datasets/nasa-nex-gddp-cmip6/nasa-nex-gddp-cmip6-example.ipynb

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    "## Accessing NEX-GDDP-CMIP6 data with the Planetary Computer STAC API\n",
    "\n",
    "The [NEX-GDDP-CMIP6 dataset](https://planetarycomputer.microsoft.com/dataset/nasa-nex-gddp-cmip6) offers global downscaled climate scenarios derived from the General Circulation Model (GCM) runs conducted under the Coupled Model Intercomparison Project Phase 6 (CMIP6) and across two of the four “Tier 1” greenhouse gas emissions scenarios known as Shared Socioeconomic Pathways (SSPs). The purpose of this dataset is to provide a set of global, high resolution, bias-corrected climate change projections that can be used to evaluate climate change impacts on processes that are sensitive to finer-scale climate gradients and the effects of local topography on climate conditions.\n",
    "\n",
    "This dataset uses a Bias-Correction Spatial Disaggregation method to downscale the original General Circulation Model runs to the finer 0.25° resolution. See the [tech note](https://www.nccs.nasa.gov/sites/default/files/NEX-GDDP-CMIP6-Tech_Note.pdf) from the [product homepage](https://www.nccs.nasa.gov/services/data-collections/land-based-products/nex-gddp-cmip6) for more details.\n",
    "\n",
    "The NEX-GDDP-CMIP6 files are stored as NetCDF in Azure Blob Storage. Each STAC Item in this collection describes a single year for one scenario for one model."
   ]
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   "source": [
    "import planetary_computer\n",
    "import xarray as xr\n",
    "import fsspec\n",
    "import pystac_client\n",
    "\n",
    "catalog = pystac_client.Client.open(\n",
    "    \"https://planetarycomputer.microsoft.com/api/stac/v1/\"\n",
    ")"
   ]
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  {
   "cell_type": "markdown",
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   "source": [
    "### Understanding the metadata\n",
    "\n",
    "The STAC metadata on the Collection, items, and assets provide information on what data is available."
   ]
  },
  {
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   "source": [
    "collection = catalog.get_collection(\"nasa-nex-gddp-cmip6\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "883208e2-70d5-4a92-8048-a8cf6f9665fd",
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   "source": [
    "As usual, the collection object contains information about the dataset including its spatio-temporal extent, license, and so on. We also have information unique to CMIP6. The collection is organized by `{model}-{scenario}-{year}`: there's is a single STAC item for each (valid) combination (data is not available for some; see Table 1 in the [tech note](https://www.nccs.nasa.gov/sites/default/files/NEX-GDDP-CMIP6-Tech_Note.pdf) for more). The valid values for each of these are stored in the collection's summaries:"
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    {
     "data": {
      "text/plain": [
       "['ACCESS-CM2', 'ACCESS-ESM1-5', 'BCC-CSM2-MR', 'CESM2', 'CESM2-WACCM']"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# List the models. There are ~30 in total.\n",
    "collection.summaries.get_list(\"cmip6:model\")[:5]"
   ]
  },
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   "cell_type": "code",
   "execution_count": 4,
   "id": "127efd6a-006e-427e-808c-b2d60670f948",
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "['historical', 'ssp245', 'ssp585']"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# List the scenarios\n",
    "collection.summaries.get_list(\"cmip6:scenario\")"
   ]
  },
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   "cell_type": "markdown",
   "id": "405ed57d-7b77-4586-a1e1-990c772858e7",
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   "source": [
    "The \"historical\" scenario covers the years 1950 - 2014 (inclusive). The \"ssp245\" and \"ssp585\" cover the years 2015 - 2100 (inclusive).\n",
    "\n",
    "Each item includes a handful of assets, one per variable, where each asset is a single NetCDF file with the data for that variable for that model-scenario-year."
   ]
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   "cell_type": "code",
   "execution_count": 5,
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    {
     "data": {
      "text/plain": [
       "['hurs', 'huss', 'pr', 'rlds', 'rsds', 'sfcWind', 'tas', 'tasmax', 'tasmin']"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "# list the variables\n",
    "collection.summaries.get_list(\"cmip6:variable\")"
   ]
  },
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   "cell_type": "markdown",
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   "source": [
    "### Querying the STAC API\n",
    "\n",
    "Each STAC item covers the same spatial region, so when using the STAC API you're likely filtering on some combination of time, model, and scenario. For example, we can get the STAC items for the \"ACCESS-CM2\" model for the years 1950 - 2000."
   ]
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   "execution_count": 6,
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    {
     "data": {
      "text/plain": [
       "51"
      ]
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     "execution_count": 6,
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   ],
   "source": [
    "search = catalog.search(\n",
    "    collections=[\"nasa-nex-gddp-cmip6\"],\n",
    "    datetime=\"1950/2000\",\n",
    "    query={\"cmip6:model\": {\"eq\": \"ACCESS-CM2\"}},\n",
    ")\n",
    "items = search.get_all_items()\n",
    "len(items)"
   ]
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   "cell_type": "markdown",
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   "source": [
    "Eacah of these items has nine assets, one per variable, which point to the NetCDF files in Azure Blob Storage:"
   ]
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   "id": "79f2daa6-3d90-432b-bd58-1d6403679341",
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     "data": {
      "text/plain": [
       "{'pr': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/pr/pr_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>,\n",
       " 'tas': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/tas/tas_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>,\n",
       " 'hurs': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/hurs/hurs_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>,\n",
       " 'huss': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/huss/huss_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>,\n",
       " 'rlds': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/rlds/rlds_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>,\n",
       " 'rsds': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/rsds/rsds_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>,\n",
       " 'tasmax': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/tasmax/tasmax_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>,\n",
       " 'tasmin': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/tasmin/tasmin_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>,\n",
       " 'sfcWind': <Asset href=https://nasagddp.blob.core.windows.net/nex-gddp-cmip6/NEX/GDDP-CMIP6/ACCESS-CM2/historical/r1i1p1f1/sfcWind/sfcWind_day_ACCESS-CM2_historical_r1i1p1f1_gn_2000.nc>}"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
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   "source": [
    "item = items[0]\n",
    "item.assets"
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   "source": [
    "### Loading data\n",
    "\n",
    "Once you have a STAC item or items, you can load the data directly from Blob Storage using xarray. As usual, we `sign` the item, to ensure that the URLs include a read-only SAS token. See [Acessing data from blob storage](https://planetarycomputer.microsoft.com/docs/quickstarts/storage/) for more."
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       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (time: 366, lat: 600, lon: 1440)\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 2000-01-01T12:00:00 ... 2000-12-31T12:00:00\n",
       "  * lat      (lat) float64 -59.88 -59.62 -59.38 -59.12 ... 89.38 89.62 89.88\n",
       "  * lon      (lon) float64 0.125 0.375 0.625 0.875 ... 359.1 359.4 359.6 359.9\n",
       "Data variables:\n",
       "    hurs     (time, lat, lon) float32 ...\n",
       "Attributes: (12/22)\n",
       "    activity:              NEX-GDDP-CMIP6\n",
       "    contact:               Dr. Rama Nemani: rama.nemani@nasa.gov, Dr. Bridget...\n",
       "    Conventions:           CF-1.7\n",
       "    creation_date:         2021-10-04T13:59:35.374080+00:00\n",
       "    frequency:             day\n",
       "    institution:           NASA Earth Exchange, NASA Ames Research Center, Mo...\n",
       "    ...                    ...\n",
       "    history:               2021-10-04T13:59:35.374080+00:00: install global a...\n",
       "    disclaimer:            This data is considered provisional and subject to...\n",
       "    external_variables:    areacella\n",
       "    cmip6_source_id:       ACCESS-CM2\n",
       "    cmip6_institution_id:  CSIRO-ARCCSS\n",
       "    cmip6_license:         CC-BY-SA 4.0</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-f26c9159-60d2-4787-ae5d-5230f6ceb156' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f26c9159-60d2-4787-ae5d-5230f6ceb156' 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>: 366</li><li><span class='xr-has-index'>lat</span>: 600</li><li><span class='xr-has-index'>lon</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1912bb01-2eca-4fad-a6b6-85f58c8593b7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1912bb01-2eca-4fad-a6b6-85f58c8593b7' class='xr-section-summary' >Coordinates: <span>(3)</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 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'>2000-01-01T12:00:00 ... 2000-12-...</div><input id='attrs-1709b5e4-1a56-4ef9-9c0e-c779882a52c2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1709b5e4-1a56-4ef9-9c0e-c779882a52c2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6f3749b-cad2-4af1-a480-8161286baff6' class='xr-var-data-in' type='checkbox'><label for='data-c6f3749b-cad2-4af1-a480-8161286baff6' 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>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2000-01-01T12:00:00.000000000&#x27;, &#x27;2000-01-02T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-01-03T12:00:00.000000000&#x27;, ..., &#x27;2000-12-29T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-12-30T12:00:00.000000000&#x27;, &#x27;2000-12-31T12:00:00.000000000&#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'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-59.88 -59.62 ... 89.62 89.88</div><input id='attrs-92c77023-fb0f-4d69-a010-ee7d3fa9d214' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-92c77023-fb0f-4d69-a010-ee7d3fa9d214' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0782ff55-d22b-4785-9f92-91a03c9b0703' class='xr-var-data-in' type='checkbox'><label for='data-0782ff55-d22b-4785-9f92-91a03c9b0703' 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>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-59.875, -59.625, -59.375, ...,  89.375,  89.625,  89.875])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.125 0.375 0.625 ... 359.6 359.9</div><input id='attrs-cf4e137b-ca1a-484d-b6ec-2a0ab3315bfe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cf4e137b-ca1a-484d-b6ec-2a0ab3315bfe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-83bcdfbd-c8f7-43c2-b69a-902c6f54e562' class='xr-var-data-in' type='checkbox'><label for='data-83bcdfbd-c8f7-43c2-b69a-902c6f54e562' 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><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([1.25000e-01, 3.75000e-01, 6.25000e-01, ..., 3.59375e+02, 3.59625e+02,\n",
       "       3.59875e+02])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-319d7cce-692c-4861-8068-2e45916735aa' class='xr-section-summary-in' type='checkbox'  checked><label for='section-319d7cce-692c-4861-8068-2e45916735aa' 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>hurs</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f223fcea-8ec0-4915-b63f-05c7a47d4243' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f223fcea-8ec0-4915-b63f-05c7a47d4243' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4686120c-7ba7-4677-bbd4-f7f89b964166' class='xr-var-data-in' type='checkbox'><label for='data-4686120c-7ba7-4677-bbd4-f7f89b964166' 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>relative_humidity</dd><dt><span>long_name :</span></dt><dd>Near-Surface Relative Humidity</dd><dt><span>units :</span></dt><dd>%</dd><dt><span>comment :</span></dt><dd>The relative humidity with respect to liquid water for T&gt; 0 C, and with respect to ice for T&lt;0 C.</dd><dt><span>cell_methods :</span></dt><dd>area: time: mean</dd><dt><span>cell_measures :</span></dt><dd>area: areacella</dd></dl></div><div class='xr-var-data'><pre>[316224000 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5192c8ff-e79b-4e8c-bafc-4c9e373fbf78' class='xr-section-summary-in' type='checkbox'  ><label for='section-5192c8ff-e79b-4e8c-bafc-4c9e373fbf78' class='xr-section-summary' >Attributes: <span>(22)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>activity :</span></dt><dd>NEX-GDDP-CMIP6</dd><dt><span>contact :</span></dt><dd>Dr. Rama Nemani: rama.nemani@nasa.gov, Dr. Bridget Thrasher: bridget@climateanalyticsgroup.org</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>creation_date :</span></dt><dd>2021-10-04T13:59:35.374080+00:00</dd><dt><span>frequency :</span></dt><dd>day</dd><dt><span>institution :</span></dt><dd>NASA Earth Exchange, NASA Ames Research Center, Moffett Field, CA 94035</dd><dt><span>variant_label :</span></dt><dd>r1i1p1f1</dd><dt><span>product :</span></dt><dd>output</dd><dt><span>realm :</span></dt><dd>atmos</dd><dt><span>source :</span></dt><dd>BCSD</dd><dt><span>scenario :</span></dt><dd>historical</dd><dt><span>references :</span></dt><dd>BCSD method: Thrasher et al., 2012, Hydrol. Earth Syst. Sci.,16, 3309-3314. Ref period obs: latest version of the Princeton Global Meteorological Forcings (http://hydrology.princeton.edu/data.php), based on Sheffield et al., 2006, J. Climate, 19 (13), 3088-3111.</dd><dt><span>version :</span></dt><dd>1.0</dd><dt><span>tracking_id :</span></dt><dd>866d0659-683f-4f39-9347-7dd1ef5b3b36</dd><dt><span>title :</span></dt><dd>ACCESS-CM2, r1i1p1f1, historical, global downscaled CMIP6 climate projection data</dd><dt><span>resolution_id :</span></dt><dd>0.25 degree</dd><dt><span>history :</span></dt><dd>2021-10-04T13:59:35.374080+00:00: install global attributes</dd><dt><span>disclaimer :</span></dt><dd>This data is considered provisional and subject to change. This data is provided as is without any warranty of any kind, either express or implied, arising by law or otherwise, including but not limited to warranties of completeness, non-infringement, accuracy, merchantability, or fitness for a particular purpose. The user assumes all risk associated with the use of, or inability to use, this data.</dd><dt><span>external_variables :</span></dt><dd>areacella</dd><dt><span>cmip6_source_id :</span></dt><dd>ACCESS-CM2</dd><dt><span>cmip6_institution_id :</span></dt><dd>CSIRO-ARCCSS</dd><dt><span>cmip6_license :</span></dt><dd>CC-BY-SA 4.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (time: 366, lat: 600, lon: 1440)\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 2000-01-01T12:00:00 ... 2000-12-31T12:00:00\n",
       "  * lat      (lat) float64 -59.88 -59.62 -59.38 -59.12 ... 89.38 89.62 89.88\n",
       "  * lon      (lon) float64 0.125 0.375 0.625 0.875 ... 359.1 359.4 359.6 359.9\n",
       "Data variables:\n",
       "    hurs     (time, lat, lon) float32 ...\n",
       "Attributes: (12/22)\n",
       "    activity:              NEX-GDDP-CMIP6\n",
       "    contact:               Dr. Rama Nemani: rama.nemani@nasa.gov, Dr. Bridget...\n",
       "    Conventions:           CF-1.7\n",
       "    creation_date:         2021-10-04T13:59:35.374080+00:00\n",
       "    frequency:             day\n",
       "    institution:           NASA Earth Exchange, NASA Ames Research Center, Mo...\n",
       "    ...                    ...\n",
       "    history:               2021-10-04T13:59:35.374080+00:00: install global a...\n",
       "    disclaimer:            This data is considered provisional and subject to...\n",
       "    external_variables:    areacella\n",
       "    cmip6_source_id:       ACCESS-CM2\n",
       "    cmip6_institution_id:  CSIRO-ARCCSS\n",
       "    cmip6_license:         CC-BY-SA 4.0"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "signed_item = planetary_computer.sign(item)\n",
    "\n",
    "hurs = xr.open_dataset(fsspec.open(signed_item.assets[\"hurs\"].href).open())\n",
    "hurs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "53de3988-3b98-43c5-ac5c-7d90a2ad7701",
   "metadata": {},
   "source": [
    "Or you can use `xarray.open_mfdataset` to load all the variables for an item, which will combine each of the varaibles."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "a1b003e5-edc1-485d-8d72-932616b6abd5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.09 s, sys: 179 ms, total: 1.26 s\n",
      "Wall time: 4.53 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "ds = xr.open_mfdataset(\n",
    "    [fsspec.open(asset.href).open() for asset in signed_item.assets.values()]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2fe4d732-c664-4de2-8f33-c9abada97525",
   "metadata": {},
   "source": [
    "*Note that opening all those variables is relatively slow. See [below](#Using-a-Reference-File) for an alternative.*\n",
    "\n",
    "We can plot all the variables for a single day with xarray, matplotlib, and cartopy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "60c0a50b-da43-4254-b7b2-11d4623ef08b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1152x648 with 9 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import warnings\n",
    "import cartopy.crs as ccrs\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "\n",
    "warnings.filterwarnings(\"ignore\", message=\"__len__\")\n",
    "warnings.filterwarnings(\"ignore\", message=\"Iteration\")\n",
    "\n",
    "\n",
    "fig, axes = plt.subplots(\n",
    "    figsize=(16, 9),\n",
    "    ncols=3,\n",
    "    nrows=3,\n",
    "    subplot_kw=dict(projection=ccrs.Robinson()),\n",
    "    sharex=True,\n",
    "    sharey=True,\n",
    ")\n",
    "\n",
    "day = ds.isel(time=0)\n",
    "\n",
    "for i, (v, data) in enumerate(day.data_vars.items()):\n",
    "    ax = axes.ravel()[i]\n",
    "    r = data.plot(ax=ax, transform=ccrs.PlateCarree(), add_colorbar=False)\n",
    "    ax.set(title=v)\n",
    "\n",
    "fig.suptitle(pd.to_datetime(day.time.data).strftime(\"%Y-%m-%d\"))\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "23331e61-be08-40fb-89a3-9ef1a731e315",
   "metadata": {},
   "source": [
    "#### Creating a timeseries\n",
    "\n",
    "Each STAC item represents a single year. You can also use `xarray.open_mfdataset` to concatenate data for multiple years into a timeseries."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "88d1594b-3ada-48e8-b258-34d158c02b3c",
   "metadata": {},
   "outputs": [],
   "source": [
    "signed_items = [planetary_computer.sign(item) for item in items]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "2ec9ae5a-d870-4409-95f6-d0b9ad4b71da",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 5.37 s, sys: 766 ms, total: 6.14 s\n",
      "Wall time: 22.2 s\n"
     ]
    },
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;hurs&#x27; (time: 18628, lat: 600, lon: 1440)&gt;\n",
       "dask.array&lt;concatenate, shape=(18628, 600, 1440), dtype=float32, chunksize=(366, 600, 1440), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1950-01-01T12:00:00 ... 2000-12-31T12:00:00\n",
       "  * lat      (lat) float64 -59.88 -59.62 -59.38 -59.12 ... 89.38 89.62 89.88\n",
       "  * lon      (lon) float64 0.125 0.375 0.625 0.875 ... 359.1 359.4 359.6 359.9\n",
       "Attributes:\n",
       "    standard_name:  relative_humidity\n",
       "    long_name:      Near-Surface Relative Humidity\n",
       "    units:          %\n",
       "    comment:        The relative humidity with respect to liquid water for T&gt;...\n",
       "    cell_methods:   area: time: mean\n",
       "    cell_measures:  area: areacella</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'hurs'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 18628</li><li><span class='xr-has-index'>lat</span>: 600</li><li><span class='xr-has-index'>lon</span>: 1440</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a15e9d9e-62d7-4e79-a62f-4bf4f9947208' class='xr-array-in' type='checkbox' checked><label for='section-a15e9d9e-62d7-4e79-a62f-4bf4f9947208' 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, 600, 1440), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                        <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> 59.96 GiB </td>\n",
       "                        <td> 1.18 GiB </td>\n",
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       "                        <td> (366, 600, 1440) </td>\n",
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       "                        <td> 51 Chunks </td>\n",
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       "  <text x=\"35.294118\" y=\"87.111409\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,35.294118,87.111409)\">18628</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-0399fceb-56a0-4942-9893-f316e57fce18' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0399fceb-56a0-4942-9893-f316e57fce18' class='xr-section-summary' >Coordinates: <span>(3)</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 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'>1950-01-01T12:00:00 ... 2000-12-...</div><input id='attrs-7c6e8d7b-7150-4f22-8415-8172a99b2e65' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7c6e8d7b-7150-4f22-8415-8172a99b2e65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eda0d561-990a-43a5-81f9-e37e61c506d3' class='xr-var-data-in' type='checkbox'><label for='data-eda0d561-990a-43a5-81f9-e37e61c506d3' 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>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1950-01-01T12:00:00.000000000&#x27;, &#x27;1950-01-02T12:00:00.000000000&#x27;,\n",
       "       &#x27;1950-01-03T12:00:00.000000000&#x27;, ..., &#x27;2000-12-29T12:00:00.000000000&#x27;,\n",
       "       &#x27;2000-12-30T12:00:00.000000000&#x27;, &#x27;2000-12-31T12:00:00.000000000&#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'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-59.88 -59.62 ... 89.62 89.88</div><input id='attrs-daab24e0-f779-4c2d-8755-f200e1cf6dc9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-daab24e0-f779-4c2d-8755-f200e1cf6dc9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a982e869-41e6-4af3-b77a-ae1abb91028c' class='xr-var-data-in' type='checkbox'><label for='data-a982e869-41e6-4af3-b77a-ae1abb91028c' 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>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-59.875, -59.625, -59.375, ...,  89.375,  89.625,  89.875])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.125 0.375 0.625 ... 359.6 359.9</div><input id='attrs-b59895d6-209e-42c1-96fa-187080d4e097' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b59895d6-209e-42c1-96fa-187080d4e097' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67be634f-e1ad-4897-ac21-cd51f57ba072' class='xr-var-data-in' type='checkbox'><label for='data-67be634f-e1ad-4897-ac21-cd51f57ba072' 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><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([1.25000e-01, 3.75000e-01, 6.25000e-01, ..., 3.59375e+02, 3.59625e+02,\n",
       "       3.59875e+02])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-647f0b75-1349-4780-8de0-064f3982e5fd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-647f0b75-1349-4780-8de0-064f3982e5fd' class='xr-section-summary' >Attributes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>relative_humidity</dd><dt><span>long_name :</span></dt><dd>Near-Surface Relative Humidity</dd><dt><span>units :</span></dt><dd>%</dd><dt><span>comment :</span></dt><dd>The relative humidity with respect to liquid water for T&gt; 0 C, and with respect to ice for T&lt;0 C.</dd><dt><span>cell_methods :</span></dt><dd>area: time: mean</dd><dt><span>cell_measures :</span></dt><dd>area: areacella</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'hurs' (time: 18628, lat: 600, lon: 1440)>\n",
       "dask.array<concatenate, shape=(18628, 600, 1440), dtype=float32, chunksize=(366, 600, 1440), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1950-01-01T12:00:00 ... 2000-12-31T12:00:00\n",
       "  * lat      (lat) float64 -59.88 -59.62 -59.38 -59.12 ... 89.38 89.62 89.88\n",
       "  * lon      (lon) float64 0.125 0.375 0.625 0.875 ... 359.1 359.4 359.6 359.9\n",
       "Attributes:\n",
       "    standard_name:  relative_humidity\n",
       "    long_name:      Near-Surface Relative Humidity\n",
       "    units:          %\n",
       "    comment:        The relative humidity with respect to liquid water for T>...\n",
       "    cell_methods:   area: time: mean\n",
       "    cell_measures:  area: areacella"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "ts = xr.open_mfdataset(\n",
    "    [fsspec.open(item.assets[\"hurs\"].href).open() for item in signed_items],\n",
    ")\n",
    "ts[\"hurs\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "83c2a873-acb8-4986-a79d-a0866f695ade",
   "metadata": {
    "tags": []
   },
   "source": [
    "#### Using a Reference File\n",
    "\n",
    "*Note: the approach described here is experimental and may change without warning.*\n",
    "\n",
    "In the previous section, we created a single `xarray.Dataset` from many NetCDF files (either many variables, or a timeseries for a single variable). Reading the metadata of a NetCDF / HDF5 file over the network is somewhat slow, making the `open_mfdataset` operation take about 20-30 seconds, *just to read the metadata*.\n",
    "\n",
    "So in addition to the NetCDF files, we provide a **reference file** which stores the positions of each variable in each NetCDF file's binary stream. This reference file can be opened with `fsspec` and `zarr` and used normally with xarray."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "1408a919-18f4-4a48-8640-7e4d5a3403bb",
   "metadata": {},
   "outputs": [],
   "source": [
    "import requests\n",
    "\n",
    "references = requests.get(collection.assets[\"ACCESS-CM2.historical\"].href).json()\n",
    "references = planetary_computer.sign(references)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2894dc54-1e41-4310-a08c-2e43d7572967",
   "metadata": {},
   "source": [
    "This reference file contains links to the original NetCDF files, along with the positions and lengths of each variable in the files. As usual, we need to sign the URLs to include short-lived tokens so that we can read the data.\n",
    "\n",
    "We can pass that set of references to fsspec's `ReferenceFileSystem`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "db2f8167-4065-46cb-99b3-b9e6eae91549",
   "metadata": {},
   "outputs": [],
   "source": [
    "reference_filesystem = fsspec.filesystem(\"reference\", fo=references)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aed5eb24-8ecb-4f49-bf56-7dd5bbb84f0b",
   "metadata": {},
   "source": [
    "And (quickly!) open the referenced files with xarray and Zarr."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "892b6095-4045-4f78-be05-cf1241c28d56",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.94 s, sys: 40.5 ms, total: 1.98 s\n",
      "Wall time: 2.07 s\n"
     ]
    },
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       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (time: 23741, lat: 600, lon: 1440)\n",
       "Coordinates:\n",
       "  * lat      (lat) float64 -59.88 -59.62 -59.38 -59.12 ... 89.38 89.62 89.88\n",
       "  * lon      (lon) float64 0.125 0.375 0.625 0.875 ... 359.1 359.4 359.6 359.9\n",
       "  * time     (time) datetime64[us] 1950-01-01T12:00:00 ... 2014-12-31T12:00:00\n",
       "Data variables:\n",
       "    hurs     (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "    huss     (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "    pr       (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "    rlds     (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "    rsds     (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "    sfcWind  (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "    tas      (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "    tasmax   (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "    tasmin   (time, lat, lon) float32 dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;\n",
       "Attributes: (12/22)\n",
       "    Conventions:           CF-1.7\n",
       "    activity:              NEX-GDDP-CMIP6\n",
       "    cmip6_institution_id:  CSIRO-ARCCSS\n",
       "    cmip6_license:         CC-BY-SA 4.0\n",
       "    cmip6_source_id:       ACCESS-CM2\n",
       "    contact:               Dr. Rama Nemani: rama.nemani@nasa.gov, Dr. Bridget...\n",
       "    ...                    ...\n",
       "    scenario:              historical\n",
       "    source:                BCSD\n",
       "    title:                 ACCESS-CM2, r1i1p1f1, historical, global downscale...\n",
       "    tracking_id:           16d27564-470f-41ea-8077-f4cc3efa5bfe\n",
       "    variant_label:         r1i1p1f1\n",
       "    version:               1.0</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-f24f4d8d-0699-479b-a2d8-c251bd2f564f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f24f4d8d-0699-479b-a2d8-c251bd2f564f' 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>: 23741</li><li><span class='xr-has-index'>lat</span>: 600</li><li><span class='xr-has-index'>lon</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-4702ca0d-8304-4c2f-95e1-bfc561fe0633' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4702ca0d-8304-4c2f-95e1-bfc561fe0633' class='xr-section-summary' >Coordinates: <span>(3)</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 class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-59.88 -59.62 ... 89.62 89.88</div><input id='attrs-55136610-7445-4ef7-b8da-923ae9778df7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55136610-7445-4ef7-b8da-923ae9778df7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-136817b8-e488-48dc-a658-f554a2dc8e09' class='xr-var-data-in' type='checkbox'><label for='data-136817b8-e488-48dc-a658-f554a2dc8e09' 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>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>latitude</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'><pre>array([-59.875, -59.625, -59.375, ...,  89.375,  89.625,  89.875])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.125 0.375 0.625 ... 359.6 359.9</div><input id='attrs-0055a5eb-4321-4cd7-b7d9-e478eac09024' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0055a5eb-4321-4cd7-b7d9-e478eac09024' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4b907ed-0f15-4510-82df-9ca1b61bc259' class='xr-var-data-in' type='checkbox'><label for='data-a4b907ed-0f15-4510-82df-9ca1b61bc259' 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>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>longitude</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'><pre>array([1.25000e-01, 3.75000e-01, 6.25000e-01, ..., 3.59375e+02, 3.59625e+02,\n",
       "       3.59875e+02])</pre></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[us]</div><div class='xr-var-preview xr-preview'>1950-01-01T12:00:00 ... 2014-12-...</div><input id='attrs-9831143e-cdaf-4e1e-a798-c4bc49d9b0e9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9831143e-cdaf-4e1e-a798-c4bc49d9b0e9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-042c7005-1b54-4330-aa64-e6a305a8d2fd' class='xr-var-data-in' type='checkbox'><label for='data-042c7005-1b54-4330-aa64-e6a305a8d2fd' 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>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1950-01-01T12:00:00.000000&#x27;, &#x27;1950-01-02T12:00:00.000000&#x27;,\n",
       "       &#x27;1950-01-03T12:00:00.000000&#x27;, ..., &#x27;2014-12-29T12:00:00.000000&#x27;,\n",
       "       &#x27;2014-12-30T12:00:00.000000&#x27;, &#x27;2014-12-31T12:00:00.000000&#x27;],\n",
       "      dtype=&#x27;datetime64[us]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-39eb400a-c115-45a3-9420-fa7a77157f8c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-39eb400a-c115-45a3-9420-fa7a77157f8c' class='xr-section-summary' >Data variables: <span>(9)</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>hurs</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;</div><input id='attrs-c1718cc4-b95f-4bf0-acea-d36de2a95865' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c1718cc4-b95f-4bf0-acea-d36de2a95865' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7486e7f-7f36-4c67-93e5-d2d97fa686bb' class='xr-var-data-in' type='checkbox'><label for='data-b7486e7f-7f36-4c67-93e5-d2d97fa686bb' 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_measures :</span></dt><dd>area: areacella</dd><dt><span>cell_methods :</span></dt><dd>area: time: mean</dd><dt><span>comment :</span></dt><dd>The relative humidity with respect to liquid water for T&gt; 0 C, and with respect to ice for T&lt;0 C.</dd><dt><span>long_name :</span></dt><dd>Near-Surface Relative Humidity</dd><dt><span>standard_name :</span></dt><dd>relative_humidity</dd><dt><span>units :</span></dt><dd>%</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> 76.41 GiB </td>\n",
       "                        <td> 3.30 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (23741, 600, 1440) </td>\n",
       "                        <td> (1, 600, 1440) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Count </th>\n",
       "                        <td> 23742 Tasks </td>\n",
       "                        <td> 23741 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>huss</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 600, 1440), meta=np.ndarray&gt;</div><input id='attrs-989a18d3-b9ed-49f0-a1f0-44766dfd25c2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-989a18d3-b9ed-49f0-a1f0-44766dfd25c2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8c89a216-9619-4a51-9022-23c944209d1c' class='xr-var-data-in' type='checkbox'><label for='data-8c89a216-9619-4a51-9022-23c944209d1c' 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_measures :</span></dt><dd>area: areacella</dd><dt><span>cell_methods :</span></dt><dd>area: time: mean</dd><dt><span>comment :</span></dt><dd>Near-surface (usually, 2 meter) specific humidity.</dd><dt><span>long_name :</span></dt><dd>Near-Surface Specific Humidity</dd><dt><span>standard_name :</span></dt><dd>specific_humidity</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <th> Bytes </th>\n",
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       "                        <th> Count </th>\n",
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       "        </td>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-907a287f-1ff8-4836-bd3c-83853c49cb71' class='xr-section-summary-in' type='checkbox'  ><label for='section-907a287f-1ff8-4836-bd3c-83853c49cb71' class='xr-section-summary' >Attributes: <span>(22)</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-1.7</dd><dt><span>activity :</span></dt><dd>NEX-GDDP-CMIP6</dd><dt><span>cmip6_institution_id :</span></dt><dd>CSIRO-ARCCSS</dd><dt><span>cmip6_license :</span></dt><dd>CC-BY-SA 4.0</dd><dt><span>cmip6_source_id :</span></dt><dd>ACCESS-CM2</dd><dt><span>contact :</span></dt><dd>Dr. Rama Nemani: rama.nemani@nasa.gov, Dr. Bridget Thrasher: bridget@climateanalyticsgroup.org</dd><dt><span>creation_date :</span></dt><dd>2021-10-04T13:59:21.654137+00:00</dd><dt><span>disclaimer :</span></dt><dd>This data is considered provisional and subject to change. This data is provided as is without any warranty of any kind, either express or implied, arising by law or otherwise, including but not limited to warranties of completeness, non-infringement, accuracy, merchantability, or fitness for a particular purpose. The user assumes all risk associated with the use of, or inability to use, this data.</dd><dt><span>external_variables :</span></dt><dd>areacella</dd><dt><span>frequency :</span></dt><dd>day</dd><dt><span>history :</span></dt><dd>2021-10-04T13:59:21.654137+00:00: install global attributes</dd><dt><span>institution :</span></dt><dd>NASA Earth Exchange, NASA Ames Research Center, Moffett Field, CA 94035</dd><dt><span>product :</span></dt><dd>output</dd><dt><span>realm :</span></dt><dd>atmos</dd><dt><span>references :</span></dt><dd>BCSD method: Thrasher et al., 2012, Hydrol. Earth Syst. Sci.,16, 3309-3314. Ref period obs: latest version of the Princeton Global Meteorological Forcings (http://hydrology.princeton.edu/data.php), based on Sheffield et al., 2006, J. Climate, 19 (13), 3088-3111.</dd><dt><span>resolution_id :</span></dt><dd>0.25 degree</dd><dt><span>scenario :</span></dt><dd>historical</dd><dt><span>source :</span></dt><dd>BCSD</dd><dt><span>title :</span></dt><dd>ACCESS-CM2, r1i1p1f1, historical, global downscaled CMIP6 climate projection data</dd><dt><span>tracking_id :</span></dt><dd>16d27564-470f-41ea-8077-f4cc3efa5bfe</dd><dt><span>variant_label :</span></dt><dd>r1i1p1f1</dd><dt><span>version :</span></dt><dd>1.0</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (time: 23741, lat: 600, lon: 1440)\n",
       "Coordinates:\n",
       "  * lat      (lat) float64 -59.88 -59.62 -59.38 -59.12 ... 89.38 89.62 89.88\n",
       "  * lon      (lon) float64 0.125 0.375 0.625 0.875 ... 359.1 359.4 359.6 359.9\n",
       "  * time     (time) datetime64[us] 1950-01-01T12:00:00 ... 2014-12-31T12:00:00\n",
       "Data variables:\n",
       "    hurs     (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "    huss     (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "    pr       (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "    rlds     (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "    rsds     (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "    sfcWind  (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "    tas      (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "    tasmax   (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "    tasmin   (time, lat, lon) float32 dask.array<chunksize=(1, 600, 1440), meta=np.ndarray>\n",
       "Attributes: (12/22)\n",
       "    Conventions:           CF-1.7\n",
       "    activity:              NEX-GDDP-CMIP6\n",
       "    cmip6_institution_id:  CSIRO-ARCCSS\n",
       "    cmip6_license:         CC-BY-SA 4.0\n",
       "    cmip6_source_id:       ACCESS-CM2\n",
       "    contact:               Dr. Rama Nemani: rama.nemani@nasa.gov, Dr. Bridget...\n",
       "    ...                    ...\n",
       "    scenario:              historical\n",
       "    source:                BCSD\n",
       "    title:                 ACCESS-CM2, r1i1p1f1, historical, global downscale...\n",
       "    tracking_id:           16d27564-470f-41ea-8077-f4cc3efa5bfe\n",
       "    variant_label:         r1i1p1f1\n",
       "    version:               1.0"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "ds = xr.open_dataset(\n",
    "    reference_filesystem.get_mapper(\"/\"),\n",
    "    engine=\"zarr\",\n",
    "    backend_kwargs={\"consolidated\": False},\n",
    "    chunks={},\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "27b8189b-07b9-4d90-9343-028f216e2786",
   "metadata": {},
   "source": [
    "This reference file system includes all the variables for all the years covered by the specific scenario."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "448e1b8b-94b4-46b7-8757-2cb0326447a9",
   "metadata": {},
   "source": [
    "### Next Steps\n",
    "\n",
    "For more on the NEX-GDDP-CMIP6 dataset, visit the [dataset's homepage](https://www.nccs.nasa.gov/services/data-collections/land-based-products/nex-gddp-cmip6). If you're working with large subsets of this data, you might want to [scale with Dask](https://planetarycomputer.microsoft.com/docs/quickstarts/scale-with-dask/)."
   ]
  }
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