{
 "cells": [
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    "# RRFS Data 🅱\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,
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "from toolbox import EasyMap, pc\n",
    "from paint.standard2 import cm_tmp\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rrfs ┊ \u001b[3mproduct=prslev\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jan-10 00:00 UTC\u001b[92m F01\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\"2024-01-10\", model=\"rrfs\", fxx=1, member=\"control\", domain=\"conus\")"
   ]
  },
  {
   "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",
      "\n"
     ]
    }
   ],
   "source": [
    "H.help()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'aws': 'https://noaa-rrfs-pds.s3.amazonaws.com/rrfs_a/rrfs_a.20240110/00/control/rrfs.t00z.prslev.f001.conus_3km.grib2'}"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.SOURCES"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "10a55673",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'prslev': '', 'natlev': '', 'testbed': '', 'ififip': ''}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2024-01-10\n",
       "    step                 timedelta64[ns] 01:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 21.14 21.15 21.15 ... 47.86 47.85 47.84\n",
       "    longitude            (y, x) float64 237.3 237.3 237.3 ... 299.0 299.0 299.1\n",
       "    valid_time           datetime64[ns] 2024-01-10T01:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 291.9 291.9 291.9 ... 268.1 268.2 268.2\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   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/20240110/control/subset...\n",
       "    searchString:            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-41033911-86f4-41bd-bf80-029e829a09d5' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-41033911-86f4-41bd-bf80-029e829a09d5' 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-a9583f26-90a6-448f-9c0a-bbcbe06dad62' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a9583f26-90a6-448f-9c0a-bbcbe06dad62' 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'>2024-01-10</div><input id='attrs-f8996cac-dec4-432e-beb3-16560db4a89a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f8996cac-dec4-432e-beb3-16560db4a89a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5cc93ae-4762-4851-bcf9-f236065ef162' class='xr-var-data-in' type='checkbox'><label for='data-f5cc93ae-4762-4851-bcf9-f236065ef162' 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;2024-01-10T00:00:00.000000000&#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-e065b3db-bd5a-468b-b3d1-036ab186524a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e065b3db-bd5a-468b-b3d1-036ab186524a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1ff0974e-ea66-4bc6-a386-062065745e81' class='xr-var-data-in' type='checkbox'><label for='data-1ff0974e-ea66-4bc6-a386-062065745e81' 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-e25d4184-0822-459f-9641-ae0c52e9a9d8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e25d4184-0822-459f-9641-ae0c52e9a9d8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55fdfd7e-9ce3-43b7-a1c0-9311ba1a75f8' class='xr-var-data-in' type='checkbox'><label for='data-55fdfd7e-9ce3-43b7-a1c0-9311ba1a75f8' 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-6a4ce4c1-1731-4c62-a7b1-acf230346d76' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6a4ce4c1-1731-4c62-a7b1-acf230346d76' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-30bba672-b118-4487-bbf9-fcde19b876a1' class='xr-var-data-in' type='checkbox'><label for='data-30bba672-b118-4487-bbf9-fcde19b876a1' 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-f506ebe6-d396-4699-8104-8532c069a750' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f506ebe6-d396-4699-8104-8532c069a750' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a4f49bb-7b39-46e3-9887-57ffca2ea306' class='xr-var-data-in' type='checkbox'><label for='data-8a4f49bb-7b39-46e3-9887-57ffca2ea306' 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'>2024-01-10T01:00:00</div><input id='attrs-8ec68975-e0e3-47ef-a93f-8e7eaa1c927d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8ec68975-e0e3-47ef-a93f-8e7eaa1c927d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44431859-2ce8-4b1c-90bc-313b746ade6f' class='xr-var-data-in' type='checkbox'><label for='data-44431859-2ce8-4b1c-90bc-313b746ade6f' 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;2024-01-10T01:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5c5407a7-2866-4cd8-8bd6-8562079e4e80' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5c5407a7-2866-4cd8-8bd6-8562079e4e80' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>291.9 291.9 291.9 ... 268.2 268.2</div><input id='attrs-b5d961d3-702a-448b-8acc-822b4af883fc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b5d961d3-702a-448b-8acc-822b4af883fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6833a525-ae9a-4217-873d-c07a65cb4934' class='xr-var-data-in' type='checkbox'><label for='data-6833a525-ae9a-4217-873d-c07a65cb4934' 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>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([[291.89, 291.87, 291.88, ..., 299.73, 299.75, 299.72],\n",
       "       [291.9 , 291.86, 291.86, ..., 299.72, 299.72, 299.7 ],\n",
       "       [291.89, 291.84, 291.85, ..., 299.71, 299.71, 299.69],\n",
       "       ...,\n",
       "       [280.09, 280.1 , 280.11, ..., 268.36, 268.4 , 268.43],\n",
       "       [280.1 , 280.1 , 280.1 , ..., 268.26, 268.28, 268.32],\n",
       "       [280.1 , 280.1 , 280.11, ..., 268.12, 268.16, 268.18]],\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-3cabb946-7bbd-4251-a71a-3f7e531f9c31' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3cabb946-7bbd-4251-a71a-3f7e531f9c31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d24b7a9f-b262-487c-8573-51c11b9f3145' class='xr-var-data-in' type='checkbox'><label for='data-d24b7a9f-b262-487c-8573-51c11b9f3145' 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-921f5bcc-e3df-4fad-a315-3d3cb46da74c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-921f5bcc-e3df-4fad-a315-3d3cb46da74c' 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-2b5aa801-8eb4-459d-a377-06253b0466c1' class='xr-section-summary-in' type='checkbox'  ><label for='section-2b5aa801-8eb4-459d-a377-06253b0466c1' 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.20240110/00/control/rrfs.t00z.prslev.f001.conus_3km.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/rrfs/20240110/control/subset_a3e49259__rrfs.t00z.prslev.f001.conus_3km.grib2</dd><dt><span>searchString :</span></dt><dd>TMP:2 m above ground</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2024-01-10\n",
       "    step                 timedelta64[ns] 01:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 21.14 21.15 21.15 ... 47.86 47.85 47.84\n",
       "    longitude            (y, x) float64 237.3 237.3 237.3 ... 299.0 299.0 299.1\n",
       "    valid_time           datetime64[ns] 2024-01-10T01:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 291.9 291.9 291.9 ... 268.1 268.2 268.2\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   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/20240110/control/subset...\n",
       "    searchString:            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,
   "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, 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(\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-Jan-10 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
     ]
    },
    {
     "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-Jan-10 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3msource=aws\u001b[0m"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2024-01-10\", 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>87</th>\n",
       "      <td>88</td>\n",
       "      <td>500393712</td>\n",
       "      <td>510769360.0</td>\n",
       "      <td>500393712-510769360</td>\n",
       "      <td>2024-01-10</td>\n",
       "      <td>2024-01-10</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",
       "87            88   500393712  510769360.0  500393712-510769360     2024-01-10   \n",
       "\n",
       "   valid_time variable           level forecast_time    ?   ??  \\\n",
       "87 2024-01-10      TMP  5 hybrid level           anl  NaN  NaN   \n",
       "\n",
       "                    search_this  \n",
       "87  :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": "5a6be0a3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/home/blaylock/data/rrfs/20240110/control/subset_a3ef48ac__rrfs.t00z.natlev.f000.grib2')"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.download(\"TMP:5 hybrid\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "d0a4ce20",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/blaylock/GITHUB/Herbie/herbie/core.py:1082: UserWarning: Will not remove GRIB file because it previously existed.\n",
      "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
     ]
    },
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 2961, x: 4881)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2024-01-10\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    hybrid               float64 5.0\n",
       "    latitude             (y, x) float64 ...\n",
       "    longitude            (y, x) float64 ...\n",
       "    valid_time           datetime64[ns] ...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t                    (y, x) float32 ...\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   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/20240110/control/subset...\n",
       "    searchString:            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-7dd63ad1-0932-4e75-b622-22b8dce657d9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7dd63ad1-0932-4e75-b622-22b8dce657d9' 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-ad528735-d9fb-4687-9ea9-58852efaf321' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ad528735-d9fb-4687-9ea9-58852efaf321' 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'>2024-01-10</div><input id='attrs-fd65ffb0-3c8d-4db4-8881-7af616fd8590' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fd65ffb0-3c8d-4db4-8881-7af616fd8590' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92fd8657-f58f-46ab-b74a-a7d869ceaccf' class='xr-var-data-in' type='checkbox'><label for='data-92fd8657-f58f-46ab-b74a-a7d869ceaccf' 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;2024-01-10T00:00:00.000000000&#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-a05f7e13-810f-4f54-942f-0bed37dc691a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a05f7e13-810f-4f54-942f-0bed37dc691a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f520dc1d-bd71-4074-b4c3-e2803e980178' class='xr-var-data-in' type='checkbox'><label for='data-f520dc1d-bd71-4074-b4c3-e2803e980178' 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-c488ed85-c11b-43f6-8f35-bfcb7766ce32' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c488ed85-c11b-43f6-8f35-bfcb7766ce32' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d266156d-d251-4b9b-9df1-8ae35f6ded43' class='xr-var-data-in' type='checkbox'><label for='data-d266156d-d251-4b9b-9df1-8ae35f6ded43' 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'>...</div><input id='attrs-fb98d991-ee4d-4bcf-97dd-93f327c712ee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fb98d991-ee4d-4bcf-97dd-93f327c712ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ccc0ba1-1e1c-497b-bf66-929a2e72e95b' class='xr-var-data-in' type='checkbox'><label for='data-3ccc0ba1-1e1c-497b-bf66-929a2e72e95b' 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>[14452641 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b99a2188-2ff0-4b4f-945c-2fc0e614b532' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b99a2188-2ff0-4b4f-945c-2fc0e614b532' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f75cb7f-fa0c-4f8d-abf3-fa2ec7ad2577' class='xr-var-data-in' type='checkbox'><label for='data-5f75cb7f-fa0c-4f8d-abf3-fa2ec7ad2577' 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>[14452641 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bac15a39-70bd-4af3-8dea-dbd280384bc5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bac15a39-70bd-4af3-8dea-dbd280384bc5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-58bf74c9-674f-4380-a581-5707cc9b7860' class='xr-var-data-in' type='checkbox'><label for='data-58bf74c9-674f-4380-a581-5707cc9b7860' 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-5d5d1520-53d6-45e9-9507-46c991f2e506' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5d5d1520-53d6-45e9-9507-46c991f2e506' 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'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7f334bd2-929c-41e2-9197-9dca257a252f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f334bd2-929c-41e2-9197-9dca257a252f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-13df8b50-b6b4-4719-ba78-32f991a85b62' class='xr-var-data-in' type='checkbox'><label for='data-13df8b50-b6b4-4719-ba78-32f991a85b62' 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>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>[14452641 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-c4fea100-3bf6-409f-856e-1dcc1b699498' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c4fea100-3bf6-409f-856e-1dcc1b699498' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a6e095c4-db94-4e22-9ce5-4037b8bc3ec1' class='xr-var-data-in' type='checkbox'><label for='data-a6e095c4-db94-4e22-9ce5-4037b8bc3ec1' 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-7d4bcf31-1aa2-4486-922e-f987226fc87b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7d4bcf31-1aa2-4486-922e-f987226fc87b' 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-8f7176f8-e508-426e-af16-46a944344794' class='xr-section-summary-in' type='checkbox'  ><label for='section-8f7176f8-e508-426e-af16-46a944344794' 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.20240110/00/control/rrfs.t00z.natlev.f000.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/rrfs/20240110/control/subset_a3ef48ac__rrfs.t00z.natlev.f000.grib2</dd><dt><span>searchString :</span></dt><dd>TMP:5 hybrid</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 2961, x: 4881)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2024-01-10\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    hybrid               float64 5.0\n",
       "    latitude             (y, x) float64 ...\n",
       "    longitude            (y, x) float64 ...\n",
       "    valid_time           datetime64[ns] ...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t                    (y, x) float32 ...\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   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/20240110/control/subset...\n",
       "    searchString:            TMP:5 hybrid"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:5 hybrid\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7409e459",
   "metadata": {},
   "outputs": [
    {
     "ename": "",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31mThe Kernel crashed while executing code in the the current cell or a previous cell. Please review the code in the cell(s) to identify a possible cause of the failure. Click <a href='https://aka.ms/vscodeJupyterKernelCrash'>here</a> for more info. View Jupyter <a href='command:jupyter.viewOutput'>log</a> for further details."
     ]
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 8]).STATES().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}\\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": "code",
   "execution_count": null,
   "id": "9b06f46d",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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  "kernelspec": {
   "display_name": "herbie-dev",
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    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
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   "nbconvert_exporter": "python",
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