{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "c5747acf",
   "metadata": {},
   "source": [
    "# GEFS - Global Ensemble Forecast System\n",
    "\n",
    "This notebook demonstrates using the Global Ensemble Forecast System. It is available on [AWS](https://registry.opendata.aws/noaa-gefs/) for 2017 to present."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "e405b560",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cartopy.crs as ccrs\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "from herbie import Herbie\n",
    "from paint.standard2 import cm_tmp, cm_wind, cm_wave_height, cm_pcp\n",
    "from toolbox import EasyMap, pc"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "5e436d63",
   "metadata": {},
   "source": [
    "The GEFS model product could be any of the following:\n",
    "- `'atmos.5'` - Half degree atmos PRIMARY fields (pgrb2ap5); ~83 most common variables.\n",
    "- `'atmos.5b'` - Half degree atmos SECONDARY fields (pgrb2bp5); ~500 least common variables\n",
    "- `'atmos.25'` - Quarter degree atmos PRIMARY fields (pgrb2sp25); ~35 most common variables\n",
    "- `'wave'` - Global wave products.\n",
    "- `'chem.5'` - Chemistry fields on 0.5 degree grid\n",
    "- `'chem.25'` - Chemistry fields on 0.25 degree grid\n",
    "\n",
    "You also must specify a `member`. For the atmos output, this should be something like `0` or `\"c00\"` for control member, `1`-`30` or `\"p01\"`-`\"p30\"` for members 1-30, or `'avg'` or `'mean'` for the ensemble mean, `'spr'` for ensemble spread."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "86032456",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=gefs ┊ \u001b[3mproduct=atmos.5\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jan-04 12:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "\u001b[48;2;255;255;255m\u001b[38;2;136;33;27m▌\u001b[0m\u001b[38;2;12;53;118m\u001b[48;2;240;234;210m▌\u001b[38;2;0;0;0m\u001b[1mHerbie\u001b[0m GEFS model \u001b[3matmos.5\u001b[0m product initialized \u001b[38;2;41;130;13m2023-Jan-04 12:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3msource=aws\u001b[0m"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2023-01-04 12:00\",\n",
    "    model=\"gefs\",\n",
    "    product=\"atmos.5\",\n",
    "    member=\"mean\",\n",
    ")\n",
    "H"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "b47adf85",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'atmos.5': 'Half degree atmos PRIMARY fields (pgrb2ap5); ~83 most common variables.',\n",
       " 'atmos.5b': 'Half degree atmos SECONDARY fields (pgrb2bp5); ~500 least common variables',\n",
       " 'atmos.25': 'Quarter degree atmos PRIMARY fields (pgrb2sp25); ~35 most common variables',\n",
       " 'wave': 'Global wave products.',\n",
       " 'chem.5': 'Chemistry fields on 0.5 degree grid',\n",
       " 'chem.25': 'Chemistry fields on 0.25 degree grid'}"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show all the available products (from the model template file)\n",
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "36218a3e",
   "metadata": {},
   "outputs": [
    {
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       "      <th>variable</th>\n",
       "      <th>level</th>\n",
       "      <th>forecast_time</th>\n",
       "      <th>?</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>224944</td>\n",
       "      <td>0-224944</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>10 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:10 mb:anl:ens mean</td>\n",
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       "      <th>1</th>\n",
       "      <td>2</td>\n",
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       "      <td>353986</td>\n",
       "      <td>224944-353986</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>TMP</td>\n",
       "      <td>10 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:TMP:10 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>353986</td>\n",
       "      <td>387271</td>\n",
       "      <td>353986-387271</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>RH</td>\n",
       "      <td>10 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:RH:10 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>387271</td>\n",
       "      <td>641627</td>\n",
       "      <td>387271-641627</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>UGRD</td>\n",
       "      <td>10 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:UGRD:10 mb:anl:ens mean</td>\n",
       "    </tr>\n",
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       "      <th>4</th>\n",
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       "      <td>641627</td>\n",
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       "      <td>641627-881486</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>VGRD</td>\n",
       "      <td>10 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:VGRD:10 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>66</th>\n",
       "      <td>67</td>\n",
       "      <td>13100932</td>\n",
       "      <td>13361479</td>\n",
       "      <td>13100932-13361479</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>VGRD</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:VGRD:10 m above ground:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>67</th>\n",
       "      <td>68</td>\n",
       "      <td>13361479</td>\n",
       "      <td>13520800</td>\n",
       "      <td>13361479-13520800</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>PWAT</td>\n",
       "      <td>entire atmosphere (considered as a single layer)</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:PWAT:entire atmosphere (considered as a singl...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>68</th>\n",
       "      <td>69</td>\n",
       "      <td>13520800</td>\n",
       "      <td>13665977</td>\n",
       "      <td>13520800-13665977</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>CAPE</td>\n",
       "      <td>180-0 mb above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:CAPE:180-0 mb above ground:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>69</th>\n",
       "      <td>70</td>\n",
       "      <td>13665977</td>\n",
       "      <td>13762089</td>\n",
       "      <td>13665977-13762089</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>CIN</td>\n",
       "      <td>180-0 mb above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:CIN:180-0 mb above ground:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>70</th>\n",
       "      <td>71</td>\n",
       "      <td>13762089</td>\n",
       "      <td></td>\n",
       "      <td>13762089-</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>PRMSL</td>\n",
       "      <td>mean sea level</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:PRMSL:mean sea level:anl:ens mean</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>71 rows × 11 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    grib_message  start_byte  end_byte              range      reference_time  \\\n",
       "0              1           0    224944           0-224944 2023-01-04 12:00:00   \n",
       "1              2      224944    353986      224944-353986 2023-01-04 12:00:00   \n",
       "2              3      353986    387271      353986-387271 2023-01-04 12:00:00   \n",
       "3              4      387271    641627      387271-641627 2023-01-04 12:00:00   \n",
       "4              5      641627    881486      641627-881486 2023-01-04 12:00:00   \n",
       "..           ...         ...       ...                ...                 ...   \n",
       "66            67    13100932  13361479  13100932-13361479 2023-01-04 12:00:00   \n",
       "67            68    13361479  13520800  13361479-13520800 2023-01-04 12:00:00   \n",
       "68            69    13520800  13665977  13520800-13665977 2023-01-04 12:00:00   \n",
       "69            70    13665977  13762089  13665977-13762089 2023-01-04 12:00:00   \n",
       "70            71    13762089                    13762089- 2023-01-04 12:00:00   \n",
       "\n",
       "            valid_time variable  \\\n",
       "0  2023-01-04 12:00:00      HGT   \n",
       "1  2023-01-04 12:00:00      TMP   \n",
       "2  2023-01-04 12:00:00       RH   \n",
       "3  2023-01-04 12:00:00     UGRD   \n",
       "4  2023-01-04 12:00:00     VGRD   \n",
       "..                 ...      ...   \n",
       "66 2023-01-04 12:00:00     VGRD   \n",
       "67 2023-01-04 12:00:00     PWAT   \n",
       "68 2023-01-04 12:00:00     CAPE   \n",
       "69 2023-01-04 12:00:00      CIN   \n",
       "70 2023-01-04 12:00:00    PRMSL   \n",
       "\n",
       "                                               level forecast_time         ?  \\\n",
       "0                                              10 mb           anl  ens mean   \n",
       "1                                              10 mb           anl  ens mean   \n",
       "2                                              10 mb           anl  ens mean   \n",
       "3                                              10 mb           anl  ens mean   \n",
       "4                                              10 mb           anl  ens mean   \n",
       "..                                               ...           ...       ...   \n",
       "66                                 10 m above ground           anl  ens mean   \n",
       "67  entire atmosphere (considered as a single layer)           anl  ens mean   \n",
       "68                             180-0 mb above ground           anl  ens mean   \n",
       "69                             180-0 mb above ground           anl  ens mean   \n",
       "70                                    mean sea level           anl  ens mean   \n",
       "\n",
       "                                          search_this  \n",
       "0                             :HGT:10 mb:anl:ens mean  \n",
       "1                             :TMP:10 mb:anl:ens mean  \n",
       "2                              :RH:10 mb:anl:ens mean  \n",
       "3                            :UGRD:10 mb:anl:ens mean  \n",
       "4                            :VGRD:10 mb:anl:ens mean  \n",
       "..                                                ...  \n",
       "66               :VGRD:10 m above ground:anl:ens mean  \n",
       "67  :PWAT:entire atmosphere (considered as a singl...  \n",
       "68           :CAPE:180-0 mb above ground:anl:ens mean  \n",
       "69            :CIN:180-0 mb above ground:anl:ens mean  \n",
       "70                 :PRMSL:mean sea level:anl:ens mean  \n",
       "\n",
       "[71 rows x 11 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = H.inventory()\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ee5a52aa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['HGT', 'TMP', 'RH', 'UGRD', 'VGRD', 'VVEL', 'PRES', 'TSOIL',\n",
       "       'SOILW', 'WEASD', 'SNOD', 'ICETK', 'PWAT', 'CAPE', 'CIN', 'PRMSL'],\n",
       "      dtype=object)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.variable.unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "795d8cac",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>5</th>\n",
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       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>50 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:50 mb:anl:ens mean</td>\n",
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       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>11</td>\n",
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       "      <td>1829912-2058354</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>100 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:100 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>16</td>\n",
       "      <td>2853920</td>\n",
       "      <td>3078454</td>\n",
       "      <td>2853920-3078454</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>200 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:200 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>21</td>\n",
       "      <td>3750171</td>\n",
       "      <td>3972303</td>\n",
       "      <td>3750171-3972303</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>250 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:250 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>26</td>\n",
       "      <td>4665076</td>\n",
       "      <td>4885223</td>\n",
       "      <td>4665076-4885223</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>300 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:300 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>31</td>\n",
       "      <td>5575673</td>\n",
       "      <td>5819613</td>\n",
       "      <td>5575673-5819613</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>500 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:500 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>36</td>\n",
       "      <td>6505417</td>\n",
       "      <td>6760483</td>\n",
       "      <td>6505417-6760483</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>700 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:700 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>41</td>\n",
       "      <td>7642597</td>\n",
       "      <td>7908462</td>\n",
       "      <td>7642597-7908462</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>850 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:850 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>46</th>\n",
       "      <td>47</td>\n",
       "      <td>9144964</td>\n",
       "      <td>9419015</td>\n",
       "      <td>9144964-9419015</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>925 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:925 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>55</th>\n",
       "      <td>56</td>\n",
       "      <td>11237567</td>\n",
       "      <td>11523719</td>\n",
       "      <td>11237567-11523719</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>1000 mb</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:1000 mb:anl:ens mean</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>57</th>\n",
       "      <td>58</td>\n",
       "      <td>11777787</td>\n",
       "      <td>11930300</td>\n",
       "      <td>11777787-11930300</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>2023-01-04 12:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>ens mean</td>\n",
       "      <td>:HGT:surface:anl:ens mean</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    grib_message  start_byte  end_byte              range      reference_time  \\\n",
       "0              1           0    224944           0-224944 2023-01-04 12:00:00   \n",
       "5              6      881486   1113634     881486-1113634 2023-01-04 12:00:00   \n",
       "10            11     1829912   2058354    1829912-2058354 2023-01-04 12:00:00   \n",
       "15            16     2853920   3078454    2853920-3078454 2023-01-04 12:00:00   \n",
       "20            21     3750171   3972303    3750171-3972303 2023-01-04 12:00:00   \n",
       "25            26     4665076   4885223    4665076-4885223 2023-01-04 12:00:00   \n",
       "30            31     5575673   5819613    5575673-5819613 2023-01-04 12:00:00   \n",
       "35            36     6505417   6760483    6505417-6760483 2023-01-04 12:00:00   \n",
       "40            41     7642597   7908462    7642597-7908462 2023-01-04 12:00:00   \n",
       "46            47     9144964   9419015    9144964-9419015 2023-01-04 12:00:00   \n",
       "55            56    11237567  11523719  11237567-11523719 2023-01-04 12:00:00   \n",
       "57            58    11777787  11930300  11777787-11930300 2023-01-04 12:00:00   \n",
       "\n",
       "            valid_time variable    level forecast_time         ?  \\\n",
       "0  2023-01-04 12:00:00      HGT    10 mb           anl  ens mean   \n",
       "5  2023-01-04 12:00:00      HGT    50 mb           anl  ens mean   \n",
       "10 2023-01-04 12:00:00      HGT   100 mb           anl  ens mean   \n",
       "15 2023-01-04 12:00:00      HGT   200 mb           anl  ens mean   \n",
       "20 2023-01-04 12:00:00      HGT   250 mb           anl  ens mean   \n",
       "25 2023-01-04 12:00:00      HGT   300 mb           anl  ens mean   \n",
       "30 2023-01-04 12:00:00      HGT   500 mb           anl  ens mean   \n",
       "35 2023-01-04 12:00:00      HGT   700 mb           anl  ens mean   \n",
       "40 2023-01-04 12:00:00      HGT   850 mb           anl  ens mean   \n",
       "46 2023-01-04 12:00:00      HGT   925 mb           anl  ens mean   \n",
       "55 2023-01-04 12:00:00      HGT  1000 mb           anl  ens mean   \n",
       "57 2023-01-04 12:00:00      HGT  surface           anl  ens mean   \n",
       "\n",
       "                  search_this  \n",
       "0     :HGT:10 mb:anl:ens mean  \n",
       "5     :HGT:50 mb:anl:ens mean  \n",
       "10   :HGT:100 mb:anl:ens mean  \n",
       "15   :HGT:200 mb:anl:ens mean  \n",
       "20   :HGT:250 mb:anl:ens mean  \n",
       "25   :HGT:300 mb:anl:ens mean  \n",
       "30   :HGT:500 mb:anl:ens mean  \n",
       "35   :HGT:700 mb:anl:ens mean  \n",
       "40   :HGT:850 mb:anl:ens mean  \n",
       "46   :HGT:925 mb:anl:ens mean  \n",
       "55  :HGT:1000 mb:anl:ens mean  \n",
       "57  :HGT:surface:anl:ens mean  "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory(\"HGT\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "bf5f115a",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:                (latitude: 361, longitude: 720)\n",
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       "    time                   datetime64[ns] 2023-01-04T12:00:00\n",
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       "  * latitude               (latitude) float64 90.0 89.5 89.0 ... -89.5 -90.0\n",
       "  * longitude              (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time             datetime64[ns] 2023-01-04T12:00:00\n",
       "Data variables:\n",
       "    pwat                   (latitude, longitude) float32 4.3 4.3 4.3 ... 1.0 1.0\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:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gefs\n",
       "    product:                 atmos.5\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             https://noaa-gefs-pds.s3.amazonaws.com/gefs.2023...\n",
       "    local_grib:              /home/blaylock/data/gefs/20230104/subset_f4ef1a3...\n",
       "    searchString:            PWAT</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-e7aba932-e08b-4f90-9e37-95aa14f9a685' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e7aba932-e08b-4f90-9e37-95aa14f9a685' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-ce7c99c1-9c81-4110-9f9a-1802333a5929' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ce7c99c1-9c81-4110-9f9a-1802333a5929' 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'>2023-01-04T12:00:00</div><input id='attrs-ceb4d737-d313-4ff6-b79f-0d4ebc49f98a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ceb4d737-d313-4ff6-b79f-0d4ebc49f98a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-095b9787-dd1c-4142-9690-ad6a880c29eb' class='xr-var-data-in' type='checkbox'><label for='data-095b9787-dd1c-4142-9690-ad6a880c29eb' 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;2023-01-04T12:00:00.000000000&#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-62de5b73-fcae-43ee-bc60-81fe67ce4658' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-62de5b73-fcae-43ee-bc60-81fe67ce4658' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b76dbf2b-caa8-4c48-ba67-1d2455af55d6' class='xr-var-data-in' type='checkbox'><label for='data-b76dbf2b-caa8-4c48-ba67-1d2455af55d6' 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>atmosphereSingleLayer</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-c51213e8-befe-47f8-b972-a2c20ddeb1c7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c51213e8-befe-47f8-b972-a2c20ddeb1c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d11a6703-fb9c-4793-aa99-3b100a443d27' class='xr-var-data-in' type='checkbox'><label for='data-d11a6703-fb9c-4793-aa99-3b100a443d27' 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(atmosphereSingleLayer)</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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.5 89.0 ... -89.5 -90.0</div><input id='attrs-8e31678d-ab52-4e94-ac20-5216285a44db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8e31678d-ab52-4e94-ac20-5216285a44db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5bf38f1f-4862-4cab-b6aa-d64f263f626a' class='xr-var-data-in' type='checkbox'><label for='data-5bf38f1f-4862-4cab-b6aa-d64f263f626a' 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><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.5,  89. , ..., -89. , -89.5, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-bdfa6810-da0e-48f6-94b4-1c14bcd1061a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bdfa6810-da0e-48f6-94b4-1c14bcd1061a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4553d39-561e-467d-b0fa-3f5deef169f3' class='xr-var-data-in' type='checkbox'><label for='data-a4553d39-561e-467d-b0fa-3f5deef169f3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-04T12:00:00</div><input id='attrs-c19ebe85-4ab6-4782-bc9d-6486b5c2d30d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c19ebe85-4ab6-4782-bc9d-6486b5c2d30d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c8aef59b-db28-40f8-978c-ce46ae32e805' class='xr-var-data-in' type='checkbox'><label for='data-c8aef59b-db28-40f8-978c-ce46ae32e805' 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;2023-01-04T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-58247c0e-9b78-4834-ba70-690ceed07cb7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-58247c0e-9b78-4834-ba70-690ceed07cb7' 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>pwat</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>4.3 4.3 4.3 4.3 ... 1.0 1.0 1.0 1.0</div><input id='attrs-09238238-2d80-4335-94dc-c0f7db129591' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-09238238-2d80-4335-94dc-c0f7db129591' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6eef1cfc-8a40-4d01-8d85-e65cfcc4c64f' class='xr-var-data-in' type='checkbox'><label for='data-6eef1cfc-8a40-4d01-8d85-e65cfcc4c64f' 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>3054</dd><dt><span>GRIB_dataType :</span></dt><dd>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>atmosphereSingleLayer</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>pwat</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude. Also called equidistant cylindrical, or Plate Carree</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Precipitable water</dd><dt><span>GRIB_parameterName :</span></dt><dd>Precipitable water</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>kg m-2</dd><dt><span>GRIB_shortName :</span></dt><dd>pwat</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_totalNumber :</span></dt><dd>30</dd><dt><span>GRIB_units :</span></dt><dd>kg m**-2</dd><dt><span>long_name :</span></dt><dd>Precipitable water</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([[4.3, 4.3, 4.3, ..., 4.3, 4.3, 4.3],\n",
       "       [4.7, 4.7, 4.7, ..., 4.7, 4.7, 4.7],\n",
       "       [4.8, 4.8, 4.8, ..., 4.8, 4.8, 4.8],\n",
       "       ...,\n",
       "       [1.2, 1.2, 1.2, ..., 1.2, 1.2, 1.2],\n",
       "       [1.1, 1.1, 1.1, ..., 1.1, 1.1, 1.1],\n",
       "       [1. , 1. , 1. , ..., 1. , 1. , 1. ]], 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-75ccb529-bf48-461d-865e-f46708c43536' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-75ccb529-bf48-461d-865e-f46708c43536' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89118f24-2b67-431a-97b1-f9576e501bb8' class='xr-var-data-in' type='checkbox'><label for='data-89118f24-2b67-431a-97b1-f9576e501bb8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>GEFS 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-b47df59b-d80c-4b5c-b42f-b7bdb355e0c0' class='xr-section-summary-in' type='checkbox'  ><label for='section-b47df59b-d80c-4b5c-b42f-b7bdb355e0c0' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8f7e1927-37a8-492c-ab98-44aec80355e5' class='xr-index-data-in' type='checkbox'/><label for='index-8f7e1927-37a8-492c-ab98-44aec80355e5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 90.0,  89.5,  89.0,  88.5,  88.0,  87.5,  87.0,  86.5,  86.0,\n",
       "               85.5,\n",
       "              ...\n",
       "              -85.5, -86.0, -86.5, -87.0, -87.5, -88.0, -88.5, -89.0, -89.5,\n",
       "              -90.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5dbed181-b362-43b0-a271-bfa36a422855' class='xr-index-data-in' type='checkbox'/><label for='index-5dbed181-b362-43b0-a271-bfa36a422855' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,\n",
       "                4.5,\n",
       "              ...\n",
       "              355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0,\n",
       "              359.5],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-781f2ec9-cbeb-432f-a24c-24caf03af738' class='xr-section-summary-in' type='checkbox'  ><label for='section-781f2ec9-cbeb-432f-a24c-24caf03af738' 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>2</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>gefs</dd><dt><span>product :</span></dt><dd>atmos.5</dd><dt><span>description :</span></dt><dd>Global Ensemble Forecast System (GEFS)</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-gefs-pds.s3.amazonaws.com/gefs.20230104/12/atmos/pgrb2ap5/geavg.t12z.pgrb2a.0p50.f000</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/gefs/20230104/subset_f4ef1a3b__geavg.t12z.pgrb2a.0p50.f000</dd><dt><span>searchString :</span></dt><dd>PWAT</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:                (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                   datetime64[ns] 2023-01-04T12:00:00\n",
       "    step                   timedelta64[ns] 00:00:00\n",
       "    atmosphereSingleLayer  float64 0.0\n",
       "  * latitude               (latitude) float64 90.0 89.5 89.0 ... -89.5 -90.0\n",
       "  * longitude              (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time             datetime64[ns] 2023-01-04T12:00:00\n",
       "Data variables:\n",
       "    pwat                   (latitude, longitude) float32 4.3 4.3 4.3 ... 1.0 1.0\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:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gefs\n",
       "    product:                 atmos.5\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             https://noaa-gefs-pds.s3.amazonaws.com/gefs.2023...\n",
       "    local_grib:              /home/blaylock/data/gefs/20230104/subset_f4ef1a3...\n",
       "    searchString:            PWAT"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"PWAT\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "d6cbea5b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-04T12:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    isobaricInhPa        float64 500.0\n",
       "  * latitude             (latitude) float64 90.0 89.5 89.0 ... -89.0 -89.5 -90.0\n",
       "  * longitude            (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time           datetime64[ns] 2023-01-04T12:00:00\n",
       "Data variables:\n",
       "    gh                   (latitude, longitude) float32 5.248e+03 ... 5.023e+03\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:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gefs\n",
       "    product:                 atmos.5\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             https://noaa-gefs-pds.s3.amazonaws.com/gefs.2023...\n",
       "    local_grib:              /home/blaylock/data/gefs/20230104/subset_f4efbd3...\n",
       "    searchString:            HGT:500 mb</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-a185e3ad-424a-40c4-83b9-07be0857a71c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a185e3ad-424a-40c4-83b9-07be0857a71c' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2d8391d2-e8a7-4d09-9b7c-b303787f0ae9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2d8391d2-e8a7-4d09-9b7c-b303787f0ae9' 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'>2023-01-04T12:00:00</div><input id='attrs-41e9dd90-f2a2-48b4-9eb4-9ed5ab8a052e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-41e9dd90-f2a2-48b4-9eb4-9ed5ab8a052e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46000b0a-bba3-422a-b75e-53559b2add9c' class='xr-var-data-in' type='checkbox'><label for='data-46000b0a-bba3-422a-b75e-53559b2add9c' 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;2023-01-04T12:00:00.000000000&#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-dd79423d-6e31-4dc3-aa64-fea4ba6eb257' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dd79423d-6e31-4dc3-aa64-fea4ba6eb257' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46e78669-edcf-4398-83fb-1bd0eb617843' class='xr-var-data-in' type='checkbox'><label for='data-46e78669-edcf-4398-83fb-1bd0eb617843' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>isobaricInhPa</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>500.0</div><input id='attrs-b5ae574f-0476-4fcd-a908-0b871bd7a921' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b5ae574f-0476-4fcd-a908-0b871bd7a921' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ed0523a-9c77-4840-889d-6c4f043b55e1' class='xr-var-data-in' type='checkbox'><label for='data-8ed0523a-9c77-4840-889d-6c4f043b55e1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array(500.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.5 89.0 ... -89.5 -90.0</div><input id='attrs-527e928c-5233-48ba-a4e9-371e3c1ac023' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-527e928c-5233-48ba-a4e9-371e3c1ac023' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8f6d214e-4801-4a6a-a3ee-fe8f73aefbb6' class='xr-var-data-in' type='checkbox'><label for='data-8f6d214e-4801-4a6a-a3ee-fe8f73aefbb6' 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><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.5,  89. , ..., -89. , -89.5, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-5b63b903-a0f5-4b3e-945a-e9578edaccf7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5b63b903-a0f5-4b3e-945a-e9578edaccf7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03279fec-abb7-4f74-b3d0-dda806eee6bb' class='xr-var-data-in' type='checkbox'><label for='data-03279fec-abb7-4f74-b3d0-dda806eee6bb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-04T12:00:00</div><input id='attrs-c60d6a10-3da3-4c51-aea8-fec987d0cd74' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c60d6a10-3da3-4c51-aea8-fec987d0cd74' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b88707a-fa41-4efa-b6c2-b96a44e11428' class='xr-var-data-in' type='checkbox'><label for='data-4b88707a-fa41-4efa-b6c2-b96a44e11428' 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;2023-01-04T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-87902620-7a66-4346-a5cd-340f8e3a0676' class='xr-section-summary-in' type='checkbox'  checked><label for='section-87902620-7a66-4346-a5cd-340f8e3a0676' 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>gh</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>5.248e+03 5.248e+03 ... 5.023e+03</div><input id='attrs-62403c84-d9cd-42ca-a066-ac388a682b7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-62403c84-d9cd-42ca-a066-ac388a682b7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1fec65d-ead6-4c9c-87e7-5630a3c96a2a' class='xr-var-data-in' type='checkbox'><label for='data-b1fec65d-ead6-4c9c-87e7-5630a3c96a2a' 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>156</dd><dt><span>GRIB_dataType :</span></dt><dd>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>geopotential_height</dd><dt><span>GRIB_cfVarName :</span></dt><dd>gh</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude. Also called equidistant cylindrical, or Plate Carree</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Geopotential height</dd><dt><span>GRIB_parameterName :</span></dt><dd>Geopotential height</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>gpm</dd><dt><span>GRIB_shortName :</span></dt><dd>gh</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_totalNumber :</span></dt><dd>30</dd><dt><span>GRIB_units :</span></dt><dd>gpm</dd><dt><span>long_name :</span></dt><dd>Geopotential height</dd><dt><span>units :</span></dt><dd>gpm</dd><dt><span>standard_name :</span></dt><dd>geopotential_height</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[5248.3467, 5248.3467, 5248.3467, ..., 5248.3467, 5248.3467,\n",
       "        5248.3467],\n",
       "       [5248.8066, 5248.8467, 5248.8867, ..., 5248.687 , 5248.727 ,\n",
       "        5248.767 ],\n",
       "       [5250.187 , 5250.247 , 5250.3066, ..., 5249.967 , 5250.027 ,\n",
       "        5250.107 ],\n",
       "       ...,\n",
       "       [5028.507 , 5028.727 , 5028.967 , ..., 5027.8267, 5028.067 ,\n",
       "        5028.287 ],\n",
       "       [5025.707 , 5025.8267, 5025.927 , ..., 5025.3867, 5025.487 ,\n",
       "        5025.607 ],\n",
       "       [5022.787 , 5022.787 , 5022.787 , ..., 5022.787 , 5022.787 ,\n",
       "        5022.787 ]], 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-874bc0db-4309-4456-8fcb-3ac87abc8494' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-874bc0db-4309-4456-8fcb-3ac87abc8494' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73563ac2-cd90-4192-b1a8-929fe6d19a2d' class='xr-var-data-in' type='checkbox'><label for='data-73563ac2-cd90-4192-b1a8-929fe6d19a2d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>GEFS 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-6c49a30a-35c3-48bf-8737-4ddfccc63385' class='xr-section-summary-in' type='checkbox'  ><label for='section-6c49a30a-35c3-48bf-8737-4ddfccc63385' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2180d654-3155-436c-9463-75d55694dd3c' class='xr-index-data-in' type='checkbox'/><label for='index-2180d654-3155-436c-9463-75d55694dd3c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 90.0,  89.5,  89.0,  88.5,  88.0,  87.5,  87.0,  86.5,  86.0,\n",
       "               85.5,\n",
       "              ...\n",
       "              -85.5, -86.0, -86.5, -87.0, -87.5, -88.0, -88.5, -89.0, -89.5,\n",
       "              -90.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b5898da4-da40-4cf6-b564-b84723287bf6' class='xr-index-data-in' type='checkbox'/><label for='index-b5898da4-da40-4cf6-b564-b84723287bf6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,\n",
       "                4.5,\n",
       "              ...\n",
       "              355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0,\n",
       "              359.5],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bf16cfa8-0d56-4eb4-a724-d6a33d75ccc5' class='xr-section-summary-in' type='checkbox'  ><label for='section-bf16cfa8-0d56-4eb4-a724-d6a33d75ccc5' 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>2</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>gefs</dd><dt><span>product :</span></dt><dd>atmos.5</dd><dt><span>description :</span></dt><dd>Global Ensemble Forecast System (GEFS)</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-gefs-pds.s3.amazonaws.com/gefs.20230104/12/atmos/pgrb2ap5/geavg.t12z.pgrb2a.0p50.f000</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/gefs/20230104/subset_f4efbd36__geavg.t12z.pgrb2a.0p50.f000</dd><dt><span>searchString :</span></dt><dd>HGT:500 mb</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-04T12:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    isobaricInhPa        float64 500.0\n",
       "  * latitude             (latitude) float64 90.0 89.5 89.0 ... -89.0 -89.5 -90.0\n",
       "  * longitude            (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time           datetime64[ns] 2023-01-04T12:00:00\n",
       "Data variables:\n",
       "    gh                   (latitude, longitude) float32 5.248e+03 ... 5.023e+03\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:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gefs\n",
       "    product:                 atmos.5\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             https://noaa-gefs-pds.s3.amazonaws.com/gefs.2023...\n",
       "    local_grib:              /home/blaylock/data/gefs/20230104/subset_f4efbd3...\n",
       "    searchString:            HGT:500 mb"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds2 = H.xarray(\"HGT:500 mb\")\n",
    "ds2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3160560a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, 'Precipitable water')"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 10]).STATES().BORDERS().ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude, ds.latitude, ds.pwat, transform=pc, cmap=\"Greens\", vmin=0\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    label=f\"{ds.pwat.GRIB_name}({ds.pwat.GRIB_units})\",\n",
    ")\n",
    "\n",
    "# Add 500 hPa Geopotential height\n",
    "ax.contour(\n",
    "    ds2.longitude,\n",
    "    ds2.latitude,\n",
    "    ds2.gh,\n",
    "    colors=\"k\",\n",
    "    linewidths=0.5,\n",
    "    levels=range(0, 10000, 120),\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.model.upper()} ensemble mean\\nValid: {ds.valid_time.dt.strftime('%H:%M UTC %d %b %Y').item()}\",\n",
    "    loc=\"left\",\n",
    ")\n",
    "ax.set_title(ds.pwat.GRIB_name, loc=\"right\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "5cf05474",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=gefs ┊ \u001b[3mproduct=atmos.5\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Jan-01 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
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       "\n",
       ".xr-attrs dt:hover span {\n",
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       "\n",
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       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
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       "  display: inline-block;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    number               int64 5\n",
       "    time                 datetime64[ns] 2022-01-01\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "  * latitude             (latitude) float64 90.0 89.5 89.0 ... -89.0 -89.5 -90.0\n",
       "  * longitude            (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time           datetime64[ns] 2022-01-01\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 244.5 244.5 ... 252.3\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:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gefs\n",
       "    product:                 atmos.5\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             https://noaa-gefs-pds.s3.amazonaws.com/gefs.2022...\n",
       "    local_grib:              /home/blaylock/data/gefs/20220101/subset_04ef8ac...\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-f2127268-d7ea-4ba1-a9df-4a21fb4c0825' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f2127268-d7ea-4ba1-a9df-4a21fb4c0825' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 361</li><li><span class='xr-has-index'>longitude</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-03857092-7780-4ee0-bab5-7abc14a8e60e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-03857092-7780-4ee0-bab5-7abc14a8e60e' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>5</div><input id='attrs-65362565-f299-4b48-91ea-34fc23f59650' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-65362565-f299-4b48-91ea-34fc23f59650' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a02057e8-6bf9-4acf-ac23-1405f1dfa90e' class='xr-var-data-in' type='checkbox'><label for='data-a02057e8-6bf9-4acf-ac23-1405f1dfa90e' 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>ensemble member numerical id</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>standard_name :</span></dt><dd>realization</dd></dl></div><div class='xr-var-data'><pre>array(5)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-01</div><input id='attrs-e5bf5191-2cc5-4123-a9d8-aad9bc08f92c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e5bf5191-2cc5-4123-a9d8-aad9bc08f92c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1730cdbb-8c72-4957-aa12-d73c11b20690' class='xr-var-data-in' type='checkbox'><label for='data-1730cdbb-8c72-4957-aa12-d73c11b20690' 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;2022-01-01T00:00:00.000000000&#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-ac3524ee-f998-4327-bf75-fa3c783ffa6d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ac3524ee-f998-4327-bf75-fa3c783ffa6d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d51b7aa9-f518-4ec3-9000-d93fa57a143b' class='xr-var-data-in' type='checkbox'><label for='data-d51b7aa9-f518-4ec3-9000-d93fa57a143b' 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-f5490224-9d4e-4246-aeb4-4908239a31f9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f5490224-9d4e-4246-aeb4-4908239a31f9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb17e214-733a-4aa2-b868-c1a71edc5934' class='xr-var-data-in' type='checkbox'><label for='data-fb17e214-733a-4aa2-b868-c1a71edc5934' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.5 89.0 ... -89.5 -90.0</div><input id='attrs-aa371eec-9b74-4280-b0a9-3e82fb6a9013' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aa371eec-9b74-4280-b0a9-3e82fb6a9013' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e7e0ff2-8084-48b4-ba71-f35410e31780' class='xr-var-data-in' type='checkbox'><label for='data-7e7e0ff2-8084-48b4-ba71-f35410e31780' 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><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.5,  89. , ..., -89. , -89.5, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-06ec79b4-35bf-4876-a889-6b999b56c8ff' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-06ec79b4-35bf-4876-a889-6b999b56c8ff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7be1b688-ec27-429f-b421-55bb6cd2a6e0' class='xr-var-data-in' type='checkbox'><label for='data-7be1b688-ec27-429f-b421-55bb6cd2a6e0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-01</div><input id='attrs-64ac8629-ad44-454e-bf90-976daafb322d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-64ac8629-ad44-454e-bf90-976daafb322d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73bcc39c-a6f2-45df-bbf9-9d2087ed2720' class='xr-var-data-in' type='checkbox'><label for='data-73bcc39c-a6f2-45df-bbf9-9d2087ed2720' 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;2022-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c4f92423-2b1d-4db9-98ce-dfa9a4c43c81' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c4f92423-2b1d-4db9-98ce-dfa9a4c43c81' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>244.5 244.5 244.5 ... 252.3 252.3</div><input id='attrs-c1f622c9-a237-4eba-87ac-757d1fcc7fb8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c1f622c9-a237-4eba-87ac-757d1fcc7fb8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-874726ac-579f-4857-a022-d2f1fb1ddeec' class='xr-var-data-in' type='checkbox'><label for='data-874726ac-579f-4857-a022-d2f1fb1ddeec' 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>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>259920</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>720</dd><dt><span>GRIB_Ny :</span></dt><dd>361</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude. Also called equidistant cylindrical, or Plate Carree</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.5</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.5</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_totalNumber :</span></dt><dd>30</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([[244.54944, 244.54944, 244.54944, ..., 244.54944, 244.54944,\n",
       "        244.54944],\n",
       "       [244.62944, 244.62944, 244.62944, ..., 244.61943, 244.61943,\n",
       "        244.62944],\n",
       "       [245.09943, 245.11943, 245.12944, ..., 245.04944, 245.06943,\n",
       "        245.07944],\n",
       "       ...,\n",
       "       [251.91943, 251.89943, 251.87944, ..., 251.97943, 251.95943,\n",
       "        251.93944],\n",
       "       [252.22943, 252.21944, 252.20943, ..., 252.25943, 252.24944,\n",
       "        252.23944],\n",
       "       [252.25943, 252.25943, 252.25943, ..., 252.25943, 252.25943,\n",
       "        252.25943]], 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-b256ab53-46ab-4343-8f2f-ee1b1a8c220e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b256ab53-46ab-4343-8f2f-ee1b1a8c220e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d6410b3-404e-4f0a-943e-312034d5d290' class='xr-var-data-in' type='checkbox'><label for='data-7d6410b3-404e-4f0a-943e-312034d5d290' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>GEFS 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-d9bef748-7416-4fe5-9f28-d1f007c2d1ad' class='xr-section-summary-in' type='checkbox'  ><label for='section-d9bef748-7416-4fe5-9f28-d1f007c2d1ad' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1deb057d-8f4d-4447-877c-fbcbbf7ecff6' class='xr-index-data-in' type='checkbox'/><label for='index-1deb057d-8f4d-4447-877c-fbcbbf7ecff6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 90.0,  89.5,  89.0,  88.5,  88.0,  87.5,  87.0,  86.5,  86.0,\n",
       "               85.5,\n",
       "              ...\n",
       "              -85.5, -86.0, -86.5, -87.0, -87.5, -88.0, -88.5, -89.0, -89.5,\n",
       "              -90.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-741d1b3d-2e52-49ba-8213-a3008b322b7f' class='xr-index-data-in' type='checkbox'/><label for='index-741d1b3d-2e52-49ba-8213-a3008b322b7f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,\n",
       "                4.5,\n",
       "              ...\n",
       "              355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0,\n",
       "              359.5],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ad5f1150-90cd-4c84-9f1b-10d55f9a3907' class='xr-section-summary-in' type='checkbox'  ><label for='section-ad5f1150-90cd-4c84-9f1b-10d55f9a3907' 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>2</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>gefs</dd><dt><span>product :</span></dt><dd>atmos.5</dd><dt><span>description :</span></dt><dd>Global Ensemble Forecast System (GEFS)</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-gefs-pds.s3.amazonaws.com/gefs.20220101/00/atmos/pgrb2ap5/gep05.t00z.pgrb2a.0p50.f000</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/gefs/20220101/subset_04ef8acd__gep05.t00z.pgrb2a.0p50.f000</dd><dt><span>searchString :</span></dt><dd>TMP:2 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    number               int64 5\n",
       "    time                 datetime64[ns] 2022-01-01\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "  * latitude             (latitude) float64 90.0 89.5 89.0 ... -89.0 -89.5 -90.0\n",
       "  * longitude            (longitude) float64 0.0 0.5 1.0 ... 358.5 359.0 359.5\n",
       "    valid_time           datetime64[ns] 2022-01-01\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 244.5 244.5 ... 252.3\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:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gefs\n",
       "    product:                 atmos.5\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             https://noaa-gefs-pds.s3.amazonaws.com/gefs.2022...\n",
       "    local_grib:              /home/blaylock/data/gefs/20220101/subset_04ef8ac...\n",
       "    searchString:            TMP:2 m"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get a specific member\n",
    "H5 = Herbie(\n",
    "    \"2022-01-01\",\n",
    "    model=\"gefs\",\n",
    "    product=\"atmos.5\",\n",
    "    member=5,\n",
    ")\n",
    "H5.xarray(\"TMP:2 m\")\n",
    "\n",
    "## If a user wants all the members in\n",
    "## a single Dataframe, I'll let the user\n",
    "## concat it themselves."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "ae136e42",
   "metadata": {},
   "source": [
    "# GEFS-Reanalysis Data\n",
    "\n",
    "This section demonstrates using the Global Ensemble Forecast System (GEFS) reanalysis: 2000-2019 dataset.\n",
    "\n",
    "The GEFS version 12 reanalysis is available on [Amazon Web Services ](https://registry.opendata.aws/noaa-gefs-reforecast/) and can be retrieved with Herbie.\n",
    "\n",
    "> Note: The GEFS directory structure is different than other models that Herbie can access, and that makes Herbie's access to these files little awkward. Instead of grouping the GRIB fields by forecast hour where there are many different variables for the same lead time in the same file, the GEFS files are grouped into the same variable per file with each GRIB message being a different lead time. This changes the way a user would use Herbie to access GEFS data--a user will need to supply a \"variable_level\" argument to access a full file. For subsetting by specific grib messages, you will use the \"searchString\" argument to key in on the message of interest. You will still need to give a value for \"fxx\" to tell Herbie which directory to look for. \n",
    "\n",
    "Yeah, it's a little different paradigm for Herbie, but we can work with it. It may be nice to write a `herbie.tool` to help make calls to Herbie a little more simple (like a custom bulk_download script)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "b51a1150",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cartopy.crs as ccrs\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "from herbie import Herbie\n",
    "from paint.standard2 import cm_tmp, cm_wind, cm_wave_height\n",
    "from toolbox import EasyMap, pc"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "034f9f37",
   "metadata": {},
   "source": [
    "## Retrieve a full file\n",
    "Download a full GRIB2 file to your local system.\n",
    "\n",
    "Remember to specify the following:\n",
    "- `fxx` is the lead time lead time, a number between 0 and 384. If you are getting the full file, this only tells Herbie what folder to look in (Days:0-10 or Days:10-16). \n",
    "- `member` is the ensemble member. 0 is the control and a value between 1, 2, 3, or 4 is a perturbation member.\n",
    "- `variable_level` is the name of the file to obtain.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "b6a467e6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=gefs_reforecast ┊ \u001b[3mproduct=GEFSv12/reforecast\u001b[0m ┊ \u001b[38;2;41;130;13m2017-Mar-14 00:00 UTC\u001b[92m F12\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n",
      "👨🏻‍🏭 Created directory: [/home/blaylock/data/gefs_reforecast/20170314]\n",
      "✅ Success! Downloaded GEFS_REFORECAST from \u001b[38;5;202maws                 \u001b[0m\n",
      "\tsrc: /home/blaylock/data/gefs_reforecast/20170314/tmp_2m_2017031400_c00.grib2\n",
      "\tdst: /home/blaylock/data/gefs_reforecast/20170314/tmp_2m_2017031400_c00.grib2\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "PosixPath('/home/blaylock/data/gefs_reforecast/20170314/tmp_2m_2017031400_c00.grib2')"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2017-03-14\", model=\"gefs_reforecast\", fxx=12, member=0, variable_level=\"tmp_2m\"\n",
    ")\n",
    "H.download(verbose=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4782e73",
   "metadata": {},
   "source": [
    "## Download/Retrieve a subset\n",
    "\n",
    "Subsetting uses the `searchString` argument to parse out information from the GRIB2's index file. Since the variables of each message in a file are all the same, we need to set the `searchString` to key in on the lead time we are interested in.\n",
    "\n",
    "Look at the index file to see how to key in on a specific GRIB message."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "66a65101",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "grib_message\n",
       "1.0     :TMP:2 m above ground:3 hour fcst:ENS=low-res ctl\n",
       "2.0     :TMP:2 m above ground:6 hour fcst:ENS=low-res ctl\n",
       "3.0     :TMP:2 m above ground:9 hour fcst:ENS=low-res ctl\n",
       "4.0     :TMP:2 m above ground:12 hour fcst:ENS=low-res...\n",
       "5.0     :TMP:2 m above ground:15 hour fcst:ENS=low-res...\n",
       "                              ...                        \n",
       "76.0    :TMP:2 m above ground:228 hour fcst:ENS=low-re...\n",
       "77.0    :TMP:2 m above ground:231 hour fcst:ENS=low-re...\n",
       "78.0    :TMP:2 m above ground:234 hour fcst:ENS=low-re...\n",
       "79.0    :TMP:2 m above ground:237 hour fcst:ENS=low-re...\n",
       "80.0    :TMP:2 m above ground:240 hour fcst:ENS=low-re...\n",
       "Name: search_this, Length: 80, dtype: object"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Look at the search_this column of the index DataFrame\n",
    "H.inventory().search_this"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "24b519cd",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get the 15-h forecast\n",
    "ds = H.xarray(\":15 hour fcst:\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "115e9055",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    number               int32 0\n",
       "    time                 datetime64[ns] 2017-03-14\n",
       "    step                 timedelta64[ns] 15:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "  * latitude             (latitude) float64 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 0.0 0.25 0.5 ... 359.2 359.5 359.8\n",
       "    valid_time           datetime64[ns] 2017-03-14T15:00:00\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 ...\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gefs\n",
       "    product:                 GEFSv12/reforecast\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             C:\\Users\\blayl_depgywe\\data\\gefs\\20170314\\tmp_2m...\n",
       "    local_grib:              C:\\Users\\blayl_depgywe\\data\\gefs\\20170314\\tmp_2m...\n",
       "    searchString:            :15 hour fcst:</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-6db4159a-2914-4272-bbf7-424cc35d89e1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6db4159a-2914-4272-bbf7-424cc35d89e1' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1e773522-731d-4b46-8af9-fcf2407848d3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1e773522-731d-4b46-8af9-fcf2407848d3' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-b4ab0a77-a020-4894-a047-ed7720bf1f6c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b4ab0a77-a020-4894-a047-ed7720bf1f6c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8636221-cfaa-4caf-8360-bdad3b5534c6' class='xr-var-data-in' type='checkbox'><label for='data-f8636221-cfaa-4caf-8360-bdad3b5534c6' 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>ensemble member numerical id</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>standard_name :</span></dt><dd>realization</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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2017-03-14</div><input id='attrs-2acc4b30-e124-4cfd-9ff8-5cfd5837f058' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2acc4b30-e124-4cfd-9ff8-5cfd5837f058' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b2cb364-32ea-42cb-b560-e05fb5b65824' class='xr-var-data-in' type='checkbox'><label for='data-7b2cb364-32ea-42cb-b560-e05fb5b65824' 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;2017-03-14T00:00:00.000000000&#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'>15:00:00</div><input id='attrs-df4a4c1b-a8a2-4fb6-891b-1c72eef9499e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-df4a4c1b-a8a2-4fb6-891b-1c72eef9499e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ebb5011-2575-4646-bc0c-e9a50a38ec4e' class='xr-var-data-in' type='checkbox'><label for='data-9ebb5011-2575-4646-bc0c-e9a50a38ec4e' 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(54000000000000, 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-216f9fed-edd9-4e1b-ae46-8ac6167562d5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-216f9fed-edd9-4e1b-ae46-8ac6167562d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1afd5653-05cc-4009-bc90-bb2ca72c63b8' class='xr-var-data-in' type='checkbox'><label for='data-1afd5653-05cc-4009-bc90-bb2ca72c63b8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-f88e7ee4-10be-4e7b-a7e9-787cc99ad168' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f88e7ee4-10be-4e7b-a7e9-787cc99ad168' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b42593f0-20af-47c2-9238-710ceb7d00ee' class='xr-var-data-in' type='checkbox'><label for='data-b42593f0-20af-47c2-9238-710ceb7d00ee' 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><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.25 0.5 ... 359.2 359.5 359.8</div><input id='attrs-78dede83-2ccb-403a-82a8-bd870f82e1c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-78dede83-2ccb-403a-82a8-bd870f82e1c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23421fbb-59e7-4d72-972a-055a02431d7a' class='xr-var-data-in' type='checkbox'><label for='data-23421fbb-59e7-4d72-972a-055a02431d7a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.0000e+00, 2.5000e-01, 5.0000e-01, ..., 3.5925e+02, 3.5950e+02,\n",
       "       3.5975e+02])</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-411b861a-4e44-4d76-a8c5-bf2cfba26c85' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-411b861a-4e44-4d76-a8c5-bf2cfba26c85' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d4d262c7-ac61-4a49-a13a-bec6b25ba8e7' class='xr-var-data-in' type='checkbox'><label for='data-d4d262c7-ac61-4a49-a13a-bec6b25ba8e7' 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;2017-03-14T15:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-26572590-e631-438a-aba6-72e3c7d368a3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-26572590-e631-438a-aba6-72e3c7d368a3' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7fcf1b35-da33-4e43-8f6c-03f40f92630c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7fcf1b35-da33-4e43-8f6c-03f40f92630c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb87cc8b-1005-4ee9-8af9-d78dcf750e48' class='xr-var-data-in' type='checkbox'><label for='data-bb87cc8b-1005-4ee9-8af9-d78dcf750e48' 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>cf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude. Also called equidistant cylindrical, or Plate Carree</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</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>15</dd><dt><span>GRIB_totalNumber :</span></dt><dd>10</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>[1038240 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-c251a1bf-f5e7-44b3-b74b-db1490b7ed73' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c251a1bf-f5e7-44b3-b74b-db1490b7ed73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4fb6505a-d1bd-4a06-9e60-bbc1dc4cd786' class='xr-var-data-in' type='checkbox'><label for='data-4fb6505a-d1bd-4a06-9e60-bbc1dc4cd786' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>GEFS 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-a9e78b7e-0e54-41db-a2b7-17f5f97eb3a4' class='xr-section-summary-in' type='checkbox'  ><label for='section-a9e78b7e-0e54-41db-a2b7-17f5f97eb3a4' 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>2</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>gefs</dd><dt><span>product :</span></dt><dd>GEFSv12/reforecast</dd><dt><span>description :</span></dt><dd>Global Ensemble Forecast System (GEFS)</dd><dt><span>remote_grib :</span></dt><dd>C:\\Users\\blayl_depgywe\\data\\gefs\\20170314\\tmp_2m_2017031400_c00.grib2</dd><dt><span>local_grib :</span></dt><dd>C:\\Users\\blayl_depgywe\\data\\gefs\\20170314\\tmp_2m_2017031400_c00.grib2.subset_ac3478d69a3c81fa62e60f5c3696165a4e5e6ac4</dd><dt><span>searchString :</span></dt><dd>:15 hour fcst:</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    number               int32 0\n",
       "    time                 datetime64[ns] 2017-03-14\n",
       "    step                 timedelta64[ns] 15:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "  * latitude             (latitude) float64 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 0.0 0.25 0.5 ... 359.2 359.5 359.8\n",
       "    valid_time           datetime64[ns] ...\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 ...\n",
       "    gribfile_projection  object None\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          2\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gefs\n",
       "    product:                 GEFSv12/reforecast\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             C:\\Users\\blayl_depgywe\\data\\gefs\\20170314\\tmp_2m...\n",
       "    local_grib:              C:\\Users\\blayl_depgywe\\data\\gefs\\20170314\\tmp_2m...\n",
       "    searchString:            :15 hour fcst:"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4e58339a",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\blayl_depgywe\\miniconda3\\envs\\herbie\\lib\\site-packages\\metpy\\xarray.py:353: UserWarning: More than one time coordinate present for variable \"gribfile_projection\".\n",
      "  warnings.warn('More than one ' + axis + ' coordinate present for variable'\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '2 metre temperature')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 10]).STATES().BORDERS().ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude, ds.latitude, ds.t2m, transform=pc, **cm_tmp(units=\"K\").cmap_kwargs\n",
    ")\n",
    "plt.colorbar(\n",
    "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **cm_tmp(units=\"K\").cbar_kwargs\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.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\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e478b63",
   "metadata": {},
   "source": [
    "# What are valid values for `variable_level`?\n",
    "You need to look at the file structure within the GEFS bucket to know what is avaialble. We can use s3fs to tell us what we can use for our `variable_level` argument."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "da8d9a4e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import s3fs\n",
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "69ac8854",
   "metadata": {},
   "outputs": [],
   "source": [
    "# List files in the GEFS bucket for a day\n",
    "fs = s3fs.S3FileSystem(anon=True)\n",
    "files = fs.ls(\n",
    "    path=\"noaa-gefs-retrospective/GEFSv12/reforecast/2015/2015010100/c00/Days:1-10\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "b8d2941c",
   "metadata": {},
   "outputs": [],
   "source": [
    "# var_lev prefix\n",
    "var_lev = [i.split(\"/\")[-1].split(\"_\") for i in files if i.endswith(\".grib2\")]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "5446fc7f",
   "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>variable</th>\n",
       "      <th>level</th>\n",
       "      <th>a</th>\n",
       "      <th>b</th>\n",
       "      <th>c</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>acpcp</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>apcp</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>cape</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>cin</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>dlwrf</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>dswrf</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>gflux</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>gust</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>hgt</td>\n",
       "      <td>ceiling</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>hgt</td>\n",
       "      <td>hybr</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>hgt</td>\n",
       "      <td>pres</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>hgt</td>\n",
       "      <td>pres</td>\n",
       "      <td>abv700mb</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>hgt</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>hlcy</td>\n",
       "      <td>hgt</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>lhtfl</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>ncpcp</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>pbl</td>\n",
       "      <td>hgt</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>pres</td>\n",
       "      <td>hybr</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>pres</td>\n",
       "      <td>msl</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>pres</td>\n",
       "      <td>pvor</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>pres</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>pvort</td>\n",
       "      <td>isen</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>pwat</td>\n",
       "      <td>eatm</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>rh</td>\n",
       "      <td>hybr</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>sfcr</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>shtfl</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>soilw</td>\n",
       "      <td>bgrnd</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>spfh</td>\n",
       "      <td>2m</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>spfh</td>\n",
       "      <td>pres</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>spfh</td>\n",
       "      <td>pres</td>\n",
       "      <td>abv700mb</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>tcdc</td>\n",
       "      <td>eatm</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>tmax</td>\n",
       "      <td>2m</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>tmin</td>\n",
       "      <td>2m</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>tmp</td>\n",
       "      <td>2m</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>tmp</td>\n",
       "      <td>hybr</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>tmp</td>\n",
       "      <td>pres</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>36</th>\n",
       "      <td>tmp</td>\n",
       "      <td>pres</td>\n",
       "      <td>abv700mb</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>tmp</td>\n",
       "      <td>pvor</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>38</th>\n",
       "      <td>tmp</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>tozne</td>\n",
       "      <td>eatm</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>tsoil</td>\n",
       "      <td>bgrnd</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>41</th>\n",
       "      <td>uflx</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>42</th>\n",
       "      <td>ugrd</td>\n",
       "      <td>hgt</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>43</th>\n",
       "      <td>ugrd</td>\n",
       "      <td>hybr</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44</th>\n",
       "      <td>ugrd</td>\n",
       "      <td>pres</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45</th>\n",
       "      <td>ugrd</td>\n",
       "      <td>pres</td>\n",
       "      <td>abv700mb</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>46</th>\n",
       "      <td>ugrd</td>\n",
       "      <td>pvor</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>ulwrf</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>48</th>\n",
       "      <td>ulwrf</td>\n",
       "      <td>tatm</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>49</th>\n",
       "      <td>uswrf</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>vflx</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>51</th>\n",
       "      <td>vgrd</td>\n",
       "      <td>hgt</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>52</th>\n",
       "      <td>vgrd</td>\n",
       "      <td>hybr</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>53</th>\n",
       "      <td>vgrd</td>\n",
       "      <td>pres</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>54</th>\n",
       "      <td>vgrd</td>\n",
       "      <td>pres</td>\n",
       "      <td>abv700mb</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>55</th>\n",
       "      <td>vgrd</td>\n",
       "      <td>pvor</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>56</th>\n",
       "      <td>vvel</td>\n",
       "      <td>pres</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>57</th>\n",
       "      <td>vvel</td>\n",
       "      <td>pres</td>\n",
       "      <td>abv700mb</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>58</th>\n",
       "      <td>watr</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>59</th>\n",
       "      <td>weasd</td>\n",
       "      <td>sfc</td>\n",
       "      <td>2015010100</td>\n",
       "      <td>c00.grib2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   variable    level           a           b          c\n",
       "0     acpcp      sfc  2015010100   c00.grib2       None\n",
       "1      apcp      sfc  2015010100   c00.grib2       None\n",
       "2      cape      sfc  2015010100   c00.grib2       None\n",
       "3       cin      sfc  2015010100   c00.grib2       None\n",
       "4     dlwrf      sfc  2015010100   c00.grib2       None\n",
       "5     dswrf      sfc  2015010100   c00.grib2       None\n",
       "6     gflux      sfc  2015010100   c00.grib2       None\n",
       "7      gust      sfc  2015010100   c00.grib2       None\n",
       "8       hgt  ceiling  2015010100   c00.grib2       None\n",
       "9       hgt     hybr  2015010100   c00.grib2       None\n",
       "10      hgt     pres  2015010100   c00.grib2       None\n",
       "11      hgt     pres    abv700mb  2015010100  c00.grib2\n",
       "12      hgt      sfc  2015010100   c00.grib2       None\n",
       "13     hlcy      hgt  2015010100   c00.grib2       None\n",
       "14    lhtfl      sfc  2015010100   c00.grib2       None\n",
       "15    ncpcp      sfc  2015010100   c00.grib2       None\n",
       "16      pbl      hgt  2015010100   c00.grib2       None\n",
       "17     pres     hybr  2015010100   c00.grib2       None\n",
       "18     pres      msl  2015010100   c00.grib2       None\n",
       "19     pres     pvor  2015010100   c00.grib2       None\n",
       "20     pres      sfc  2015010100   c00.grib2       None\n",
       "21    pvort     isen  2015010100   c00.grib2       None\n",
       "22     pwat     eatm  2015010100   c00.grib2       None\n",
       "23       rh     hybr  2015010100   c00.grib2       None\n",
       "24     sfcr      sfc  2015010100   c00.grib2       None\n",
       "25    shtfl      sfc  2015010100   c00.grib2       None\n",
       "26    soilw    bgrnd  2015010100   c00.grib2       None\n",
       "27     spfh       2m  2015010100   c00.grib2       None\n",
       "28     spfh     pres  2015010100   c00.grib2       None\n",
       "29     spfh     pres    abv700mb  2015010100  c00.grib2\n",
       "30     tcdc     eatm  2015010100   c00.grib2       None\n",
       "31     tmax       2m  2015010100   c00.grib2       None\n",
       "32     tmin       2m  2015010100   c00.grib2       None\n",
       "33      tmp       2m  2015010100   c00.grib2       None\n",
       "34      tmp     hybr  2015010100   c00.grib2       None\n",
       "35      tmp     pres  2015010100   c00.grib2       None\n",
       "36      tmp     pres    abv700mb  2015010100  c00.grib2\n",
       "37      tmp     pvor  2015010100   c00.grib2       None\n",
       "38      tmp      sfc  2015010100   c00.grib2       None\n",
       "39    tozne     eatm  2015010100   c00.grib2       None\n",
       "40    tsoil    bgrnd  2015010100   c00.grib2       None\n",
       "41     uflx      sfc  2015010100   c00.grib2       None\n",
       "42     ugrd      hgt  2015010100   c00.grib2       None\n",
       "43     ugrd     hybr  2015010100   c00.grib2       None\n",
       "44     ugrd     pres  2015010100   c00.grib2       None\n",
       "45     ugrd     pres    abv700mb  2015010100  c00.grib2\n",
       "46     ugrd     pvor  2015010100   c00.grib2       None\n",
       "47    ulwrf      sfc  2015010100   c00.grib2       None\n",
       "48    ulwrf     tatm  2015010100   c00.grib2       None\n",
       "49    uswrf      sfc  2015010100   c00.grib2       None\n",
       "50     vflx      sfc  2015010100   c00.grib2       None\n",
       "51     vgrd      hgt  2015010100   c00.grib2       None\n",
       "52     vgrd     hybr  2015010100   c00.grib2       None\n",
       "53     vgrd     pres  2015010100   c00.grib2       None\n",
       "54     vgrd     pres    abv700mb  2015010100  c00.grib2\n",
       "55     vgrd     pvor  2015010100   c00.grib2       None\n",
       "56     vvel     pres  2015010100   c00.grib2       None\n",
       "57     vvel     pres    abv700mb  2015010100  c00.grib2\n",
       "58     watr      sfc  2015010100   c00.grib2       None\n",
       "59    weasd      sfc  2015010100   c00.grib2       None"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "variable_levels_df = pd.DataFrame(var_lev, columns=[\"variable\", \"level\", \"a\", \"b\", \"c\"])\n",
    "variable_levels_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1120ad21",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['acpcp', 'apcp', 'cape', 'cin', 'dlwrf', 'dswrf', 'gflux', 'gust',\n",
       "       'hgt', 'hlcy', 'lhtfl', 'ncpcp', 'pbl', 'pres', 'pvort', 'pwat',\n",
       "       'rh', 'sfcr', 'shtfl', 'soilw', 'spfh', 'tcdc', 'tmax', 'tmin',\n",
       "       'tmp', 'tozne', 'tsoil', 'uflx', 'ugrd', 'ulwrf', 'uswrf', 'vflx',\n",
       "       'vgrd', 'vvel', 'watr', 'weasd'], dtype=object)"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# These are the available variables\n",
    "variable_levels_df.variable.unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7ac88b17",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['sfc', 'ceiling', 'hybr', 'pres', 'hgt', 'msl', 'pvor', 'isen',\n",
       "       'eatm', 'bgrnd', '2m', 'tatm'], dtype=object)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# These are the available levels\n",
    "variable_levels_df.level.unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "609535f0",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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