datasets/daymet/daymet-example.ipynb

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    "## Accessing Daymet data with the Planetary Computer STAC API\n",
    "\n",
    "The [Daymet](https://daymet.ornl.gov/) dataset contains daily minimum temperature, maximum temperature, precipitation, shortwave radiation, vapor pressure, snow water equivalent, and day length at 1km resolution for North America, Hawaii, and Puerto Rico. Annual and monthly summaries are also available. The dataset covers the period from January 1, 1980 to December 31, 2020.\n",
    "\n",
    "Daymet is available in both NetCDF and Zarr format on Azure; this notebook demonstrates using the Planetary Computer STAC API to access to the Zarr data, which can be read into an [xarray](http://xarray.pydata.org/en/stable/) [Dataset](http://xarray.pydata.org/en/stable/data-structures.html#dataset). If you just need a subset of the data, we recommend using xarray and Zarr to avoid downloading the full dataset unnecessarily."
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   "source": [
    "### Environment setup"
   ]
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   "cell_type": "code",
   "execution_count": 1,
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    "scrolled": true
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   "outputs": [],
   "source": [
    "import cartopy.crs as ccrs\n",
    "import fsspec\n",
    "import matplotlib.pyplot as plt\n",
    "import pystac\n",
    "import xarray as xr\n",
    "import warnings\n",
    "from dask_gateway import GatewayCluster\n",
    "\n",
    "\n",
    "warnings.simplefilter(\"ignore\", RuntimeWarning)"
   ]
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Data access\n",
    "\n",
    "There are 9 STAC Collections representing the unique combination of the 3 regions (`na`, `hi`, `pr`) and 3 frequencies (`daily`, `monthly`, `annual`), each prefixed with the `daymet` key. For example, `daymet-monthly-na` or `daymet-annual-pr`. Each collection contains all the metadata necessary to load the dataset with xarray, and can be read by [PySTAC](https://pystac.readthedocs.io/en/latest/).\n",
    "\n",
    "Let's start by loading the daily data for Hawaii."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Collection id=daymet-daily-hi>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "url = \"https://planetarycomputer.microsoft.com/api/stac/v1/collections/daymet-daily-hi\"\n",
    "collection = pystac.read_file(url)\n",
    "collection"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The collection contains assets, which are links to the root of a Zarr store, and can be opened with xarray."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Asset href=https://daymeteuwest.blob.core.windows.net/daymet-zarr/daily/hi.zarr>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "asset = collection.assets[\"zarr-https\"]\n",
    "asset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:                  (time: 14965, y: 584, x: 284, nv: 2)\n",
       "Coordinates:\n",
       "    lat                      (y, x) float32 dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;\n",
       "    lon                      (y, x) float32 dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;\n",
       "  * time                     (time) datetime64[ns] 1980-01-01T12:00:00 ... 20...\n",
       "  * x                        (x) float32 -5.802e+06 -5.801e+06 ... -5.519e+06\n",
       "  * y                        (y) float32 -3.9e+04 -4e+04 ... -6.21e+05 -6.22e+05\n",
       "Dimensions without coordinates: nv\n",
       "Data variables:\n",
       "    dayl                     (time, y, x) float32 dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;\n",
       "    lambert_conformal_conic  int16 ...\n",
       "    prcp                     (time, y, x) float32 dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;\n",
       "    srad                     (time, y, x) float32 dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;\n",
       "    swe                      (time, y, x) float32 dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;\n",
       "    time_bnds                (time, nv) datetime64[ns] dask.array&lt;chunksize=(365, 2), meta=np.ndarray&gt;\n",
       "    tmax                     (time, y, x) float32 dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;\n",
       "    tmin                     (time, y, x) float32 dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;\n",
       "    vp                       (time, y, x) float32 dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;\n",
       "    yearday                  (time) int16 dask.array&lt;chunksize=(365,), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    Conventions:       CF-1.6\n",
       "    Version_data:      Daymet Data Version 4.0\n",
       "    Version_software:  Daymet Software Version 4.0\n",
       "    citation:          Please see http://daymet.ornl.gov/ for current Daymet ...\n",
       "    references:        Please see http://daymet.ornl.gov/ for current informa...\n",
       "    source:            Daymet Software Version 4.0\n",
       "    start_year:        1980</pre><div class='xr-wrap' hidden><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-3298c0c2-8528-4c78-80cd-664c5eb1f13d' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3298c0c2-8528-4c78-80cd-664c5eb1f13d' 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'>time</span>: 14965</li><li><span class='xr-has-index'>y</span>: 584</li><li><span class='xr-has-index'>x</span>: 284</li><li><span>nv</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-68951fd8-e232-4bfa-a5f5-723236cd6e55' class='xr-section-summary-in' type='checkbox'  checked><label for='section-68951fd8-e232-4bfa-a5f5-723236cd6e55' class='xr-section-summary' >Coordinates: <span>(5)</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>lat</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;</div><input id='attrs-c9eab098-8483-429a-ba23-b2f1daf28e61' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c9eab098-8483-429a-ba23-b2f1daf28e61' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-26865c93-f179-45fb-8697-9ecc217aaf97' class='xr-var-data-in' type='checkbox'><label for='data-26865c93-f179-45fb-8697-9ecc217aaf97' 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>latitude coordinate</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 647.88 kiB </td>\n",
       "                        <td> 647.88 kiB </td>\n",
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       "                        <td> (584, 284) </td>\n",
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       "                        <th> Count </th>\n",
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       "                        <td> 1 Chunks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;</div><input id='attrs-bcedada1-2c94-46ee-b131-3239c7c2c698' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bcedada1-2c94-46ee-b131-3239c7c2c698' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2ae0263-e514-4b0b-b2e1-e3faf1efe793' class='xr-var-data-in' type='checkbox'><label for='data-b2ae0263-e514-4b0b-b2e1-e3faf1efe793' 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>longitude coordinate</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
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       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 647.88 kiB </td>\n",
       "                        <td> 647.88 kiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (584, 284) </td>\n",
       "                        <td> (584, 284) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 2 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1980-01-01T12:00:00 ... 2020-12-...</div><input id='attrs-9a3e303d-93ef-4021-8e88-4a585ab24dce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9a3e303d-93ef-4021-8e88-4a585ab24dce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-af5415b7-4d5b-466f-8684-d03ce51cc148' class='xr-var-data-in' type='checkbox'><label for='data-af5415b7-4d5b-466f-8684-d03ce51cc148' 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>bounds :</span></dt><dd>time_bnds</dd><dt><span>long_name :</span></dt><dd>24-hour day based on local time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1980-01-01T12:00:00.000000000&#x27;, &#x27;1980-01-02T12:00:00.000000000&#x27;,\n",
       "       &#x27;1980-01-03T12:00:00.000000000&#x27;, ..., &#x27;2020-12-28T12:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-29T12:00:00.000000000&#x27;, &#x27;2020-12-30T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-5.802e+06 ... -5.519e+06</div><input id='attrs-fd9791c2-5d8e-4c4b-86a1-88935c1d2088' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fd9791c2-5d8e-4c4b-86a1-88935c1d2088' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-81a7a18b-9e8e-400c-abd5-416ff0b71835' class='xr-var-data-in' type='checkbox'><label for='data-81a7a18b-9e8e-400c-abd5-416ff0b71835' 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>x coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_x_coordinate</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([-5802250., -5801250., -5800250., ..., -5521250., -5520250., -5519250.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-3.9e+04 -4e+04 ... -6.22e+05</div><input id='attrs-1995a688-8b55-4e32-987c-029cc54e5337' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1995a688-8b55-4e32-987c-029cc54e5337' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ec337f4-46f9-4dd9-af59-96724a448e71' class='xr-var-data-in' type='checkbox'><label for='data-3ec337f4-46f9-4dd9-af59-96724a448e71' 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>y coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_y_coordinate</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([ -39000.,  -40000.,  -41000., ..., -620000., -621000., -622000.],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-516e02a5-b29a-4b02-b4e7-5dc67cf0cf7f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-516e02a5-b29a-4b02-b4e7-5dc67cf0cf7f' class='xr-section-summary' >Data variables: <span>(10)</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>dayl</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;</div><input id='attrs-b1e2e92c-ba02-4e5f-8533-860ef0e78f3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b1e2e92c-ba02-4e5f-8533-860ef0e78f3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca5244b1-8b51-4c96-9324-9e399da649e3' class='xr-var-data-in' type='checkbox'><label for='data-ca5244b1-8b51-4c96-9324-9e399da649e3' 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>cell_methods :</span></dt><dd>area: mean</dd><dt><span>grid_mapping :</span></dt><dd>lambert_conformal_conic</dd><dt><span>long_name :</span></dt><dd>daylength</dd><dt><span>units :</span></dt><dd>s</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 9.25 GiB </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambert_conformal_conic</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2a08a74e-4e30-4a7c-828d-b24bcd30c946' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2a08a74e-4e30-4a7c-828d-b24bcd30c946' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-027e656e-ffb9-40a2-93a5-9303ef3ee105' class='xr-var-data-in' type='checkbox'><label for='data-027e656e-ffb9-40a2-93a5-9303ef3ee105' 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>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_conformal_conic</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>42.5</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>-100.0</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>standard_parallel :</span></dt><dd>[25.0, 60.0]</dd></dl></div><div class='xr-var-data'><pre>array(-32767, dtype=int16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prcp</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;</div><input id='attrs-832de761-c236-43bf-bd66-4ae7658956db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-832de761-c236-43bf-bd66-4ae7658956db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c053b037-2b38-48a8-aad3-b3dee1c7ebd4' class='xr-var-data-in' type='checkbox'><label for='data-c053b037-2b38-48a8-aad3-b3dee1c7ebd4' 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>cell_methods :</span></dt><dd>area: mean time: sum</dd><dt><span>grid_mapping :</span></dt><dd>lambert_conformal_conic</dd><dt><span>long_name :</span></dt><dd>daily total precipitation</dd><dt><span>units :</span></dt><dd>mm/day</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vp</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;</div><input id='attrs-31bba152-0880-441b-a756-9312ac751a92' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-31bba152-0880-441b-a756-9312ac751a92' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49573f93-b1e1-45c1-8e27-7eeb0f863a38' class='xr-var-data-in' type='checkbox'><label for='data-49573f93-b1e1-45c1-8e27-7eeb0f863a38' 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>cell_methods :</span></dt><dd>area: mean time: mean</dd><dt><span>grid_mapping :</span></dt><dd>lambert_conformal_conic</dd><dt><span>long_name :</span></dt><dd>daily average vapor pressure</dd><dt><span>units :</span></dt><dd>Pa</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>yearday</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(365,), meta=np.ndarray&gt;</div><input id='attrs-582c45e6-91dd-41b1-8c52-02edadd1d670' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-582c45e6-91dd-41b1-8c52-02edadd1d670' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91325606-0908-4a28-8574-9cc108a6dc14' class='xr-var-data-in' type='checkbox'><label for='data-91325606-0908-4a28-8574-9cc108a6dc14' 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>day of year (DOY) starting with day 1 on Januaray 1st</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <td> (365,) </td>\n",
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       "                        <th> Count </th>\n",
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       "                        <td> 41 Chunks </td>\n",
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       "                    <th> Type </th>\n",
       "                    <td> int16 </td>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-4a73cb2c-0ede-405c-9c79-e98127cee1e6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4a73cb2c-0ede-405c-9c79-e98127cee1e6' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>Version_data :</span></dt><dd>Daymet Data Version 4.0</dd><dt><span>Version_software :</span></dt><dd>Daymet Software Version 4.0</dd><dt><span>citation :</span></dt><dd>Please see http://daymet.ornl.gov/ for current Daymet data citation information</dd><dt><span>references :</span></dt><dd>Please see http://daymet.ornl.gov/ for current information on Daymet references</dd><dt><span>source :</span></dt><dd>Daymet Software Version 4.0</dd><dt><span>start_year :</span></dt><dd>1980</dd></dl></div></li></ul></div></div>"
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       "  * time                     (time) datetime64[ns] 1980-01-01T12:00:00 ... 20...\n",
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       "    prcp                     (time, y, x) float32 dask.array<chunksize=(365, 584, 284), meta=np.ndarray>\n",
       "    srad                     (time, y, x) float32 dask.array<chunksize=(365, 584, 284), meta=np.ndarray>\n",
       "    swe                      (time, y, x) float32 dask.array<chunksize=(365, 584, 284), meta=np.ndarray>\n",
       "    time_bnds                (time, nv) datetime64[ns] dask.array<chunksize=(365, 2), meta=np.ndarray>\n",
       "    tmax                     (time, y, x) float32 dask.array<chunksize=(365, 584, 284), meta=np.ndarray>\n",
       "    tmin                     (time, y, x) float32 dask.array<chunksize=(365, 584, 284), meta=np.ndarray>\n",
       "    vp                       (time, y, x) float32 dask.array<chunksize=(365, 584, 284), meta=np.ndarray>\n",
       "    yearday                  (time) int16 dask.array<chunksize=(365,), meta=np.ndarray>\n",
       "Attributes:\n",
       "    Conventions:       CF-1.6\n",
       "    Version_data:      Daymet Data Version 4.0\n",
       "    Version_software:  Daymet Software Version 4.0\n",
       "    citation:          Please see http://daymet.ornl.gov/ for current Daymet ...\n",
       "    references:        Please see http://daymet.ornl.gov/ for current informa...\n",
       "    source:            Daymet Software Version 4.0\n",
       "    start_year:        1980"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "store = fsspec.get_mapper(asset.href)\n",
    "ds = xr.open_zarr(store, **asset.extra_fields[\"xarray:open_kwargs\"])\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Working with the data\n",
    "\n",
    "Using xarray, we can quickly select subsets of the data, perform an aggregation, and plot the result. For example, we'll plot the average of the maximum temperature for the year 2020. We can tell xarray to keep the attributes from the Dataset on the resulting DataArray."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;tmax&#x27; (y: 584, x: 284)&gt;\n",
       "dask.array&lt;mean_agg-aggregate, shape=(584, 284), dtype=float32, chunksize=(584, 284), chunktype=numpy.ndarray&gt;\n",
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       "    lon      (y, x) float32 dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;\n",
       "  * x        (x) float32 -5.802e+06 -5.801e+06 -5.8e+06 ... -5.52e+06 -5.519e+06\n",
       "  * y        (y) float32 -3.9e+04 -4e+04 -4.1e+04 ... -6.21e+05 -6.22e+05\n",
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       "    cell_methods:  area: mean time: maximum\n",
       "    grid_mapping:  lambert_conformal_conic\n",
       "    long_name:     daily maximum temperature\n",
       "    units:         degrees C</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'tmax'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 584</li><li><span class='xr-has-index'>x</span>: 284</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-021b2e12-b493-4dc3-adec-5a11721ad1e6' class='xr-array-in' type='checkbox' checked><label for='section-021b2e12-b493-4dc3-adec-5a11721ad1e6' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
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       "</table></div></div></li><li class='xr-section-item'><input id='section-008af841-2599-4882-b2df-14d8abfecbb7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-008af841-2599-4882-b2df-14d8abfecbb7' class='xr-section-summary' >Coordinates: <span>(4)</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>lat</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;</div><input id='attrs-b8d71f67-2c45-42bd-8d55-e4eabc2dbbe7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8d71f67-2c45-42bd-8d55-e4eabc2dbbe7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fcbaf670-cbdc-4ba4-8302-c536df66caff' class='xr-var-data-in' type='checkbox'><label for='data-fcbaf670-cbdc-4ba4-8302-c536df66caff' 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>latitude coordinate</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 647.88 kiB </td>\n",
       "                        <td> 647.88 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (584, 284) </td>\n",
       "                        <td> (584, 284) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 2 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"108\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"58\" y2=\"0\" style=\"stroke-width:2\" />\n",
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       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"120\" style=\"stroke-width:2\" />\n",
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       "\n",
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       "  <polygon points=\"0.0,0.0 58.35616438356165,0.0 58.35616438356165,120.0 0.0,120.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
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       "  <!-- Text -->\n",
       "  <text x=\"29.178082\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >284</text>\n",
       "  <text x=\"78.356164\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,78.356164,60.000000)\">584</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;</div><input id='attrs-e404441b-ad28-4464-8772-d8a04541d72c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e404441b-ad28-4464-8772-d8a04541d72c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46be05ef-9f5c-4739-8d30-727d1dded3b8' class='xr-var-data-in' type='checkbox'><label for='data-46be05ef-9f5c-4739-8d30-727d1dded3b8' 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>longitude coordinate</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 647.88 kiB </td>\n",
       "                        <td> 647.88 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (584, 284) </td>\n",
       "                        <td> (584, 284) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 2 Tasks </td>\n",
       "                        <td> 1 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"108\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"58\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"120\" x2=\"58\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"58\" y1=\"0\" x2=\"58\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 58.35616438356165,0.0 58.35616438356165,120.0 0.0,120.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"29.178082\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >284</text>\n",
       "  <text x=\"78.356164\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,78.356164,60.000000)\">584</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-5.802e+06 ... -5.519e+06</div><input id='attrs-d1279463-77b1-4050-8cce-f67a96814d0e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d1279463-77b1-4050-8cce-f67a96814d0e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96182900-4ac1-4fa6-952e-c877c545efaf' class='xr-var-data-in' type='checkbox'><label for='data-96182900-4ac1-4fa6-952e-c877c545efaf' 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>x coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_x_coordinate</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([-5802250., -5801250., -5800250., ..., -5521250., -5520250., -5519250.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-3.9e+04 -4e+04 ... -6.22e+05</div><input id='attrs-d558f956-a901-48be-b71b-c93afa1acd05' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d558f956-a901-48be-b71b-c93afa1acd05' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6ab1de1-3ff4-4911-aef6-e0015ddf3887' class='xr-var-data-in' type='checkbox'><label for='data-c6ab1de1-3ff4-4911-aef6-e0015ddf3887' 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>y coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_y_coordinate</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([ -39000.,  -40000.,  -41000., ..., -620000., -621000., -622000.],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-586cb0f1-5fcb-4d4f-91ce-a841021ca7d8' class='xr-section-summary-in' type='checkbox'  checked><label for='section-586cb0f1-5fcb-4d4f-91ce-a841021ca7d8' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>cell_methods :</span></dt><dd>area: mean time: maximum</dd><dt><span>grid_mapping :</span></dt><dd>lambert_conformal_conic</dd><dt><span>long_name :</span></dt><dd>daily maximum temperature</dd><dt><span>units :</span></dt><dd>degrees C</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'tmax' (y: 584, x: 284)>\n",
       "dask.array<mean_agg-aggregate, shape=(584, 284), dtype=float32, chunksize=(584, 284), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    lat      (y, x) float32 dask.array<chunksize=(584, 284), meta=np.ndarray>\n",
       "    lon      (y, x) float32 dask.array<chunksize=(584, 284), meta=np.ndarray>\n",
       "  * x        (x) float32 -5.802e+06 -5.801e+06 -5.8e+06 ... -5.52e+06 -5.519e+06\n",
       "  * y        (y) float32 -3.9e+04 -4e+04 -4.1e+04 ... -6.21e+05 -6.22e+05\n",
       "Attributes:\n",
       "    cell_methods:  area: mean time: maximum\n",
       "    grid_mapping:  lambert_conformal_conic\n",
       "    long_name:     daily maximum temperature\n",
       "    units:         degrees C"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xr.set_options(keep_attrs=True)\n",
    "\n",
    "avg_tmax = ds.sel(time=\"2020\")[\"tmax\"].mean(dim=\"time\")\n",
    "avg_tmax"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Pull the Coordinate Reference System (CRS) out from the dataset attributes and plot the variable in a geographic projection. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "lcc = ds.variables[\"lambert_conformal_conic\"].attrs\n",
    "\n",
    "prj_kwargs = dict(\n",
    "    central_latitude=lcc[\"latitude_of_projection_origin\"],\n",
    "    central_longitude=lcc[\"longitude_of_central_meridian\"],\n",
    "    standard_parallels=(lcc[\"standard_parallel\"]),\n",
    ")\n",
    "crs = ccrs.LambertConformal(**prj_kwargs)\n",
    "\n",
    "fig = plt.figure(figsize=(10, 6), dpi=100)\n",
    "ax = plt.axes(projection=ccrs.PlateCarree(), frameon=False)\n",
    "avg_tmax.plot(\n",
    "    ax=ax, transform=crs, cmap=\"inferno\", cbar_kwargs={\"aspect\": 50}, robust=True\n",
    ")\n",
    "ax.coastlines(linewidth=0.2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we can visualize the timeseries of the minimum temperature over the past decade."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1200x400 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(12, 4), dpi=100)\n",
    "ds.sel(time=slice(\"2010\", \"2019\"))[\"tmin\"].mean(dim=[\"x\", \"y\"]).plot(ax=ax);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Chunking\n",
    "\n",
    "Each of the datasets is chunked to allow for parallel and out-of-core or distributed processing with [Dask](https://dask.org/). The different frequencies (`daily`, `monthly`, `annual`) are chunked so that each year is in a single chunk. The different regions in the `x` and `y` coordinates are chunked so that no single chunk is larger than about 250 MB, which is primarily important for the `na` region."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;prcp&#x27; (time: 14965, y: 584, x: 284)&gt;\n",
       "dask.array&lt;open_dataset-595ca69f45056a9390cc796740b685d6prcp, shape=(14965, 584, 284), dtype=float32, chunksize=(365, 584, 284), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "    lat      (y, x) float32 dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;\n",
       "    lon      (y, x) float32 dask.array&lt;chunksize=(584, 284), meta=np.ndarray&gt;\n",
       "  * time     (time) datetime64[ns] 1980-01-01T12:00:00 ... 2020-12-30T12:00:00\n",
       "  * x        (x) float32 -5.802e+06 -5.801e+06 -5.8e+06 ... -5.52e+06 -5.519e+06\n",
       "  * y        (y) float32 -3.9e+04 -4e+04 -4.1e+04 ... -6.21e+05 -6.22e+05\n",
       "Attributes:\n",
       "    cell_methods:  area: mean time: sum\n",
       "    grid_mapping:  lambert_conformal_conic\n",
       "    long_name:     daily total precipitation\n",
       "    units:         mm/day</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'prcp'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 14965</li><li><span class='xr-has-index'>y</span>: 584</li><li><span class='xr-has-index'>x</span>: 284</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-17777456-b006-471b-ab3d-3fe34cf21d0e' class='xr-array-in' type='checkbox' checked><label for='section-17777456-b006-471b-ab3d-3fe34cf21d0e' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(365, 584, 284), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                        <td> </td>\n",
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       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 9.25 GiB </td>\n",
       "                        <td> 230.93 MiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (14965, 584, 284) </td>\n",
       "                        <td> (365, 584, 284) </td>\n",
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       "                        <th> Count </th>\n",
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       "                        <td> 41 Chunks </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1980-01-01T12:00:00 ... 2020-12-...</div><input id='attrs-406f64a0-b219-4c70-a0cc-14c275514879' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-406f64a0-b219-4c70-a0cc-14c275514879' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c1da0688-9c63-4cb5-be38-d39007668bcc' class='xr-var-data-in' type='checkbox'><label for='data-c1da0688-9c63-4cb5-be38-d39007668bcc' 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>bounds :</span></dt><dd>time_bnds</dd><dt><span>long_name :</span></dt><dd>24-hour day based on local time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1980-01-01T12:00:00.000000000&#x27;, &#x27;1980-01-02T12:00:00.000000000&#x27;,\n",
       "       &#x27;1980-01-03T12:00:00.000000000&#x27;, ..., &#x27;2020-12-28T12:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-29T12:00:00.000000000&#x27;, &#x27;2020-12-30T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-5.802e+06 ... -5.519e+06</div><input id='attrs-77b9b31a-ad8f-4654-9e4d-1c404432cf1d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-77b9b31a-ad8f-4654-9e4d-1c404432cf1d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-87ac54fe-4ae7-47f4-af3f-7e1d715537c6' class='xr-var-data-in' type='checkbox'><label for='data-87ac54fe-4ae7-47f4-af3f-7e1d715537c6' 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>x coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_x_coordinate</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([-5802250., -5801250., -5800250., ..., -5521250., -5520250., -5519250.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-3.9e+04 -4e+04 ... -6.22e+05</div><input id='attrs-cc3ac8ea-b747-4d29-a76a-13db3f0582fb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cc3ac8ea-b747-4d29-a76a-13db3f0582fb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a0cf9940-cf9d-4719-add2-94c23d532ab1' class='xr-var-data-in' type='checkbox'><label for='data-a0cf9940-cf9d-4719-add2-94c23d532ab1' 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>y coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_y_coordinate</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([ -39000.,  -40000.,  -41000., ..., -620000., -621000., -622000.],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-74ab26b5-85a6-41b9-868f-01eb88ba5815' class='xr-section-summary-in' type='checkbox'  checked><label for='section-74ab26b5-85a6-41b9-868f-01eb88ba5815' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>cell_methods :</span></dt><dd>area: mean time: sum</dd><dt><span>grid_mapping :</span></dt><dd>lambert_conformal_conic</dd><dt><span>long_name :</span></dt><dd>daily total precipitation</dd><dt><span>units :</span></dt><dd>mm/day</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'prcp' (time: 14965, y: 584, x: 284)>\n",
       "dask.array<open_dataset-595ca69f45056a9390cc796740b685d6prcp, shape=(14965, 584, 284), dtype=float32, chunksize=(365, 584, 284), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    lat      (y, x) float32 dask.array<chunksize=(584, 284), meta=np.ndarray>\n",
       "    lon      (y, x) float32 dask.array<chunksize=(584, 284), meta=np.ndarray>\n",
       "  * time     (time) datetime64[ns] 1980-01-01T12:00:00 ... 2020-12-30T12:00:00\n",
       "  * x        (x) float32 -5.802e+06 -5.801e+06 -5.8e+06 ... -5.52e+06 -5.519e+06\n",
       "  * y        (y) float32 -3.9e+04 -4e+04 -4.1e+04 ... -6.21e+05 -6.22e+05\n",
       "Attributes:\n",
       "    cell_methods:  area: mean time: sum\n",
       "    grid_mapping:  lambert_conformal_conic\n",
       "    long_name:     daily total precipitation\n",
       "    units:         mm/day"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds[\"prcp\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "So our `prcp` array has a shape `(14965, 584, 284)` where each chunk is `(365, 584, 284)`. Examining the store for monthly North America, we see the chunks each have size `(12, 2000, 2000)`. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;prcp&#x27; (time: 492, y: 8075, x: 7814)&gt;\n",
       "dask.array&lt;open_dataset-ad827208ca8df83aa595cc31d9e59422prcp, shape=(492, 8075, 7814), dtype=float32, chunksize=(12, 2000, 2000), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "    lat      (y, x) float32 dask.array&lt;chunksize=(2000, 2000), meta=np.ndarray&gt;\n",
       "    lon      (y, x) float32 dask.array&lt;chunksize=(2000, 2000), meta=np.ndarray&gt;\n",
       "  * time     (time) datetime64[ns] 1980-01-16T12:00:00 ... 2020-12-16\n",
       "  * x        (x) float32 -4.56e+06 -4.559e+06 -4.558e+06 ... 3.252e+06 3.253e+06\n",
       "  * y        (y) float32 4.984e+06 4.983e+06 4.982e+06 ... -3.089e+06 -3.09e+06\n",
       "Attributes:\n",
       "    cell_methods:  area: mean time: sum within days time: sum over days\n",
       "    grid_mapping:  lambert_conformal_conic\n",
       "    long_name:     monthly total precipitation\n",
       "    units:         mm</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'prcp'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 492</li><li><span class='xr-has-index'>y</span>: 8075</li><li><span class='xr-has-index'>x</span>: 7814</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-00742a77-0358-481e-9e2a-c4f804e91637' class='xr-array-in' type='checkbox' checked><label for='section-00742a77-0358-481e-9e2a-c4f804e91637' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(12, 2000, 2000), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 115.65 GiB </td>\n",
       "                        <td> 183.11 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (492, 8075, 7814) </td>\n",
       "                        <td> (12, 2000, 2000) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 821 Tasks </td>\n",
       "                        <td> 820 Chunks </td>\n",
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       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
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       "                <tbody>\n",
       "                    \n",
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       "                        <td> 15.26 MiB </td>\n",
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       "                        <th> Count </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(2000, 2000), meta=np.ndarray&gt;</div><input id='attrs-8e602943-a411-4a0f-9735-669e2cae53e6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8e602943-a411-4a0f-9735-669e2cae53e6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3890eb36-7d13-42e7-b701-7b75622b3521' class='xr-var-data-in' type='checkbox'><label for='data-3890eb36-7d13-42e7-b701-7b75622b3521' 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>longitude coordinate</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table>\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 240.70 MiB </td>\n",
       "                        <td> 15.26 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (8075, 7814) </td>\n",
       "                        <td> (2000, 2000) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 21 Tasks </td>\n",
       "                        <td> 20 Chunks </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                    <th> Type </th>\n",
       "                    <td> float32 </td>\n",
       "                    <td> numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"166\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"116\" y2=\"0\" style=\"stroke-width:2\" />\n",
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       "  <line x1=\"59\" y1=\"0\" x2=\"59\" y2=\"120\" />\n",
       "  <line x1=\"89\" y1=\"0\" x2=\"89\" y2=\"120\" />\n",
       "  <line x1=\"116\" y1=\"0\" x2=\"116\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
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       "  <polygon points=\"0.0,0.0 116.12136222910216,0.0 116.12136222910216,120.0 0.0,120.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"58.060681\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >7814</text>\n",
       "  <text x=\"136.121362\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,136.121362,60.000000)\">8075</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1980-01-16T12:00:00 ... 2020-12-16</div><input id='attrs-6da6296b-60f3-45be-8359-61f7c46a7715' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6da6296b-60f3-45be-8359-61f7c46a7715' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b3b8ea06-f36c-48f7-bdf7-b9e273c38277' class='xr-var-data-in' type='checkbox'><label for='data-b3b8ea06-f36c-48f7-bdf7-b9e273c38277' 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>bounds :</span></dt><dd>time_bnds</dd><dt><span>long_name :</span></dt><dd>24-hour day based on local time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1980-01-16T12:00:00.000000000&#x27;, &#x27;1980-02-15T12:00:00.000000000&#x27;,\n",
       "       &#x27;1980-03-16T12:00:00.000000000&#x27;, ..., &#x27;2020-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2020-11-16T00:00:00.000000000&#x27;, &#x27;2020-12-16T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-4.56e+06 -4.559e+06 ... 3.253e+06</div><input id='attrs-4f6e2205-e8b6-4bd6-914c-0254fa92f1e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4f6e2205-e8b6-4bd6-914c-0254fa92f1e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-477c9239-da7a-4638-8dc3-19cb6d3fc533' class='xr-var-data-in' type='checkbox'><label for='data-477c9239-da7a-4638-8dc3-19cb6d3fc533' 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>x coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_x_coordinate</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([-4560250., -4559250., -4558250., ...,  3250750.,  3251750.,  3252750.],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>4.984e+06 4.983e+06 ... -3.09e+06</div><input id='attrs-044c7b99-eeb9-474c-ad66-be13de5fa5e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-044c7b99-eeb9-474c-ad66-be13de5fa5e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d5b98e6f-01c0-4226-99ff-d338f765c28d' class='xr-var-data-in' type='checkbox'><label for='data-d5b98e6f-01c0-4226-99ff-d338f765c28d' 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>y coordinate of projection</dd><dt><span>standard_name :</span></dt><dd>projection_y_coordinate</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([ 4984000.,  4983000.,  4982000., ..., -3088000., -3089000., -3090000.],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-195d41ef-fec4-4600-a7a7-97fdf8f5d0c0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-195d41ef-fec4-4600-a7a7-97fdf8f5d0c0' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>cell_methods :</span></dt><dd>area: mean time: sum within days time: sum over days</dd><dt><span>grid_mapping :</span></dt><dd>lambert_conformal_conic</dd><dt><span>long_name :</span></dt><dd>monthly total precipitation</dd><dt><span>units :</span></dt><dd>mm</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'prcp' (time: 492, y: 8075, x: 7814)>\n",
       "dask.array<open_dataset-ad827208ca8df83aa595cc31d9e59422prcp, shape=(492, 8075, 7814), dtype=float32, chunksize=(12, 2000, 2000), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    lat      (y, x) float32 dask.array<chunksize=(2000, 2000), meta=np.ndarray>\n",
       "    lon      (y, x) float32 dask.array<chunksize=(2000, 2000), meta=np.ndarray>\n",
       "  * time     (time) datetime64[ns] 1980-01-16T12:00:00 ... 2020-12-16\n",
       "  * x        (x) float32 -4.56e+06 -4.559e+06 -4.558e+06 ... 3.252e+06 3.253e+06\n",
       "  * y        (y) float32 4.984e+06 4.983e+06 4.982e+06 ... -3.089e+06 -3.09e+06\n",
       "Attributes:\n",
       "    cell_methods:  area: mean time: sum within days time: sum over days\n",
       "    grid_mapping:  lambert_conformal_conic\n",
       "    long_name:     monthly total precipitation\n",
       "    units:         mm"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "na_url = (\n",
    "    \"https://planetarycomputer.microsoft.com/api/stac/v1/collections/\"\n",
    "    \"daymet-monthly-na\"\n",
    ")\n",
    "na_collection = pystac.read_file(na_url)\n",
    "na_asset = na_collection.assets[\"zarr-https\"]\n",
    "\n",
    "na_store = fsspec.get_mapper(na_asset.href)\n",
    "na = xr.open_zarr(na_store, **na_asset.extra_fields[\"xarray:open_kwargs\"])\n",
    "\n",
    "na[\"prcp\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Analyze and plot North America\n",
    "\n",
    "North America is considerably larger than the Hawaii or Puerto Rico dataset, so let's downsample a bit for quicker plotting. We'll also start up a Dask cluster to do reads and processing in parallel. If you're running this on the Hub, use the following URL in the Dask Extension to see progress. If you're not running it on the hub, you can use a `distributed.LocalCluster` to acheive the same result (but it will take longer, since it's running on a single machine)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "https://pcc-staging.westeurope.cloudapp.azure.com/compute/services/dask-gateway/clusters/staging.02a98b3f7f434728b104ebc8f04617a4/status\n"
     ]
    }
   ],
   "source": [
    "cluster = GatewayCluster()\n",
    "cluster.scale(16)\n",
    "client = cluster.get_client()\n",
    "print(cluster.dashboard_link)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "na_prcp = (\n",
    "    na[\"prcp\"]\n",
    "    .sel(time=\"2020-06\")\n",
    "    .coarsen(dim={\"x\": 4, \"y\": 4}, boundary=\"trim\")\n",
    "    .mean()\n",
    "    .load()\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First, grab monthly total precipitation from June 2020 and plot it over the continent to get a sense of the distribution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(\n",
    "    figsize=(10, 6), dpi=100, subplot_kw=dict(projection=crs, frameon=False)\n",
    ")\n",
    "na_prcp.plot(\n",
    "    ax=ax, transform=crs, cmap=\"YlGnBu\", cbar_kwargs={\"aspect\": 50}, robust=True\n",
    ")\n",
    "ax.set_extent([-145, -58, 5, 84])\n",
    "ax.coastlines(linewidth=0.2)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The dataset contains a lot of months. Let's compute the average precipition over the whole continent for each month in the last 10 years. From that, we'll grab the top 6 wettest months and plot them. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 68 ms, sys: 16 ms, total: 84 ms\n",
      "Wall time: 13.1 s\n"
     ]
    },
    {
     "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>prcp</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>time</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2016-08-16 12:00:00</th>\n",
       "      <td>91.286697</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2013-09-16 00:00:00</th>\n",
       "      <td>87.022514</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017-08-16 12:00:00</th>\n",
       "      <td>84.558136</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018-08-16 12:00:00</th>\n",
       "      <td>83.572380</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-07-16 12:00:00</th>\n",
       "      <td>83.075722</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015-07-16 12:00:00</th>\n",
       "      <td>82.569794</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                          prcp\n",
       "time                          \n",
       "2016-08-16 12:00:00  91.286697\n",
       "2013-09-16 00:00:00  87.022514\n",
       "2017-08-16 12:00:00  84.558136\n",
       "2018-08-16 12:00:00  83.572380\n",
       "2016-07-16 12:00:00  83.075722\n",
       "2015-07-16 12:00:00  82.569794"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "total_avg_prcp = na[\"prcp\"].isel(time=slice(-12 * 10, None)).mean([\"x\", \"y\"]).load()\n",
    "df = total_avg_prcp.to_dataframe()\n",
    "top6 = df.sort_values(\"prcp\", ascending=False).head(6)\n",
    "top6"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.26 s, sys: 167 ms, total: 1.42 s\n",
      "Wall time: 8.13 s\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x720 with 7 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "wettest_months = top6.index.to_list()\n",
    "da = (\n",
    "    na[\"prcp\"]\n",
    "    .sel(time=wettest_months)\n",
    "    .coarsen(dim={\"x\": 8, \"y\": 8}, boundary=\"trim\")\n",
    "    .mean()\n",
    ")\n",
    "p = da.plot(\n",
    "    col=\"time\",\n",
    "    col_wrap=2,\n",
    "    figsize=(12, 10),\n",
    "    cmap=\"YlGnBu\",\n",
    "    robust=True,\n",
    "    subplot_kws=dict(projection=crs),\n",
    "    cbar_kwargs={\"aspect\": 50},\n",
    ")\n",
    "\n",
    "for ax in p.axes.flat:\n",
    "    ax.set_extent([-145, -58, 5, 84])\n",
    "    ax.coastlines()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.10"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {},
    "version_major": 2,
    "version_minor": 0
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}