bf1fb9d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cb7cd8bb-8e8b-41d6-8336-75049bf1fb9d' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-22</div><input id='attrs-9fb9e431-6898-4ac9-94df-ad8e45816e44' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9fb9e431-6898-4ac9-94df-ad8e45816e44' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-003890fa-3cf2-4fec-904b-259eacfa2fbc' class='xr-var-data-in' type='checkbox'><label for='data-003890fa-3cf2-4fec-904b-259eacfa2fbc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-06-22T00:00:00.000000000&#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-b089a1f7-471f-4445-94e8-e38cb9682567' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b089a1f7-471f-4445-94e8-e38cb9682567' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1acaf2d8-0839-4add-b80c-a3dc979ed094' class='xr-var-data-in' type='checkbox'><label for='data-1acaf2d8-0839-4add-b80c-a3dc979ed094' 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>hybrid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.0</div><input id='attrs-2a6e36d7-1620-4d90-a76f-4a9b8d9f1e6d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2a6e36d7-1620-4d90-a76f-4a9b8d9f1e6d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e98d5e04-0cda-4eed-b4f0-07e837ad44ec' class='xr-var-data-in' type='checkbox'><label for='data-e98d5e04-0cda-4eed-b4f0-07e837ad44ec' 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>hybrid level</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>standard_name :</span></dt><dd>atmosphere_hybrid_sigma_pressure_coordinate</dd></dl></div><div class='xr-var-data'><pre>array(5.)</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'>-1.606 -1.591 -1.577 ... 41.5 41.48</div><input id='attrs-87d19d99-85ac-4163-918c-f450408d5eaf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-87d19d99-85ac-4163-918c-f450408d5eaf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d4c7d94e-6f4c-4440-ae47-5ba589089394' class='xr-var-data-in' type='checkbox'><label for='data-d4c7d94e-6f4c-4440-ae47-5ba589089394' 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([[-1.605785, -1.591477, -1.577172, ..., -1.577172, -1.591477,\n",
       "        -1.605785],\n",
       "       [-1.588351, -1.574038, -1.559729, ..., -1.559729, -1.574038,\n",
       "        -1.588351],\n",
       "       [-1.570917, -1.5566  , -1.542286, ..., -1.542286, -1.5566  ,\n",
       "        -1.570917],\n",
       "       ...,\n",
       "       [41.464804, 41.483904, 41.503008, ..., 41.503008, 41.483904,\n",
       "        41.464804],\n",
       "       [41.472128, 41.491224, 41.510324, ..., 41.510324, 41.491224,\n",
       "        41.472128],\n",
       "       [41.47944 , 41.498536, 41.517628, ..., 41.517628, 41.498536,\n",
       "        41.47944 ]])</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'>-157.3 -157.3 ... -1.81 -1.802</div><input id='attrs-43cb674e-d1ad-49af-9768-169a7dd6590e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-43cb674e-d1ad-49af-9768-169a7dd6590e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-baf7cf53-2038-4526-8d72-57bb75a1d49f' class='xr-var-data-in' type='checkbox'><label for='data-baf7cf53-2038-4526-8d72-57bb75a1d49f' 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([[-157.328944, -157.315008, -157.301088, ...,  -68.69892 ,\n",
       "         -68.684984,  -68.671056],\n",
       "       [-157.346864, -157.332944, -157.318992, ...,  -68.681   ,\n",
       "         -68.667064,  -68.653128],\n",
       "       [-157.3648  , -157.350864, -157.336912, ...,  -68.663088,\n",
       "         -68.649144,  -68.6352  ],\n",
       "       ...,\n",
       "       [ 135.86624 ,  135.874048,  135.881856, ...,   -1.881862,\n",
       "          -1.87405 ,   -1.866236],\n",
       "       [ 135.834336,  135.842144,  135.849936, ...,   -1.84994 ,\n",
       "          -1.842139,   -1.834336],\n",
       "       [ 135.802432,  135.810224,  135.818016, ...,   -1.818011,\n",
       "          -1.810221,   -1.802429]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-22</div><input id='attrs-83ffd912-2793-48f9-ac19-82c2f616f357' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83ffd912-2793-48f9-ac19-82c2f616f357' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4f41210b-0ed5-4af3-96e5-9f2342b0161b' class='xr-var-data-in' type='checkbox'><label for='data-4f41210b-0ed5-4af3-96e5-9f2342b0161b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-06-22T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-a3c26ed7-851b-486e-a4aa-79f8537d6c8a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a3c26ed7-851b-486e-a4aa-79f8537d6c8a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6afb3d88-78f4-4ce9-bd56-09a6340d977c' class='xr-var-data-in' type='checkbox'><label for='data-6afb3d88-78f4-4ce9-bd56-09a6340d977c' 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;unnamed&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]]],DERIVINGCONVERSION[&quot;unknown&quot;,METHOD[&quot;PROJ ob_tran o_proj=longlat&quot;],PARAMETER[&quot;o_lat_p&quot;,35,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],PARAMETER[&quot;o_lon_p&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],PARAMETER[&quot;lon_0&quot;,247,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]],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>unnamed</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>rotated_latitude_longitude</dd><dt><span>grid_north_pole_latitude :</span></dt><dd>35.0</dd><dt><span>grid_north_pole_longitude :</span></dt><dd>67.0</dd><dt><span>north_pole_grid_longitude :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>RRFS 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-11159e81-528f-4f30-9778-756930ae0c77' class='xr-section-summary-in' type='checkbox'  checked><label for='section-11159e81-528f-4f30-9778-756930ae0c77' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-f93879f3-9020-4457-909e-ff5cabb4ce4b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f93879f3-9020-4457-909e-ff5cabb4ce4b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44349bdf-9811-4bb0-9cd0-0328dce7b5d6' class='xr-var-data-in' type='checkbox'><label for='data-44349bdf-9811-4bb0-9cd0-0328dce7b5d6' 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_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>14452641</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>hybrid</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>rotated_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>4881</dd><dt><span>GRIB_Ny :</span></dt><dd>2961</dd><dt><span>GRIB_angleOfRotationInDegrees :</span></dt><dd>0.0</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>Rotated latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.025</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.025</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>-37.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>37.0</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-35.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>299.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>61.0</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>247.0</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>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</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>GRIB_uvRelativeToGrid :</span></dt><dd>0</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>array([[nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5dfc6691-c879-4de0-807d-31899596b6aa' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5dfc6691-c879-4de0-807d-31899596b6aa' 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-229f9199-a4c3-4e2c-9099-4035683d81c5' class='xr-section-summary-in' type='checkbox'  ><label for='section-229f9199-a4c3-4e2c-9099-4035683d81c5' 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>rrfs</dd><dt><span>product :</span></dt><dd>natlev</dd><dt><span>description :</span></dt><dd>Rapid Refresh Forecast System (RRFS) Ensemble</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rrfs_a.20240622/00/control/rrfs.t00z.natlev.f000.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/rrfs/20240622/control/subset_6defb585__rrfs.t00z.natlev.f000.grib2</dd><dt><span>search :</span></dt><dd>TMP:5 hybrid</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 289MB\n",
       "Dimensions:              (y: 2961, x: 4881)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-06-22\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    hybrid               float64 8B 5.0\n",
       "    latitude             (y, x) float64 116MB -1.606 -1.591 ... 41.5 41.48\n",
       "    longitude            (y, x) float64 116MB -157.3 -157.3 ... -1.81 -1.802\n",
       "    valid_time           datetime64[ns] 8B 2024-06-22\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t                    (y, x) float32 58MB nan nan nan nan ... nan nan nan nan\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:                   rrfs\n",
       "    product:                 natlev\n",
       "    description:             Rapid Refresh Forecast System (RRFS) Ensemble\n",
       "    remote_grib:             https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rr...\n",
       "    local_grib:              /home/blaylock/data/rrfs/20240622/control/subset...\n",
       "    search:                  TMP:5 hybrid"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:5 hybrid\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "9d556212",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f57e651ce60>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "ename": "",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31mThe Kernel crashed while executing code in the current cell or a previous cell. \n",
      "\u001b[1;31mPlease review the code in the cell(s) to identify a possible cause of the failure. \n",
      "\u001b[1;31mClick <a href='https://aka.ms/vscodeJupyterKernelCrash'>here</a> for more info. \n",
      "\u001b[1;31mView Jupyter <a href='command:jupyter.viewOutput'>log</a> for further details."
     ]
    }
   ],
   "source": [
    "ds.t.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7409e459",
   "metadata": {},
   "outputs": [],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 8]).STATES().ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t - 273.15,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **paint.NWSTemperature.cbar_kwargs2\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.t.GRIB_name}\\n{ds.time.dt.strftime('%H:%M UTC %d %b %Y').item()} F{int(ds.step.dt.total_seconds() / 60 / 60):02d}\",\n",
    "    loc=\"right\",\n",
    ")\n",
    "ax.set_title(\n",
    "    f\"{H.model.upper()}: member={H.member} {H.product_description}\", loc=\"left\"\n",
    ")"
   ]
  }
 ],
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