{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "c5747acf",
   "metadata": {},
   "source": [
    "# GEFS\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": [
    "from herbie import Herbie\n",
    "from herbie.toolbox import EasyMap, pc\n",
    "from herbie import paint\n",
    "\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "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>?</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>224943.0</td>\n",
       "      <td>0-224943</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",
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       "      <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>387270.0</td>\n",
       "      <td>353986-387270</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>641626.0</td>\n",
       "      <td>387271-641626</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",
       "    <tr>\n",
       "      <th>4</th>\n",
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       "      <td>641627</td>\n",
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       "      <td>641627-881485</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>13361478.0</td>\n",
       "      <td>13100932-13361478</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>13520799.0</td>\n",
       "      <td>13361479-13520799</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>13665976.0</td>\n",
       "      <td>13520800-13665976</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>13762088.0</td>\n",
       "      <td>13665977-13762088</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>NaN</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",
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      "text/plain": [
       "    grib_message  start_byte    end_byte              range  \\\n",
       "0              1           0    224943.0           0-224943   \n",
       "1              2      224944    353985.0      224944-353985   \n",
       "2              3      353986    387270.0      353986-387270   \n",
       "3              4      387271    641626.0      387271-641626   \n",
       "4              5      641627    881485.0      641627-881485   \n",
       "..           ...         ...         ...                ...   \n",
       "66            67    13100932  13361478.0  13100932-13361478   \n",
       "67            68    13361479  13520799.0  13361479-13520799   \n",
       "68            69    13520800  13665976.0  13520800-13665976   \n",
       "69            70    13665977  13762088.0  13665977-13762088   \n",
       "70            71    13762089         NaN          13762089-   \n",
       "\n",
       "        reference_time          valid_time variable  \\\n",
       "0  2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   \n",
       "1  2023-01-04 12:00:00 2023-01-04 12:00:00      TMP   \n",
       "2  2023-01-04 12:00:00 2023-01-04 12:00:00       RH   \n",
       "3  2023-01-04 12:00:00 2023-01-04 12:00:00     UGRD   \n",
       "4  2023-01-04 12:00:00 2023-01-04 12:00:00     VGRD   \n",
       "..                 ...                 ...      ...   \n",
       "66 2023-01-04 12:00:00 2023-01-04 12:00:00     VGRD   \n",
       "67 2023-01-04 12:00:00 2023-01-04 12:00:00     PWAT   \n",
       "68 2023-01-04 12:00:00 2023-01-04 12:00:00     CAPE   \n",
       "69 2023-01-04 12:00:00 2023-01-04 12:00:00      CIN   \n",
       "70 2023-01-04 12:00:00 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": 6,
   "id": "795d8cac",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <td>HGT</td>\n",
       "      <td>50 mb</td>\n",
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       "      <th>10</th>\n",
       "      <td>11</td>\n",
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       "      <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",
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       "      <td>ens mean</td>\n",
       "      <td>:HGT:100 mb:anl:ens mean</td>\n",
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       "      <th>15</th>\n",
       "      <td>16</td>\n",
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       "      <td>3078453.0</td>\n",
       "      <td>2853920-3078453</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",
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       "      <th>20</th>\n",
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       "      <td>3750171-3972302</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>4885222.0</td>\n",
       "      <td>4665076-4885222</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>5819612.0</td>\n",
       "      <td>5575673-5819612</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>6760482.0</td>\n",
       "      <td>6505417-6760482</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>7908461.0</td>\n",
       "      <td>7642597-7908461</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>9419014.0</td>\n",
       "      <td>9144964-9419014</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>11523718.0</td>\n",
       "      <td>11237567-11523718</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>11930299.0</td>\n",
       "      <td>11777787-11930299</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",
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       "    grib_message  start_byte    end_byte              range  \\\n",
       "0              1           0    224943.0           0-224943   \n",
       "5              6      881486   1113633.0     881486-1113633   \n",
       "10            11     1829912   2058353.0    1829912-2058353   \n",
       "15            16     2853920   3078453.0    2853920-3078453   \n",
       "20            21     3750171   3972302.0    3750171-3972302   \n",
       "25            26     4665076   4885222.0    4665076-4885222   \n",
       "30            31     5575673   5819612.0    5575673-5819612   \n",
       "35            36     6505417   6760482.0    6505417-6760482   \n",
       "40            41     7642597   7908461.0    7642597-7908461   \n",
       "46            47     9144964   9419014.0    9144964-9419014   \n",
       "55            56    11237567  11523718.0  11237567-11523718   \n",
       "57            58    11777787  11930299.0  11777787-11930299   \n",
       "\n",
       "        reference_time          valid_time variable    level forecast_time  \\\n",
       "0  2023-01-04 12:00:00 2023-01-04 12:00:00      HGT    10 mb           anl   \n",
       "5  2023-01-04 12:00:00 2023-01-04 12:00:00      HGT    50 mb           anl   \n",
       "10 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   100 mb           anl   \n",
       "15 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   200 mb           anl   \n",
       "20 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   250 mb           anl   \n",
       "25 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   300 mb           anl   \n",
       "30 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   500 mb           anl   \n",
       "35 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   700 mb           anl   \n",
       "40 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   850 mb           anl   \n",
       "46 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT   925 mb           anl   \n",
       "55 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT  1000 mb           anl   \n",
       "57 2023-01-04 12:00:00 2023-01-04 12:00:00      HGT  surface           anl   \n",
       "\n",
       "           ?                search_this  \n",
       "0   ens mean    :HGT:10 mb:anl:ens mean  \n",
       "5   ens mean    :HGT:50 mb:anl:ens mean  \n",
       "10  ens mean   :HGT:100 mb:anl:ens mean  \n",
       "15  ens mean   :HGT:200 mb:anl:ens mean  \n",
       "20  ens mean   :HGT:250 mb:anl:ens mean  \n",
       "25  ens mean   :HGT:300 mb:anl:ens mean  \n",
       "30  ens mean   :HGT:500 mb:anl:ens mean  \n",
       "35  ens mean   :HGT:700 mb:anl:ens mean  \n",
       "40  ens mean   :HGT:850 mb:anl:ens mean  \n",
       "46  ens mean   :HGT:925 mb:anl:ens mean  \n",
       "55  ens mean  :HGT:1000 mb:anl:ens mean  \n",
       "57  ens mean  :HGT:surface:anl:ens mean  "
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory(\"HGT\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "bf5f115a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "👨🏻‍🏭 Created directory: [/home/blaylock/data/gefs/20230104]\n"
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       "Coordinates:\n",
       "    time                   datetime64[ns] 8B 2023-01-04T12:00:00\n",
       "    step                   timedelta64[ns] 8B 00:00:00\n",
       "    atmosphereSingleLayer  float64 8B 0.0\n",
       "  * latitude               (latitude) float64 3kB 90.0 89.5 89.0 ... -89.5 -90.0\n",
       "  * longitude              (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
       "    valid_time             datetime64[ns] 8B 2023-01-04T12:00:00\n",
       "    gribfile_projection    object 8B None\n",
       "Data variables:\n",
       "    pwat                   (latitude, longitude) float32 1MB 4.3 4.3 ... 1.0 1.0\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",
       "    search:                  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-ef5d5d75-2729-47ed-aece-da17bac6392b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ef5d5d75-2729-47ed-aece-da17bac6392b' 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-1ae47e4b-5154-4dcb-91c6-7df3522b117e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1ae47e4b-5154-4dcb-91c6-7df3522b117e' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-04T12:00:00</div><input id='attrs-42371254-fccf-4c6c-88a6-77a7eceb5a73' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-42371254-fccf-4c6c-88a6-77a7eceb5a73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22f18d0c-4649-4bb5-8cda-c5578b3782e2' class='xr-var-data-in' type='checkbox'><label for='data-22f18d0c-4649-4bb5-8cda-c5578b3782e2' 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-2bcf0608-e87a-47ad-913d-952c177c7386' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2bcf0608-e87a-47ad-913d-952c177c7386' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0c223204-0ea3-435e-9cd6-1955c497fa61' class='xr-var-data-in' type='checkbox'><label for='data-0c223204-0ea3-435e-9cd6-1955c497fa61' 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-8eb9a439-91a8-4b82-90d6-7d9813c8b63a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8eb9a439-91a8-4b82-90d6-7d9813c8b63a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c644175c-5479-40b9-89fc-f5ca732d2da8' class='xr-var-data-in' type='checkbox'><label for='data-c644175c-5479-40b9-89fc-f5ca732d2da8' 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-01a1e3fa-1544-4ab0-8cf0-f2329a74070e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-01a1e3fa-1544-4ab0-8cf0-f2329a74070e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b4f5db25-c21f-431a-b443-e5ba139231f4' class='xr-var-data-in' type='checkbox'><label for='data-b4f5db25-c21f-431a-b443-e5ba139231f4' 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-c4f9a066-b1d6-4cd6-a3d8-e44d0e4c0bec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c4f9a066-b1d6-4cd6-a3d8-e44d0e4c0bec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d71034f0-5648-44a0-b173-4f5ff907a7bf' class='xr-var-data-in' type='checkbox'><label for='data-d71034f0-5648-44a0-b173-4f5ff907a7bf' 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-5b2d860d-1115-4dcc-81f4-3b7747066931' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5b2d860d-1115-4dcc-81f4-3b7747066931' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d332f77-af65-4ee8-84f9-cde1ebfd44c6' class='xr-var-data-in' type='checkbox'><label for='data-1d332f77-af65-4ee8-84f9-cde1ebfd44c6' 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><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-226891d9-b833-466a-989c-287accf77ee1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-226891d9-b833-466a-989c-287accf77ee1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35a6a79a-45bb-4ea4-8910-503d914461ca' class='xr-var-data-in' type='checkbox'><label for='data-35a6a79a-45bb-4ea4-8910-503d914461ca' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>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-aac83ee1-ccfd-4b68-9950-c824d1903448' class='xr-section-summary-in' type='checkbox'  checked><label for='section-aac83ee1-ccfd-4b68-9950-c824d1903448' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>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-bdcc14a4-1de0-4f57-84b0-48930f1baffd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bdcc14a4-1de0-4f57-84b0-48930f1baffd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e4c09d5-8793-4712-bce9-2cc20385c5b0' class='xr-var-data-in' type='checkbox'><label for='data-5e4c09d5-8793-4712-bce9-2cc20385c5b0' 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>GRIB_uvRelativeToGrid :</span></dt><dd>0</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></ul></div></li><li class='xr-section-item'><input id='section-4509e81f-0cfb-4219-801c-8a9c2525be56' class='xr-section-summary-in' type='checkbox'  ><label for='section-4509e81f-0cfb-4219-801c-8a9c2525be56' 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-8ed21b75-1933-4e6f-96c0-8818fc278d10' class='xr-index-data-in' type='checkbox'/><label for='index-8ed21b75-1933-4e6f-96c0-8818fc278d10' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 90.0,  89.5,  89.0,  88.5,  88.0,  87.5,  87.0,  86.5,  86.0,  85.5,\n",
       "       ...\n",
       "       -85.5, -86.0, -86.5, -87.0, -87.5, -88.0, -88.5, -89.0, -89.5, -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-246f7408-92d8-4499-a365-4d81512c882c' class='xr-index-data-in' type='checkbox'/><label for='index-246f7408-92d8-4499-a365-4d81512c882c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
       "       ...\n",
       "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f57703f8-2ec8-49e4-aebd-501e10bda70a' class='xr-section-summary-in' type='checkbox'  ><label for='section-f57703f8-2ec8-49e4-aebd-501e10bda70a' 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>search :</span></dt><dd>PWAT</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 1MB\n",
       "Dimensions:                (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                   datetime64[ns] 8B 2023-01-04T12:00:00\n",
       "    step                   timedelta64[ns] 8B 00:00:00\n",
       "    atmosphereSingleLayer  float64 8B 0.0\n",
       "  * latitude               (latitude) float64 3kB 90.0 89.5 89.0 ... -89.5 -90.0\n",
       "  * longitude              (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
       "    valid_time             datetime64[ns] 8B 2023-01-04T12:00:00\n",
       "    gribfile_projection    object 8B None\n",
       "Data variables:\n",
       "    pwat                   (latitude, longitude) float32 1MB 4.3 4.3 ... 1.0 1.0\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",
       "    search:                  PWAT"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"PWAT\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 1MB\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2023-01-04T12:00:00\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    isobaricInhPa        float64 8B 500.0\n",
       "  * latitude             (latitude) float64 3kB 90.0 89.5 89.0 ... -89.5 -90.0\n",
       "  * longitude            (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
       "    valid_time           datetime64[ns] 8B 2023-01-04T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    gh                   (latitude, longitude) float32 1MB 5.248e+03 ... 5.02...\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",
       "    search:                  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-4347c06e-acbf-4e6c-a258-838d4d51a43e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4347c06e-acbf-4e6c-a258-838d4d51a43e' 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-67f3acb2-b4cd-4a4e-9e0b-8df2a9225788' class='xr-section-summary-in' type='checkbox'  checked><label for='section-67f3acb2-b4cd-4a4e-9e0b-8df2a9225788' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-04T12:00:00</div><input id='attrs-e8705994-ab28-45b6-b627-3984ff67df80' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e8705994-ab28-45b6-b627-3984ff67df80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f0c66796-8f9f-427e-abe2-28c39791bc8d' class='xr-var-data-in' type='checkbox'><label for='data-f0c66796-8f9f-427e-abe2-28c39791bc8d' 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-df87b7a2-3785-48cb-b486-1ace8a907564' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-df87b7a2-3785-48cb-b486-1ace8a907564' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b4353c7-52a0-4a6f-8e19-8db44b6a1a56' class='xr-var-data-in' type='checkbox'><label for='data-5b4353c7-52a0-4a6f-8e19-8db44b6a1a56' 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-28477196-7c7a-4a4b-90e6-ac9544a01771' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-28477196-7c7a-4a4b-90e6-ac9544a01771' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0304ad49-b69c-47f9-8998-fca04da49529' class='xr-var-data-in' type='checkbox'><label for='data-0304ad49-b69c-47f9-8998-fca04da49529' 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-0f8a2654-c1b5-4af7-b3f3-c05d8f4d5724' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0f8a2654-c1b5-4af7-b3f3-c05d8f4d5724' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ad9303f-3926-4dac-9424-03fe1f4c594e' class='xr-var-data-in' type='checkbox'><label for='data-6ad9303f-3926-4dac-9424-03fe1f4c594e' 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-d87ff840-3182-4ab9-b772-2fc756f16943' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d87ff840-3182-4ab9-b772-2fc756f16943' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-245743e1-3c8b-4c23-937f-009409e85433' class='xr-var-data-in' type='checkbox'><label for='data-245743e1-3c8b-4c23-937f-009409e85433' 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-d06c1e3b-4a0e-434e-a2c8-92477993e7b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d06c1e3b-4a0e-434e-a2c8-92477993e7b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d0d23ad-f42c-4218-8668-b406e7bee10a' class='xr-var-data-in' type='checkbox'><label for='data-0d0d23ad-f42c-4218-8668-b406e7bee10a' 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><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-db083e5d-2271-41ee-819f-ccfb153c84f0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-db083e5d-2271-41ee-819f-ccfb153c84f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bbeddddd-c0a6-4e6e-baa5-192a18cb333e' class='xr-var-data-in' type='checkbox'><label for='data-bbeddddd-c0a6-4e6e-baa5-192a18cb333e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>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-7881f1f2-8a15-4f46-b746-c062fcfc4036' class='xr-section-summary-in' type='checkbox'  checked><label for='section-7881f1f2-8a15-4f46-b746-c062fcfc4036' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>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-a234272b-75ce-4133-b913-78a86ecc9052' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a234272b-75ce-4133-b913-78a86ecc9052' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6e11933a-7533-4ea5-b138-6c55b691edde' class='xr-var-data-in' type='checkbox'><label for='data-6e11933a-7533-4ea5-b138-6c55b691edde' 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>GRIB_uvRelativeToGrid :</span></dt><dd>0</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></ul></div></li><li class='xr-section-item'><input id='section-24ed98af-15f8-42c9-99dc-c4354e437781' class='xr-section-summary-in' type='checkbox'  ><label for='section-24ed98af-15f8-42c9-99dc-c4354e437781' 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-3e5cd31b-5a36-45b1-ab51-cd3f6bb0fb3e' class='xr-index-data-in' type='checkbox'/><label for='index-3e5cd31b-5a36-45b1-ab51-cd3f6bb0fb3e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 90.0,  89.5,  89.0,  88.5,  88.0,  87.5,  87.0,  86.5,  86.0,  85.5,\n",
       "       ...\n",
       "       -85.5, -86.0, -86.5, -87.0, -87.5, -88.0, -88.5, -89.0, -89.5, -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-22fadf4a-1e45-4751-aa16-7da4124dd275' class='xr-index-data-in' type='checkbox'/><label for='index-22fadf4a-1e45-4751-aa16-7da4124dd275' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
       "       ...\n",
       "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6de109cf-5b85-46eb-8eb9-786d0cb62bcc' class='xr-section-summary-in' type='checkbox'  ><label for='section-6de109cf-5b85-46eb-8eb9-786d0cb62bcc' 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>search :</span></dt><dd>HGT:500 mb</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 1MB\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2023-01-04T12:00:00\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    isobaricInhPa        float64 8B 500.0\n",
       "  * latitude             (latitude) float64 3kB 90.0 89.5 89.0 ... -89.5 -90.0\n",
       "  * longitude            (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
       "    valid_time           datetime64[ns] 8B 2023-01-04T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    gh                   (latitude, longitude) float32 1MB 5.248e+03 ... 5.02...\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",
       "    search:                  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": 17,
   "id": "3160560a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, 'Precipitable water')"
      ]
     },
     "execution_count": 17,
     "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,\n",
    "    ds.latitude,\n",
    "    ds.pwat,\n",
    "    transform=pc,\n",
    "    cmap=paint.NWSPrecipitation.cmap,\n",
    "    vmin=0,\n",
    "    vmax=80,\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": 18,
   "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",
      "👨🏻‍🏭 Created directory: [/home/blaylock/data/gefs/20220101]\n"
     ]
    },
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 1MB\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    number               int64 8B 5\n",
       "    time                 datetime64[ns] 8B 2022-01-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 3kB 90.0 89.5 89.0 ... -89.5 -90.0\n",
       "  * longitude            (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
       "    valid_time           datetime64[ns] 8B 2022-01-01\n",
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       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 1MB 244.5 244.5 ... 252.3\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",
       "    search:                  TMP:2 m</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-34a40897-2e0a-4265-9def-37632b14d2a8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-34a40897-2e0a-4265-9def-37632b14d2a8' 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-84fb521d-e071-48fa-adca-e57873f4c4cd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-84fb521d-e071-48fa-adca-e57873f4c4cd' class='xr-section-summary' >Coordinates: <span>(8)</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-71ed7cdd-011b-40a3-ab89-cb99cb342164' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-71ed7cdd-011b-40a3-ab89-cb99cb342164' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b816981-6356-4ea3-b581-235e9876e8cf' class='xr-var-data-in' type='checkbox'><label for='data-7b816981-6356-4ea3-b581-235e9876e8cf' 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-1ff9a7c7-781d-450f-ab1f-30db39529b9e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1ff9a7c7-781d-450f-ab1f-30db39529b9e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7055656f-72dc-4e6d-99d5-e36db9b91e04' class='xr-var-data-in' type='checkbox'><label for='data-7055656f-72dc-4e6d-99d5-e36db9b91e04' 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-df6dca57-ca0c-4058-b618-326fb907cf86' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-df6dca57-ca0c-4058-b618-326fb907cf86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a8eca28-ed24-4bb2-b3b5-bb0dcc81e3ca' class='xr-var-data-in' type='checkbox'><label for='data-5a8eca28-ed24-4bb2-b3b5-bb0dcc81e3ca' 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-f6ca21e1-1509-47bf-89cb-2cbbfce06713' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f6ca21e1-1509-47bf-89cb-2cbbfce06713' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa931f67-855f-4d3d-879e-b47e4224a8f9' class='xr-var-data-in' type='checkbox'><label for='data-fa931f67-855f-4d3d-879e-b47e4224a8f9' 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-4d1f5ddb-09dd-4086-b619-0db771434d0d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4d1f5ddb-09dd-4086-b619-0db771434d0d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c0ad96c-8b5d-4e34-9af9-bf5439372cf6' class='xr-var-data-in' type='checkbox'><label for='data-6c0ad96c-8b5d-4e34-9af9-bf5439372cf6' 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-e290c60c-2fb7-45b8-b29e-581536d2c6f7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e290c60c-2fb7-45b8-b29e-581536d2c6f7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb7134b1-7ee8-4509-9af8-5f3e955a4106' class='xr-var-data-in' type='checkbox'><label for='data-bb7134b1-7ee8-4509-9af8-5f3e955a4106' 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-a56a2f36-7b75-4cc7-80c4-227c280fc47a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a56a2f36-7b75-4cc7-80c4-227c280fc47a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b8a8aed7-68e1-4f73-bda6-b93b15851860' class='xr-var-data-in' type='checkbox'><label for='data-b8a8aed7-68e1-4f73-bda6-b93b15851860' 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><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-84f98121-2530-48e3-91ae-495388c8ffb0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-84f98121-2530-48e3-91ae-495388c8ffb0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a4076a9-36c8-46d4-a5a6-bd87b97c75e2' class='xr-var-data-in' type='checkbox'><label for='data-5a4076a9-36c8-46d4-a5a6-bd87b97c75e2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>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-6546f58b-d6e4-40fe-883b-1dc9146b1809' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6546f58b-d6e4-40fe-883b-1dc9146b1809' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(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-1c4270fd-efd5-4476-91f8-faec7b3c4b37' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1c4270fd-efd5-4476-91f8-faec7b3c4b37' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a3bc387-080a-44df-9f4d-0ca21de102d9' class='xr-var-data-in' type='checkbox'><label for='data-6a3bc387-080a-44df-9f4d-0ca21de102d9' 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>GRIB_uvRelativeToGrid :</span></dt><dd>0</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></ul></div></li><li class='xr-section-item'><input id='section-e56858cc-d3bd-436c-89de-e29daba9d77c' class='xr-section-summary-in' type='checkbox'  ><label for='section-e56858cc-d3bd-436c-89de-e29daba9d77c' 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-7efb1ed2-7c7f-4f67-8ab5-ecbb76b0322a' class='xr-index-data-in' type='checkbox'/><label for='index-7efb1ed2-7c7f-4f67-8ab5-ecbb76b0322a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 90.0,  89.5,  89.0,  88.5,  88.0,  87.5,  87.0,  86.5,  86.0,  85.5,\n",
       "       ...\n",
       "       -85.5, -86.0, -86.5, -87.0, -87.5, -88.0, -88.5, -89.0, -89.5, -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f6730838-a48d-480b-8e79-6524eff6ad0d' class='xr-index-data-in' type='checkbox'/><label for='index-f6730838-a48d-480b-8e79-6524eff6ad0d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
       "       ...\n",
       "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-efe38067-cf2a-4be6-8ab6-e68a9e002038' class='xr-section-summary-in' type='checkbox'  ><label for='section-efe38067-cf2a-4be6-8ab6-e68a9e002038' 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>search :</span></dt><dd>TMP:2 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 1MB\n",
       "Dimensions:              (latitude: 361, longitude: 720)\n",
       "Coordinates:\n",
       "    number               int64 8B 5\n",
       "    time                 datetime64[ns] 8B 2022-01-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 3kB 90.0 89.5 89.0 ... -89.5 -90.0\n",
       "  * longitude            (longitude) float64 6kB 0.0 0.5 1.0 ... 359.0 359.5\n",
       "    valid_time           datetime64[ns] 8B 2022-01-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 1MB 244.5 244.5 ... 252.3\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",
       "    search:                  TMP:2 m"
      ]
     },
     "execution_count": 18,
     "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 \"search\" 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": "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": 19,
   "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: https://noaa-gefs-retrospective.s3.amazonaws.com/GEFSv12/reforecast/2017/2017031400/c00/Days:1-10/tmp_2m_2017031400_c00.grib2\n",
      "\tdst: /home/blaylock/data/gefs_reforecast/20170314/tmp_2m_2017031400_c00.grib2\n"
     ]
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    {
     "data": {
      "text/plain": [
       "PosixPath('/home/blaylock/data/gefs_reforecast/20170314/tmp_2m_2017031400_c00.grib2')"
      ]
     },
     "execution_count": 19,
     "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)"
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   "id": "f4782e73",
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    "## Download/Retrieve a subset\n",
    "\n",
    "Subsetting uses the `search` 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 `search` 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": 20,
   "id": "66a65101",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0     :TMP:2 m above ground:3 hour fcst:ENS=low-res ctl\n",
       "1     :TMP:2 m above ground:6 hour fcst:ENS=low-res ctl\n",
       "2     :TMP:2 m above ground:9 hour fcst:ENS=low-res ctl\n",
       "3     :TMP:2 m above ground:12 hour fcst:ENS=low-res...\n",
       "4     :TMP:2 m above ground:15 hour fcst:ENS=low-res...\n",
       "                            ...                        \n",
       "75    :TMP:2 m above ground:228 hour fcst:ENS=low-re...\n",
       "76    :TMP:2 m above ground:231 hour fcst:ENS=low-re...\n",
       "77    :TMP:2 m above ground:234 hour fcst:ENS=low-re...\n",
       "78    :TMP:2 m above ground:237 hour fcst:ENS=low-re...\n",
       "79    :TMP:2 m above ground:240 hour fcst:ENS=low-re...\n",
       "Name: search_this, Length: 80, dtype: object"
      ]
     },
     "execution_count": 20,
     "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": 21,
   "id": "24b519cd",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 4MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    number               int64 8B 0\n",
       "    time                 datetime64[ns] 8B 2017-03-14\n",
       "    step                 timedelta64[ns] 8B 15:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB 0.0 0.25 0.5 ... 359.5 359.8\n",
       "    valid_time           datetime64[ns] 8B 2017-03-14T15:00:00\n",
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       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 4MB 242.8 242.8 ... 225.7\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_reforecast\n",
       "    product:                 GEFSv12/reforecast\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             /home/blaylock/data/gefs_reforecast/20170314/tmp...\n",
       "    local_grib:              /home/blaylock/data/gefs_reforecast/20170314/sub...\n",
       "    search:                  :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-4587fbca-768c-439b-9bc1-5b6b68b9a92b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4587fbca-768c-439b-9bc1-5b6b68b9a92b' 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-a208a187-2d25-4de2-b940-f97d0dd8e649' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a208a187-2d25-4de2-b940-f97d0dd8e649' class='xr-section-summary' >Coordinates: <span>(8)</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'>0</div><input id='attrs-55a8cde7-f646-4f9a-b8b9-83efc3ce1b91' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55a8cde7-f646-4f9a-b8b9-83efc3ce1b91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7c721b3b-ab3e-47ab-8a92-a28e5ce66964' class='xr-var-data-in' type='checkbox'><label for='data-7c721b3b-ab3e-47ab-8a92-a28e5ce66964' 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-7d39d291-042d-4923-b581-f7cde00ae4fe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7d39d291-042d-4923-b581-f7cde00ae4fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7f298550-2332-4b2a-862c-91280b7bf079' class='xr-var-data-in' type='checkbox'><label for='data-7f298550-2332-4b2a-862c-91280b7bf079' 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-8bc74712-89db-4f35-89e8-12a571937b43' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8bc74712-89db-4f35-89e8-12a571937b43' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5fefe2d8-6996-4183-bb10-087ee331ce73' class='xr-var-data-in' type='checkbox'><label for='data-5fefe2d8-6996-4183-bb10-087ee331ce73' 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-860af2d7-a85c-43a1-a237-485960c00fa8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-860af2d7-a85c-43a1-a237-485960c00fa8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62f8151e-0157-4914-acb4-f3f081049244' class='xr-var-data-in' type='checkbox'><label for='data-62f8151e-0157-4914-acb4-f3f081049244' 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-0728df63-507e-4f2d-bf44-64e53aea43b8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0728df63-507e-4f2d-bf44-64e53aea43b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7deb213-f166-4f05-a803-e9e116f39124' class='xr-var-data-in' type='checkbox'><label for='data-f7deb213-f166-4f05-a803-e9e116f39124' 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-a99b7ae3-fb2d-408d-8a53-ed2cc9397866' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a99b7ae3-fb2d-408d-8a53-ed2cc9397866' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb51faa9-ba53-4889-a170-6f908d3a3cd2' class='xr-var-data-in' type='checkbox'><label for='data-fb51faa9-ba53-4889-a170-6f908d3a3cd2' 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'>2017-03-14T15:00:00</div><input id='attrs-62c06f6c-db96-40fa-8d56-2703c286bc65' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-62c06f6c-db96-40fa-8d56-2703c286bc65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8172636-ffe3-4013-9c78-9ecd3eb82008' class='xr-var-data-in' type='checkbox'><label for='data-d8172636-ffe3-4013-9c78-9ecd3eb82008' 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><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-4275ff54-0161-49ce-905c-c9e2c606ce62' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4275ff54-0161-49ce-905c-c9e2c606ce62' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0270f37b-5e5f-4e8c-91e4-6a5e2128d6ab' class='xr-var-data-in' type='checkbox'><label for='data-0270f37b-5e5f-4e8c-91e4-6a5e2128d6ab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>GEFS_REFORECAST 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-4ccd1377-3c4c-41e9-9e61-5629a4ac281f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4ccd1377-3c4c-41e9-9e61-5629a4ac281f' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>242.8 242.8 242.8 ... 225.7 225.7</div><input id='attrs-40efb9bf-dc46-43fd-84cf-6bc1a5a7c641' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-40efb9bf-dc46-43fd-84cf-6bc1a5a7c641' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d83f3ba7-2c6d-4d00-9350-eb93ccef13c7' class='xr-var-data-in' type='checkbox'><label for='data-d83f3ba7-2c6d-4d00-9350-eb93ccef13c7' 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>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>15</dd><dt><span>GRIB_totalNumber :</span></dt><dd>10</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>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([[242.79997, 242.79997, 242.79997, ..., 242.79997, 242.79997,\n",
       "        242.79997],\n",
       "       [243.39998, 243.39998, 243.39998, ..., 243.39998, 243.39998,\n",
       "        243.39998],\n",
       "       [244.19998, 244.19998, 244.29997, ..., 244.09998, 244.09998,\n",
       "        244.19998],\n",
       "       ...,\n",
       "       [225.29997, 225.29997, 225.29997, ..., 225.29997, 225.29997,\n",
       "        225.29997],\n",
       "       [225.69998, 225.69998, 225.69998, ..., 225.69998, 225.69998,\n",
       "        225.69998],\n",
       "       [225.69998, 225.69998, 225.69998, ..., 225.69998, 225.69998,\n",
       "        225.69998]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-de456b98-17f5-468a-835d-d8a9a05d93da' class='xr-section-summary-in' type='checkbox'  ><label for='section-de456b98-17f5-468a-835d-d8a9a05d93da' 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-8fe9ce57-af01-44e0-9992-2eaace772cb8' class='xr-index-data-in' type='checkbox'/><label for='index-8fe9ce57-af01-44e0-9992-2eaace772cb8' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,   88.0,\n",
       "        87.75,\n",
       "       ...\n",
       "       -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5, -89.75,\n",
       "        -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</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-8eda686c-af26-4050-a364-0c7532a3db55' class='xr-index-data-in' type='checkbox'/><label for='index-8eda686c-af26-4050-a364-0c7532a3db55' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0.0,   0.25,    0.5,   0.75,    1.0,   1.25,    1.5,   1.75,    2.0,\n",
       "         2.25,\n",
       "       ...\n",
       "        357.5, 357.75,  358.0, 358.25,  358.5, 358.75,  359.0, 359.25,  359.5,\n",
       "       359.75],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-acf2444c-ef87-41ee-a76a-820e4d444dbd' class='xr-section-summary-in' type='checkbox'  ><label for='section-acf2444c-ef87-41ee-a76a-820e4d444dbd' 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_reforecast</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>/home/blaylock/data/gefs_reforecast/20170314/tmp_2m_2017031400_c00.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/gefs_reforecast/20170314/subset_191288ed__tmp_2m_2017031400_c00.grib2</dd><dt><span>search :</span></dt><dd>:15 hour fcst:</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 4MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    number               int64 8B 0\n",
       "    time                 datetime64[ns] 8B 2017-03-14\n",
       "    step                 timedelta64[ns] 8B 15:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB 0.0 0.25 0.5 ... 359.5 359.8\n",
       "    valid_time           datetime64[ns] 8B 2017-03-14T15:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 4MB 242.8 242.8 ... 225.7\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_reforecast\n",
       "    product:                 GEFSv12/reforecast\n",
       "    description:             Global Ensemble Forecast System (GEFS)\n",
       "    remote_grib:             /home/blaylock/data/gefs_reforecast/20170314/tmp...\n",
       "    local_grib:              /home/blaylock/data/gefs_reforecast/20170314/sub...\n",
       "    search:                  :15 hour fcst:"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get the 15-h forecast\n",
    "ds = H.xarray(\":15 hour fcst:\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "4e58339a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '2 metre temperature')"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 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,\n",
    "    ds.latitude,\n",
    "    ds.t2m - 273.15,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **paint.NWSTemperature.cbar_kwargs2\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.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": 23,
   "id": "da8d9a4e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import s3fs\n",
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "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": 25,
   "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": 26,
   "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>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>56</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>57</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>58</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>59</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>60</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",
       "<p>61 rows × 5 columns</p>\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",
       "..      ...   ...         ...         ...        ...\n",
       "56     vgrd  pvor  2015010100   c00.grib2       None\n",
       "57     vvel  pres  2015010100   c00.grib2       None\n",
       "58     vvel  pres    abv700mb  2015010100  c00.grib2\n",
       "59     watr   sfc  2015010100   c00.grib2       None\n",
       "60    weasd   sfc  2015010100   c00.grib2       None\n",
       "\n",
       "[61 rows x 5 columns]"
      ]
     },
     "execution_count": 26,
     "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": 28,
   "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": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# These are the available variables\n",
    "variable_levels_df.variable.unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "7ac88b17",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['sfc', 'ceiling', 'hybr', 'pres', 'hgt', 'msl', 'mslet', 'pvor',\n",
       "       'isen', 'eatm', 'bgrnd', '2m', 'tatm'], dtype=object)"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# These are the available levels\n",
    "variable_levels_df.level.unique()"
   ]
  }
 ],
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