{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "1391bb7f",
   "metadata": {},
   "source": [
    "# RTMA Data\n",
    "\n",
    "This tutorial shows you how to download the Real-Time Mesoscale Analysis (RTMA) products with the Herbie Python package."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "482aa0c5",
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "from toolbox import EasyMap, pc\n",
    "from paint.standard2 import cm_tmp, cm_pcp, cm_wind\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "5983b6ad",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rtma ┊ \u001b[3mproduct=anl\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jan-01 06:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2023-01-01 06:00\",\n",
    "    model=\"rtma\",\n",
    "    product=\"anl\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "d5ebfae2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'anl': '', 'err': '', 'ges': '', 'pcp': 'Precipitation Field'}"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show available products\n",
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "4816bb0b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'aws': 'https://noaa-rtma-pds.s3.amazonaws.com/rtma2p5.20230101/rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp',\n",
       " 'nomads': 'https://nomads.ncep.noaa.gov/pub/data/nccf/com/rtma/prod/rtma2p5.20230101/rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp'}"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.SOURCES"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be7c738d",
   "metadata": {},
   "source": [
    "Since there is no index file, we need to download the full file before we can look at the contents with wgrib2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "db5b44c0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp')"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.download()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "f567ef05",
   "metadata": {},
   "outputs": [
    {
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       "      <th>valid_time</th>\n",
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       "      <td>HGT</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>DPT</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
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       "      <td>10 m above ground</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>VGRD</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:VGRD:10 m above ground:anl</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>SPFH</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:SPFH:2 m above ground:anl</td>\n",
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       "      <td>WDIR</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:WDIR:10 m above ground:anl</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>WIND</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:WIND:10 m above ground:anl</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>GUST</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:GUST:10 m above ground:anl</td>\n",
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       "      <td>11</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>VIS</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:VIS:surface:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
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       "      <td>68815805</td>\n",
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       "      <td>68815805-77242165</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>CEIL</td>\n",
       "      <td>cloud ceiling</td>\n",
       "      <td>anl</td>\n",
       "      <td>:CEIL:cloud ceiling:anl</td>\n",
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       "      <th>12</th>\n",
       "      <td>13</td>\n",
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       "      <td>77242165-</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>TCDC</td>\n",
       "      <td>entire atmosphere (considered as a single layer)</td>\n",
       "      <td>anl</td>\n",
       "      <td>:TCDC:entire atmosphere (considered as a singl...</td>\n",
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      "text/plain": [
       "    grib_message  start_byte  end_byte              range      reference_time  \\\n",
       "0              1           0   7490118          0-7490118 2023-01-01 06:00:00   \n",
       "1              2     7490118  14980236   7490118-14980236 2023-01-01 06:00:00   \n",
       "2              3    14980236  21065993  14980236-21065993 2023-01-01 06:00:00   \n",
       "3              4    21065993  27151750  21065993-27151750 2023-01-01 06:00:00   \n",
       "4              5    27151750  32769386  27151750-32769386 2023-01-01 06:00:00   \n",
       "5              6    32769386  38387022  32769386-38387022 2023-01-01 06:00:00   \n",
       "6              7    38387022  45409020  38387022-45409020 2023-01-01 06:00:00   \n",
       "7              8    45409020  51026656  45409020-51026656 2023-01-01 06:00:00   \n",
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       "9             10    56644292  62261928  56644292-62261928 2023-01-01 06:00:00   \n",
       "10            11    62261928  68815805  62261928-68815805 2023-01-01 06:00:00   \n",
       "11            12    68815805  77242165  68815805-77242165 2023-01-01 06:00:00   \n",
       "12            13    77242165                    77242165- 2023-01-01 06:00:00   \n",
       "\n",
       "            valid_time variable  \\\n",
       "0  2023-01-01 06:00:00      HGT   \n",
       "1  2023-01-01 06:00:00     PRES   \n",
       "2  2023-01-01 06:00:00      TMP   \n",
       "3  2023-01-01 06:00:00      DPT   \n",
       "4  2023-01-01 06:00:00     UGRD   \n",
       "5  2023-01-01 06:00:00     VGRD   \n",
       "6  2023-01-01 06:00:00     SPFH   \n",
       "7  2023-01-01 06:00:00     WDIR   \n",
       "8  2023-01-01 06:00:00     WIND   \n",
       "9  2023-01-01 06:00:00     GUST   \n",
       "10 2023-01-01 06:00:00      VIS   \n",
       "11 2023-01-01 06:00:00     CEIL   \n",
       "12 2023-01-01 06:00:00     TCDC   \n",
       "\n",
       "                                               level forecast_time  \\\n",
       "0                                            surface           anl   \n",
       "1                                            surface           anl   \n",
       "2                                   2 m above ground           anl   \n",
       "3                                   2 m above ground           anl   \n",
       "4                                  10 m above ground           anl   \n",
       "5                                  10 m above ground           anl   \n",
       "6                                   2 m above ground           anl   \n",
       "7                                  10 m above ground           anl   \n",
       "8                                  10 m above ground           anl   \n",
       "9                                  10 m above ground           anl   \n",
       "10                                           surface           anl   \n",
       "11                                     cloud ceiling           anl   \n",
       "12  entire atmosphere (considered as a single layer)           anl   \n",
       "\n",
       "                                          search_this  \n",
       "0                                    :HGT:surface:anl  \n",
       "1                                   :PRES:surface:anl  \n",
       "2                           :TMP:2 m above ground:anl  \n",
       "3                           :DPT:2 m above ground:anl  \n",
       "4                         :UGRD:10 m above ground:anl  \n",
       "5                         :VGRD:10 m above ground:anl  \n",
       "6                          :SPFH:2 m above ground:anl  \n",
       "7                         :WDIR:10 m above ground:anl  \n",
       "8                         :WIND:10 m above ground:anl  \n",
       "9                         :GUST:10 m above ground:anl  \n",
       "10                                   :VIS:surface:anl  \n",
       "11                            :CEIL:cloud ceiling:anl  \n",
       "12  :TCDC:entire atmosphere (considered as a singl...  "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "d39d9366",
   "metadata": {},
   "outputs": [
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       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1597, x: 2345)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T06:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 19.23 19.23 19.24 ... 54.38 54.38 54.37\n",
       "    longitude            (y, x) float64 233.7 233.7 233.8 ... 300.9 300.9 301.0\n",
       "    valid_time           datetime64[ns] 2023-01-01T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 294.6 294.7 294.6 ... 264.0 264.0 264.0\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 anl\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.t06z...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230101/subset_c8efb...\n",
       "    searchString:            TMP:2 m</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-00da7ce6-9815-4bc0-8cec-b0a5ef9051de' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-00da7ce6-9815-4bc0-8cec-b0a5ef9051de' 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>: 1597</li><li><span>x</span>: 2345</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-d501f368-7994-4cf6-8343-b8815473f1fd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d501f368-7994-4cf6-8343-b8815473f1fd' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-01T06:00:00</div><input id='attrs-bb1fd0be-0316-4001-8768-39f244297f54' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb1fd0be-0316-4001-8768-39f244297f54' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2c622933-897d-4bfe-93a5-89d19aaf5851' class='xr-var-data-in' type='checkbox'><label for='data-2c622933-897d-4bfe-93a5-89d19aaf5851' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2023-01-01T06:00:00.000000000&#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-502847a1-4b85-434c-a15b-ea88e82f978a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-502847a1-4b85-434c-a15b-ea88e82f978a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e07f2322-178b-4ddd-907b-6387f50cff78' class='xr-var-data-in' type='checkbox'><label for='data-e07f2322-178b-4ddd-907b-6387f50cff78' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-f51d206b-498e-4f77-9985-7ba11f3c32b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f51d206b-498e-4f77-9985-7ba11f3c32b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8bbbce43-704e-4e15-b680-5e8eb899bdd1' class='xr-var-data-in' type='checkbox'><label for='data-8bbbce43-704e-4e15-b680-5e8eb899bdd1' 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'>19.23 19.23 19.24 ... 54.38 54.37</div><input id='attrs-9a239f66-4b49-4424-b23e-d7f96f20f9fa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9a239f66-4b49-4424-b23e-d7f96f20f9fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2ec63ef-983f-4c36-9714-d5eeede61534' class='xr-var-data-in' type='checkbox'><label for='data-e2ec63ef-983f-4c36-9714-d5eeede61534' 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([[19.228976  , 19.23417044, 19.2393611 , ..., 20.34030755,\n",
       "        20.3360087 , 20.33170595],\n",
       "       [19.25109963, 19.25629516, 19.26148692, ..., 20.36266345,\n",
       "        20.35836371, 20.35406006],\n",
       "       [19.27322389, 19.27842051, 19.28361336, ..., 20.38501989,\n",
       "        20.38071926, 20.37641473],\n",
       "       ...,\n",
       "       [53.01275891, 53.01901422, 53.02526472, ..., 54.34517615,\n",
       "        54.34004498, 54.33490898],\n",
       "       [53.03165449, 53.03790996, 53.04416063, ..., 54.36410101,\n",
       "        54.35896975, 54.35383364],\n",
       "       [53.0505457 , 53.05680133, 53.06305215, ..., 54.38302135,\n",
       "        54.37788999, 54.37275379]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>233.7 233.7 233.8 ... 300.9 301.0</div><input id='attrs-526e340b-92f7-404a-8450-bf5a85a53123' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-526e340b-92f7-404a-8450-bf5a85a53123' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db0751ac-70b1-4666-b309-200d0403f125' class='xr-var-data-in' type='checkbox'><label for='data-db0751ac-70b1-4666-b309-200d0403f125' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([[233.723448  , 233.74687945, 233.77031281, ..., 290.74412399,\n",
       "        290.7679655 , 290.7918054 ],\n",
       "       [233.71794369, 233.74137897, 233.76481615, ..., 290.74870745,\n",
       "        290.772553  , 290.79639693],\n",
       "       [233.71243748, 233.73587658, 233.75931759, ..., 290.75329252,\n",
       "        290.7771421 , 290.80099008],\n",
       "       ...,\n",
       "       [221.64761265, 221.67902564, 221.71044345, ..., 300.87528478,\n",
       "        300.90775324, 300.94021748],\n",
       "       [221.63720909, 221.66862857, 221.70005287, ..., 300.88408555,\n",
       "        300.91656122, 300.94903266],\n",
       "       [221.62680072, 221.65822668, 221.68965747, ..., 300.89289054,\n",
       "        300.92537341, 300.95785206]])</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'>2023-01-01T06:00:00</div><input id='attrs-152c38f4-2e2e-4b8d-94e7-8ff2ff2a3eee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-152c38f4-2e2e-4b8d-94e7-8ff2ff2a3eee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98f876b1-2302-4747-9480-d0916036d516' class='xr-var-data-in' type='checkbox'><label for='data-98f876b1-2302-4747-9480-d0916036d516' 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;2023-01-01T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-cbbe494d-2f5b-4d7d-8cb1-d2f6be311cab' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cbbe494d-2f5b-4d7d-8cb1-d2f6be311cab' 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'>294.6 294.7 294.6 ... 264.0 264.0</div><input id='attrs-f2e97b67-e2d4-42c9-9800-f5f0c174f4a5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f2e97b67-e2d4-42c9-9800-f5f0c174f4a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-223f9cff-8310-49c5-9563-a1bc75a32a9f' class='xr-var-data-in' type='checkbox'><label for='data-223f9cff-8310-49c5-9563-a1bc75a32a9f' 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>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>3744965</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>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2345</dd><dt><span>GRIB_Ny :</span></dt><dd>1597</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>19.228976</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.723448</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[294.6 , 294.67, 294.6 , ..., 298.96, 298.96, 298.96],\n",
       "       [294.6 , 294.6 , 294.6 , ..., 298.96, 298.96, 298.96],\n",
       "       [294.6 , 294.6 , 294.6 , ..., 298.96, 298.96, 298.96],\n",
       "       ...,\n",
       "       [280.43, 280.43, 280.25, ..., 264.22, 264.47, 264.47],\n",
       "       [280.43, 280.25, 280.25, ..., 264.22, 264.22, 264.22],\n",
       "       [280.25, 280.25, 280.25, ..., 263.97, 263.97, 263.97]],\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-516ceff9-1b63-4c42-ad35-b30e60771d30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-516ceff9-1b63-4c42-ad35-b30e60771d30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a0b16683-2d82-4c14-8e9a-545318e2f5e7' class='xr-var-data-in' type='checkbox'><label for='data-a0b16683-2d82-4c14-8e9a-545318e2f5e7' 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;,6371200,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]]],CONVERSION[&quot;unknown&quot;,METHOD[&quot;Lambert Conic Conformal (2SP)&quot;,ID[&quot;EPSG&quot;,9802]],PARAMETER[&quot;Latitude of false origin&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,265,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8824]],PARAMETER[&quot;Easting at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8826]],PARAMETER[&quot;Northing at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8827]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371200.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371200.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>projected_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_conformal_conic</dd><dt><span>standard_parallel :</span></dt><dd>(25.0, 25.0)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>25.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>265.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>RTMA 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-6c1db9d3-64d4-48e0-9f57-a614d22263c0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6c1db9d3-64d4-48e0-9f57-a614d22263c0' 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-ed4200a9-454f-4ce8-8b1d-8052aba4833e' class='xr-section-summary-in' type='checkbox'  ><label for='section-ed4200a9-454f-4ce8-8b1d-8052aba4833e' 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>4</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>rtma</dd><dt><span>product :</span></dt><dd>anl</dd><dt><span>description :</span></dt><dd>CONUS Real-Time Mesoscale Analysis (RTMA)</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230101/subset_c8efba75__rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp</dd><dt><span>searchString :</span></dt><dd>TMP:2 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1597, x: 2345)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T06:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 19.23 19.23 19.24 ... 54.38 54.38 54.37\n",
       "    longitude            (y, x) float64 233.7 233.7 233.8 ... 300.9 300.9 301.0\n",
       "    valid_time           datetime64[ns] 2023-01-01T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 294.6 294.7 294.6 ... 264.0 264.0 264.0\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 anl\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.t06z...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230101/subset_c8efb...\n",
       "    searchString:            TMP:2 m"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "ca6cfe3a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '2 metre temperature')"
      ]
     },
     "execution_count": 22,
     "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",
    "\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t2m,\n",
    "    transform=pc,\n",
    "    **cm_tmp(units=\"K\").cmap_kwargs,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    **cm_tmp(units=\"K\").cbar_kwargs,\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.model.upper()}: {H.product_description}\\nValid: {ds.valid_time.dt.strftime('%H:%M UTC %d %b %Y').item()}\",\n",
    "    loc=\"left\",\n",
    ")\n",
    "ax.set_title(ds.t2m.GRIB_name, loc=\"right\")"
   ]
  },
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   "attachments": {},
   "cell_type": "markdown",
   "id": "b95102a4",
   "metadata": {},
   "source": [
    "## RTMA Precipitation\n",
    "The precipitation data is found in a different file, but Herbie will locate it when you `produce='pcp'`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "9822b094",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rtma ┊ \u001b[3mproduct=pcp\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jan-01 06:00 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 @ None\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2023-01-01 06:00\",\n",
    "    model=\"rtma\",\n",
    "    product=\"pcp\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "06640f3d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023010106.pcp.184.grb2')"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.download()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "6a74c88d",
   "metadata": {
    "notebookRunGroups": {
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   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/p/home/blaylock/BB_python/Herbie/herbie/archive.py:1001: UserWarning: Will not remove GRIB file because it previously existed.\n",
      "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1377, x: 2145)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T05:00:00\n",
       "    step                 timedelta64[ns] 01:00:00\n",
       "    heightAboveSea       float64 0.0\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",
       "    tp                   (y, x) float32 nan nan nan nan nan ... nan nan nan nan\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 pcp\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023...\n",
       "    searchString:            None</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-452c8f77-c0d3-4c69-a099-2ae23b039b0b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-452c8f77-c0d3-4c69-a099-2ae23b039b0b' 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>: 1377</li><li><span>x</span>: 2145</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9d4244e9-b864-4983-82f8-7fbb25bef50f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9d4244e9-b864-4983-82f8-7fbb25bef50f' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-01T05:00:00</div><input id='attrs-aaec4467-6733-46f5-8c92-59b545ee9f30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aaec4467-6733-46f5-8c92-59b545ee9f30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-821db276-5dbb-4fec-8711-f888c5e2e4d1' class='xr-var-data-in' type='checkbox'><label for='data-821db276-5dbb-4fec-8711-f888c5e2e4d1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2023-01-01T05:00:00.000000000&#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-5c4603e2-f6d7-4df9-9c8d-6f0229e319b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5c4603e2-f6d7-4df9-9c8d-6f0229e319b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7f5ae954-aa63-4f49-8041-a54a23c1e287' class='xr-var-data-in' type='checkbox'><label for='data-7f5ae954-aa63-4f49-8041-a54a23c1e287' 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>heightAboveSea</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-bba79256-056c-449d-9307-4f35726ee8f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bba79256-056c-449d-9307-4f35726ee8f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-513ddccf-e240-4586-be3f-986c63d385d7' class='xr-var-data-in' type='checkbox'><label for='data-513ddccf-e240-4586-be3f-986c63d385d7' 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>original GRIB coordinate for key: level(heightAboveSea)</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array(0.)</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-94607ece-5610-4d84-bd75-dd3e36cbe390' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-94607ece-5610-4d84-bd75-dd3e36cbe390' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-522138c1-4b24-43cc-887b-1c8327b17a93' class='xr-var-data-in' type='checkbox'><label for='data-522138c1-4b24-43cc-887b-1c8327b17a93' 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>[2953665 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-e79343d0-8c94-409c-8fa8-8fd9fd3591ad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e79343d0-8c94-409c-8fa8-8fd9fd3591ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-887923ad-12f1-4621-914f-22ccc197289e' class='xr-var-data-in' type='checkbox'><label for='data-887923ad-12f1-4621-914f-22ccc197289e' 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>[2953665 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-038aad2f-2bcc-4d78-9cf0-63cdc1c1ca6f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-038aad2f-2bcc-4d78-9cf0-63cdc1c1ca6f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f01ceabc-e9b1-4c0e-91ed-83f2cafc3449' class='xr-var-data-in' type='checkbox'><label for='data-f01ceabc-e9b1-4c0e-91ed-83f2cafc3449' 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-c25f64a6-205d-4c5d-930b-08ff4a6b8c3b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c25f64a6-205d-4c5d-930b-08ff4a6b8c3b' 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>tp</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-25d58aa9-6687-42e3-aa88-53c1cb52e164' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-25d58aa9-6687-42e3-aa88-53c1cb52e164' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb3f8b56-9087-4f00-84cd-a2bbe2a4900b' class='xr-var-data-in' type='checkbox'><label for='data-fb3f8b56-9087-4f00-84cd-a2bbe2a4900b' 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>228228</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>2953665</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>accum</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2145</dd><dt><span>GRIB_Ny :</span></dt><dd>1377</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>unknown</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>20.191999</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>238.445999</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>Total Precipitation</dd><dt><span>GRIB_parameterName :</span></dt><dd>Total precipitation</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>kg m-2</dd><dt><span>GRIB_shortName :</span></dt><dd>tp</dd><dt><span>GRIB_stepRange :</span></dt><dd>0-1</dd><dt><span>GRIB_units :</span></dt><dd>kg m**-2</dd><dt><span>long_name :</span></dt><dd>Total Precipitation</dd><dt><span>units :</span></dt><dd>kg m**-2</dd><dt><span>standard_name :</span></dt><dd>unknown</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><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-2d4b2544-b1fd-4919-b90c-dc76e088954c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2d4b2544-b1fd-4919-b90c-dc76e088954c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea179ffb-79fb-4a4d-b21a-89c4773a0ac2' class='xr-var-data-in' type='checkbox'><label for='data-ea179ffb-79fb-4a4d-b21a-89c4773a0ac2' 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;,6371200,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]]],CONVERSION[&quot;unknown&quot;,METHOD[&quot;Lambert Conic Conformal (2SP)&quot;,ID[&quot;EPSG&quot;,9802]],PARAMETER[&quot;Latitude of false origin&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,265,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8824]],PARAMETER[&quot;Easting at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8826]],PARAMETER[&quot;Northing at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8827]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371200.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371200.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>projected_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_conformal_conic</dd><dt><span>standard_parallel :</span></dt><dd>(25.0, 25.0)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>25.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>265.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>RTMA 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-bfa1c788-1d9c-4614-a1fc-c9547bf09796' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-bfa1c788-1d9c-4614-a1fc-c9547bf09796' 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-67c02446-732b-468c-a946-10b0cb6e8575' class='xr-section-summary-in' type='checkbox'  ><label for='section-67c02446-732b-468c-a946-10b0cb6e8575' 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>4</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>rtma</dd><dt><span>product :</span></dt><dd>pcp</dd><dt><span>description :</span></dt><dd>CONUS Real-Time Mesoscale Analysis (RTMA)</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023010106.pcp.184.grb2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023010106.pcp.184.grb2</dd><dt><span>searchString :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1377, x: 2145)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T05:00:00\n",
       "    step                 timedelta64[ns] 01:00:00\n",
       "    heightAboveSea       float64 0.0\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",
       "    tp                   (y, x) float32 nan nan nan nan nan ... nan nan nan nan\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 pcp\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023...\n",
       "    searchString:            None"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray()\n",
    "ds[\"tp\"] = ds.tp.where(ds.tp > 0)\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "b53e35b2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, 'Total Precipitation')"
      ]
     },
     "execution_count": 41,
     "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], dark=True).STATES().OCEAN().ax\n",
    "\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.tp,\n",
    "    transform=pc,\n",
    "    **cm_pcp(units=\"mm\").cmap_kwargs,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    **cm_pcp().cbar_kwargs,\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.model.upper()}: {H.product_description}\\nValid: {ds.valid_time.dt.strftime('%H:%M UTC %d %b %Y').item()}\",\n",
    "    loc=\"left\",\n",
    ")\n",
    "ax.set_title(ds.tp.GRIB_name, loc=\"right\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "24099457",
   "metadata": {},
   "source": [
    "## RTMA Alaska"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "1cb73ea6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rtma_ak ┊ \u001b[3mproduct=anl\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jan-01 06:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2023-01-01 06:00\",\n",
    "    model=\"rtma_ak\",\n",
    "    product=\"anl\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "3d352536",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/p/cwfs/blaylock/data/rtma_ak/20230101/akrtma.t06z.2dvaranl_ndfd_3p0.grb2')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.download()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "63fa6604",
   "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>search_this</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>3644462</td>\n",
       "      <td>0-3644462</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:HGT:surface:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>3644462</td>\n",
       "      <td>7288924</td>\n",
       "      <td>3644462-7288924</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>PRES</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:PRES:surface:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>7288924</td>\n",
       "      <td>10250082</td>\n",
       "      <td>7288924-10250082</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>TMP</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:TMP:2 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>10250082</td>\n",
       "      <td>13211240</td>\n",
       "      <td>10250082-13211240</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>DPT</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:DPT:2 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>13211240</td>\n",
       "      <td>16172398</td>\n",
       "      <td>13211240-16172398</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>UGRD</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:UGRD:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>16172398</td>\n",
       "      <td>18905788</td>\n",
       "      <td>16172398-18905788</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>VGRD</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:VGRD:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>18905788</td>\n",
       "      <td>21866946</td>\n",
       "      <td>18905788-21866946</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>SPFH</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:SPFH:2 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>8</td>\n",
       "      <td>21866946</td>\n",
       "      <td>24600336</td>\n",
       "      <td>21866946-24600336</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>WDIR</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:WDIR:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>9</td>\n",
       "      <td>24600336</td>\n",
       "      <td>27333726</td>\n",
       "      <td>24600336-27333726</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>WIND</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:WIND:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>27333726</td>\n",
       "      <td>30067116</td>\n",
       "      <td>27333726-30067116</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>GUST</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:GUST:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>11</td>\n",
       "      <td>30067116</td>\n",
       "      <td>33256042</td>\n",
       "      <td>30067116-33256042</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>VIS</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:VIS:surface:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>12</td>\n",
       "      <td>33256042</td>\n",
       "      <td>37356041</td>\n",
       "      <td>33256042-37356041</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>CEIL</td>\n",
       "      <td>cloud ceiling</td>\n",
       "      <td>anl</td>\n",
       "      <td>:CEIL:cloud ceiling:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>13</td>\n",
       "      <td>37356041</td>\n",
       "      <td></td>\n",
       "      <td>37356041-</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>TCDC</td>\n",
       "      <td>entire atmosphere (considered as a single layer)</td>\n",
       "      <td>anl</td>\n",
       "      <td>:TCDC:entire atmosphere (considered as a singl...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    grib_message  start_byte  end_byte              range      reference_time  \\\n",
       "0              1           0   3644462          0-3644462 2023-01-01 06:00:00   \n",
       "1              2     3644462   7288924    3644462-7288924 2023-01-01 06:00:00   \n",
       "2              3     7288924  10250082   7288924-10250082 2023-01-01 06:00:00   \n",
       "3              4    10250082  13211240  10250082-13211240 2023-01-01 06:00:00   \n",
       "4              5    13211240  16172398  13211240-16172398 2023-01-01 06:00:00   \n",
       "5              6    16172398  18905788  16172398-18905788 2023-01-01 06:00:00   \n",
       "6              7    18905788  21866946  18905788-21866946 2023-01-01 06:00:00   \n",
       "7              8    21866946  24600336  21866946-24600336 2023-01-01 06:00:00   \n",
       "8              9    24600336  27333726  24600336-27333726 2023-01-01 06:00:00   \n",
       "9             10    27333726  30067116  27333726-30067116 2023-01-01 06:00:00   \n",
       "10            11    30067116  33256042  30067116-33256042 2023-01-01 06:00:00   \n",
       "11            12    33256042  37356041  33256042-37356041 2023-01-01 06:00:00   \n",
       "12            13    37356041                    37356041- 2023-01-01 06:00:00   \n",
       "\n",
       "            valid_time variable  \\\n",
       "0  2023-01-01 06:00:00      HGT   \n",
       "1  2023-01-01 06:00:00     PRES   \n",
       "2  2023-01-01 06:00:00      TMP   \n",
       "3  2023-01-01 06:00:00      DPT   \n",
       "4  2023-01-01 06:00:00     UGRD   \n",
       "5  2023-01-01 06:00:00     VGRD   \n",
       "6  2023-01-01 06:00:00     SPFH   \n",
       "7  2023-01-01 06:00:00     WDIR   \n",
       "8  2023-01-01 06:00:00     WIND   \n",
       "9  2023-01-01 06:00:00     GUST   \n",
       "10 2023-01-01 06:00:00      VIS   \n",
       "11 2023-01-01 06:00:00     CEIL   \n",
       "12 2023-01-01 06:00:00     TCDC   \n",
       "\n",
       "                                               level forecast_time  \\\n",
       "0                                            surface           anl   \n",
       "1                                            surface           anl   \n",
       "2                                   2 m above ground           anl   \n",
       "3                                   2 m above ground           anl   \n",
       "4                                  10 m above ground           anl   \n",
       "5                                  10 m above ground           anl   \n",
       "6                                   2 m above ground           anl   \n",
       "7                                  10 m above ground           anl   \n",
       "8                                  10 m above ground           anl   \n",
       "9                                  10 m above ground           anl   \n",
       "10                                           surface           anl   \n",
       "11                                     cloud ceiling           anl   \n",
       "12  entire atmosphere (considered as a single layer)           anl   \n",
       "\n",
       "                                          search_this  \n",
       "0                                    :HGT:surface:anl  \n",
       "1                                   :PRES:surface:anl  \n",
       "2                           :TMP:2 m above ground:anl  \n",
       "3                           :DPT:2 m above ground:anl  \n",
       "4                         :UGRD:10 m above ground:anl  \n",
       "5                         :VGRD:10 m above ground:anl  \n",
       "6                          :SPFH:2 m above ground:anl  \n",
       "7                         :WDIR:10 m above ground:anl  \n",
       "8                         :WIND:10 m above ground:anl  \n",
       "9                         :GUST:10 m above ground:anl  \n",
       "10                                   :VIS:surface:anl  \n",
       "11                            :CEIL:cloud ceiling:anl  \n",
       "12  :TCDC:entire atmosphere (considered as a singl...  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "88b933a8",
   "metadata": {},
   "outputs": [
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       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1105, x: 1649)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T06:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 10.0\n",
       "    latitude             (y, x) float64 40.53 40.54 40.55 ... 64.02 64.0 63.98\n",
       "    longitude            (y, x) float64 181.4 181.5 181.5 ... 266.2 266.3 266.3\n",
       "    valid_time           datetime64[ns] 2023-01-01T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    si10                 (y, x) float32 14.57 14.62 14.68 ... 1.67 1.67 1.68\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma_ak\n",
       "    product:                 anl\n",
       "    description:             Alaska Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma_ak/20230101/akrtma.t0...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma_ak/20230101/subset_c8...\n",
       "    searchString:            WIND:10 m</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-cd390226-b006-40d0-9666-9ff55541cc8f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-cd390226-b006-40d0-9666-9ff55541cc8f' 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>: 1105</li><li><span>x</span>: 1649</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-806ce23c-af5e-49c4-97fa-574bef78bf57' class='xr-section-summary-in' type='checkbox'  checked><label for='section-806ce23c-af5e-49c4-97fa-574bef78bf57' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-01T06:00:00</div><input id='attrs-51052e94-48e4-461c-95c9-33ca20b34fd4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-51052e94-48e4-461c-95c9-33ca20b34fd4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5fb324cb-7189-41e1-a41e-f0a44be166f6' class='xr-var-data-in' type='checkbox'><label for='data-5fb324cb-7189-41e1-a41e-f0a44be166f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2023-01-01T06:00:00.000000000&#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-a5fe145e-dea8-40d1-9ed2-678b2cde7932' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a5fe145e-dea8-40d1-9ed2-678b2cde7932' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a503864-031f-4eec-a044-f053d060b17e' class='xr-var-data-in' type='checkbox'><label for='data-6a503864-031f-4eec-a044-f053d060b17e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0</div><input id='attrs-ea256cf2-5994-4b20-9ab3-80e7ed8451e3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ea256cf2-5994-4b20-9ab3-80e7ed8451e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c73d2e06-a056-44d2-94f0-efab9a027d5c' class='xr-var-data-in' type='checkbox'><label for='data-c73d2e06-a056-44d2-94f0-efab9a027d5c' 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(10.)</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'>40.53 40.54 40.55 ... 64.0 63.98</div><input id='attrs-c69612d6-1265-4026-988d-e13a24bab03c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c69612d6-1265-4026-988d-e13a24bab03c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84ff4ef9-e157-47d0-b952-1bd630c42e7b' class='xr-var-data-in' type='checkbox'><label for='data-84ff4ef9-e157-47d0-b952-1bd630c42e7b' 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([[40.530101  , 40.54141522, 40.55272054, ..., 41.76007355,\n",
       "        41.7498319 , 41.73958016],\n",
       "       [40.5508862 , 40.56220771, 40.57352033, ..., 41.78166969,\n",
       "        41.77142113, 41.76116249],\n",
       "       [40.57167192, 40.58300073, 40.59432065, ..., 41.80326702,\n",
       "        41.79301155, 41.78274599],\n",
       "       ...,\n",
       "       [61.37273633, 61.39599373, 61.41924678, ..., 63.99077476,\n",
       "        63.96815387, 63.9455259 ],\n",
       "       [61.38631207, 61.40958239, 61.43284838, ..., 64.00594116,\n",
       "        63.98330523, 63.96066225],\n",
       "       [61.39986889, 61.42315212, 61.44643105, ..., 64.02108808,\n",
       "        63.99843712, 63.97577913]])</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'>181.4 181.5 181.5 ... 266.3 266.3</div><input id='attrs-f1f3dd44-0d5c-47a8-922d-26a59580cd3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f1f3dd44-0d5c-47a8-922d-26a59580cd3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-24dcecb4-9836-4cb2-97de-26460d7c815f' class='xr-var-data-in' type='checkbox'><label for='data-24dcecb4-9836-4cb2-97de-26460d7c815f' 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([[181.429     , 181.45635337, 181.48372096, ..., 235.36164674,\n",
       "        235.39059058, 235.41952054],\n",
       "       [181.41410117, 181.44146374, 181.46884053, ..., 235.37537677,\n",
       "        235.40433194, 235.43327322],\n",
       "       [181.39918811, 181.42655987, 181.45394588, ..., 235.38912069,\n",
       "        235.4180872 , 235.44703979],\n",
       "       ...,\n",
       "       [150.28788118, 150.3162603 , 150.34468757, ..., 266.13860077,\n",
       "        266.17317755, 266.20769217],\n",
       "       [150.2393097 , 150.26766166, 150.29606178, ..., 266.19020896,\n",
       "        266.22476013, 266.2592491 ],\n",
       "       [150.19069016, 150.21901486, 150.24738771, ..., 266.24187948,\n",
       "        266.2764049 , 266.31086809]])</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'>2023-01-01T06:00:00</div><input id='attrs-abdd1e81-49c1-442c-a2a3-5b49bb803f6a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-abdd1e81-49c1-442c-a2a3-5b49bb803f6a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-08b278f8-30d8-48f1-937c-18a2a64382cd' class='xr-var-data-in' type='checkbox'><label for='data-08b278f8-30d8-48f1-937c-18a2a64382cd' 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;2023-01-01T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-273eaa3c-94e2-4a9a-8435-f70e8eefff8f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-273eaa3c-94e2-4a9a-8435-f70e8eefff8f' 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>si10</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>14.57 14.62 14.68 ... 1.67 1.68</div><input id='attrs-455899dd-77f3-4a20-aa27-4127883bea07' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-455899dd-77f3-4a20-aa27-4127883bea07' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa3c17f6-0915-4ad3-8b0e-e6410ab6c50c' class='xr-var-data-in' type='checkbox'><label for='data-fa3c17f6-0915-4ad3-8b0e-e6410ab6c50c' 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>207</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1822145</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>polar_stereographic</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>si10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Polar stereographic can be south or north</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>10 metre wind speed</dd><dt><span>GRIB_parameterName :</span></dt><dd>Wind speed</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shortName :</span></dt><dd>10si</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre wind speed</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[14.57, 14.62, 14.68, ..., 10.88, 11.08, 10.87],\n",
       "       [14.27, 14.48, 14.54, ..., 10.74, 10.88, 10.88],\n",
       "       [14.19, 14.19, 14.26, ..., 10.74, 10.53, 10.67],\n",
       "       ...,\n",
       "       [ 3.03,  2.48,  1.53, ...,  1.67,  1.67,  1.67],\n",
       "       [ 4.19,  3.57,  1.73, ...,  1.67,  1.67,  1.67],\n",
       "       [ 3.16,  3.4 ,  3.09, ...,  1.67,  1.67,  1.68]], 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-2bab335d-5338-4c77-a189-7ba98a0a860c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2bab335d-5338-4c77-a189-7ba98a0a860c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2e726d2-9c0b-4523-af96-0b0b7ccd5435' class='xr-var-data-in' type='checkbox'><label for='data-e2e726d2-9c0b-4523-af96-0b0b7ccd5435' 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;,6371200,0,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;Polar Stereographic (variant B)&quot;,ID[&quot;EPSG&quot;,9829]],PARAMETER[&quot;Latitude of standard parallel&quot;,60,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8832]],PARAMETER[&quot;Longitude of origin&quot;,210,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8833]],PARAMETER[&quot;False easting&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,south,MERIDIAN[90,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,south,MERIDIAN[180,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371200.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371200.0</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>polar_stereographic</dd><dt><span>standard_parallel :</span></dt><dd>60.0</dd><dt><span>straight_vertical_longitude_from_pole :</span></dt><dd>210.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>90</dd><dt><span>long_name :</span></dt><dd>RTMA_AK 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-0481c6b6-154f-43cc-9624-3b49fffa8da1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0481c6b6-154f-43cc-9624-3b49fffa8da1' 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-b39bd256-e06c-4acf-bf01-59a7656f0cf1' class='xr-section-summary-in' type='checkbox'  ><label for='section-b39bd256-e06c-4acf-bf01-59a7656f0cf1' 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>4</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>rtma_ak</dd><dt><span>product :</span></dt><dd>anl</dd><dt><span>description :</span></dt><dd>Alaska Real-Time Mesoscale Analysis (RTMA)</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma_ak/20230101/akrtma.t06z.2dvaranl_ndfd_3p0.grb2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma_ak/20230101/subset_c8ef56df__akrtma.t06z.2dvaranl_ndfd_3p0.grb2</dd><dt><span>searchString :</span></dt><dd>WIND:10 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1105, x: 1649)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T06:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 10.0\n",
       "    latitude             (y, x) float64 40.53 40.54 40.55 ... 64.02 64.0 63.98\n",
       "    longitude            (y, x) float64 181.4 181.5 181.5 ... 266.2 266.3 266.3\n",
       "    valid_time           datetime64[ns] 2023-01-01T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    si10                 (y, x) float32 14.57 14.62 14.68 ... 1.67 1.67 1.68\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma_ak\n",
       "    product:                 anl\n",
       "    description:             Alaska Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma_ak/20230101/akrtma.t0...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma_ak/20230101/subset_c8...\n",
       "    searchString:            WIND:10 m"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"WIND:10 m\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "905ee965",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '10 metre wind speed')"
      ]
     },
     "execution_count": 15,
     "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().BORDERS().ax\n",
    "\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.si10,\n",
    "    transform=pc,\n",
    "    **cm_wind().cmap_kwargs,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    **cm_wind().cbar_kwargs,\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.model.upper()}: {H.product_description}\\nValid: {ds.valid_time.dt.strftime('%H:%M UTC %d %b %Y').item()}\",\n",
    "    loc=\"left\",\n",
    ")\n",
    "ax.set_title(ds.si10.GRIB_name, loc=\"right\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec5c270c",
   "metadata": {},
   "source": [
    "## Other RTMA domains\n",
    "To extend Herbie to retrieve data from other RTMA domains (Alaska, Hawaii, Guam, etc.) the model template will need to be updated.\n",
    "\n",
    "    herbie/models/rtma.py"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3914defb",
   "metadata": {},
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "herbie-dev",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.0"
  },
  "vscode": {
   "interpreter": {
    "hash": "503f34cf80fd035ef48c05dab4c75d5c0d1a8f68786b036cc40813258a46572d"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}