merra-stream.ipynb

{
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   "source": [
    "# Direct access of NASA HDF5/NetCDF in AWS S3\n",
    "\n",
    "A modified version of Aleksandar Jelenak's [notebook](https://gist.github.com/ajelenak/db0d9bf14b7ea4c48acf20249e189c80) that works with data behind EDL\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import h5py\n",
    "import fsspec\n",
    "import h5netcdf\n",
    "import xarray as xr\n",
    "import earthaccess\n",
    "import netCDF4"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Login with NASA EDL"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "EARTHDATA_USERNAME and EARTHDATA_PASSWORD are not set in the current environment, try setting them or use a different strategy (netrc, interactive)\n",
      "You're now authenticated with NASA Earthdata Login\n",
      "Using token with expiration date: 09/30/2023\n",
      "Using .netrc file for EDL\n"
     ]
    }
   ],
   "source": [
    "auth = earthaccess.login()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Software and Their Versions"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Python version:"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Package versions:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Python 3.9.16 | packaged by conda-forge | (main, Feb  1 2023, 21:39:03) \n",
      "[GCC 11.3.0] \n",
      "\n",
      "xarray v2023.4.2\n",
      "h5netcdf v1.1.0\n",
      "h5py v3.8.0\n",
      "fsspec v2023.5.0\n",
      "earthaccess v0.5.2\n",
      "netCDF4 v1.6.3\n"
     ]
    }
   ],
   "source": [
    "import sys\n",
    "print(f\"Python {sys.version} \\n\")\n",
    "\n",
    "for _ in (xr, h5netcdf, h5py, fsspec, earthaccess, netCDF4):\n",
    "    print(f'{_.__name__} v{_.__version__}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Searching for datasets with **earthaccess**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Datasets found: 1\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "{'short-name': 'M2I3NVAER',\n",
       " 'concept-id': 'C1276812882-GES_DISC',\n",
       " 'version': '5.12.4',\n",
       " 'file-type': \"[{'FormatType': 'Native', 'Media': ['Online Archive'], 'Format': 'netCDF', 'Fees': 'Free'}]\",\n",
       " 'get-data': ['https://goldsmr5.gesdisc.eosdis.nasa.gov/data/MERRA2/M2I3NVAER.5.12.4/',\n",
       "  'https://search.earthdata.nasa.gov/search?q=M2I3NVAER'],\n",
       " 'cloud-info': {'Region': 'us-west-2',\n",
       "  'S3CredentialsAPIEndpoint': 'https://data.gesdisc.earthdata.nasa.gov/s3credentials',\n",
       "  'S3CredentialsAPIDocumentationURL': 'https://data.gesdisc.earthdata.nasa.gov/s3credentialsREADME',\n",
       "  'S3BucketAndObjectPrefixNames': ['s3://gesdisc-cumulus-prod-protected/MERRA2/M2I3NVAER.5.12.4/']}}"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "datasets = earthaccess.search_datasets(keyword=\"M2I3NVAER MERRA2\", cloud_hosted=True)\n",
    "# summary is a method earthaccess provides to CMR results\n",
    "datasets[0].summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Example MERRA granule File in AWS S3\n",
    "\n",
    "Say we searched with earthaccess and got back the granule with the following 2 access links"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Granules found: 15888\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[Collection: {'ShortName': 'M2I3NVAER', 'Version': '5.12.4'}\n",
       " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'BoundingRectangles': [{'WestBoundingCoordinate': -180.0, 'EastBoundingCoordinate': 180.0, 'NorthBoundingCoordinate': 90.0, 'SouthBoundingCoordinate': -90.0}]}}}\n",
       " Temporal coverage: {'RangeDateTime': {'BeginningDateTime': '1980-01-01T00:00:00.000Z', 'EndingDateTime': '1980-01-01T21:00:00.000Z'}}\n",
       " Size(MB): 0\n",
       " Data: ['https://data.gesdisc.earthdata.nasa.gov/data/MERRA2/M2I3NVAER.5.12.4/1980/01/MERRA2_100.inst3_3d_aer_Nv.19800101.nc4'],\n",
       " Collection: {'ShortName': 'M2I3NVAER', 'Version': '5.12.4'}\n",
       " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'BoundingRectangles': [{'WestBoundingCoordinate': -180.0, 'EastBoundingCoordinate': 180.0, 'NorthBoundingCoordinate': 90.0, 'SouthBoundingCoordinate': -90.0}]}}}\n",
       " Temporal coverage: {'RangeDateTime': {'BeginningDateTime': '1980-01-02T00:00:00.000Z', 'EndingDateTime': '1980-01-02T21:00:00.000Z'}}\n",
       " Size(MB): 0\n",
       " Data: ['https://data.gesdisc.earthdata.nasa.gov/data/MERRA2/M2I3NVAER.5.12.4/1980/01/MERRA2_100.inst3_3d_aer_Nv.19800102.nc4']]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "granules = earthaccess.search_data(\n",
    "    short_name=\"M2I3NVAER\",\n",
    "    count=2\n",
    ")\n",
    "granules"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['s3://gesdisc-cumulus-prod-protected/MERRA2/M2I3NVAER.5.12.4/1980/01/MERRA2_100.inst3_3d_aer_Nv.19800101.nc4']"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "granules[0].data_links(access=\"direct\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['https://data.gesdisc.earthdata.nasa.gov/data/MERRA2/M2I3NVAER.5.12.4/1980/01/MERRA2_100.inst3_3d_aer_Nv.19800101.nc4']"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "granules[0].data_links(access=\"out_of_region\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's use the original granule from our slack conversation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "https_url = \"https://data.gesdisc.earthdata.nasa.gov/data/MERRA2/M2I3NVAER.5.12.4/2018/08/MERRA2_400.inst3_3d_aer_Nv.20180816.nc4\"\n",
    "s3_url = \"s3://gesdisc-cumulus-prod-protected/MERRA2/M2I3NVAER.5.12.4/2018/08/MERRA2_400.inst3_3d_aer_Nv.20180816.nc4\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Data Access with fsspec via earthaccess\n",
    "\n",
    "Create a file-system object for the granule using HTTPS and S3 protocol to find out wich one is faster"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# S3 access need a DAAC provider parameter\n",
    "s3_fs = earthaccess.get_s3fs_session(\"GES_DISC\")\n",
    "\n",
    "# https access are valid for any DAAC\n",
    "https_fs = earthaccess.get_fsspec_https_session()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Printing file information using fsspec"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'ETag': '\"ed51c1798d855a4e4b5c5cf2391509f5-16\"',\n",
       " 'LastModified': datetime.datetime(2022, 5, 4, 23, 39, 55, tzinfo=tzutc()),\n",
       " 'size': 4147273997,\n",
       " 'name': 'gesdisc-cumulus-prod-protected/MERRA2/M2I3NVAER.5.12.4/2018/08/MERRA2_400.inst3_3d_aer_Nv.20180816.nc4',\n",
       " 'type': 'file',\n",
       " 'StorageClass': 'STANDARD',\n",
       " 'VersionId': None,\n",
       " 'ContentType': 'application/octet-stream'}"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "s3_fs.info(s3_url)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'name': 'https://data.gesdisc.earthdata.nasa.gov/data/MERRA2/M2I3NVAER.5.12.4/2018/08/MERRA2_400.inst3_3d_aer_Nv.20180816.nc4',\n",
       " 'size': 4147273997,\n",
       " 'ETag': '\"ed51c1798d855a4e4b5c5cf2391509f5-16\"',\n",
       " 'type': 'file'}"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "https_fs.info(https_url)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Let's open the files with fsspec\n",
    "\n",
    "fsspec will return an AbstractFile representations that usually should be used in a context as it will provide all the POSIX methods but for read only workflows we can just open the file and use them without the context."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "file_handler_https = https_fs.open(https_url)\n",
    "file_handler_s3 = s3_fs.open(s3_url, default_fill_cache=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Opening the granules with xarray via h5netcdf \n",
    "\n",
    "### S3 Direct Access"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1.22 s, sys: 168 ms, total: 1.39 s\n",
      "Wall time: 3.63 s\n"
     ]
    },
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       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:   (lon: 576, lat: 361, lev: 72, time: 8)\n",
       "Coordinates:\n",
       "  * lon       (lon) float64 -180.0 -179.4 -178.8 -178.1 ... 178.1 178.8 179.4\n",
       "  * lat       (lat) float64 -90.0 -89.5 -89.0 -88.5 ... 88.5 89.0 89.5 90.0\n",
       "  * lev       (lev) float64 1.0 2.0 3.0 4.0 5.0 6.0 ... 68.0 69.0 70.0 71.0 72.0\n",
       "  * time      (time) datetime64[ns] 2018-08-16 ... 2018-08-16T21:00:00\n",
       "Data variables: (12/23)\n",
       "    AIRDENS   (time, lev, lat, lon) float32 ...\n",
       "    BCPHILIC  (time, lev, lat, lon) float32 ...\n",
       "    BCPHOBIC  (time, lev, lat, lon) float32 ...\n",
       "    DELP      (time, lev, lat, lon) float32 ...\n",
       "    DMS       (time, lev, lat, lon) float32 ...\n",
       "    DU001     (time, lev, lat, lon) float32 ...\n",
       "    ...        ...\n",
       "    SO4       (time, lev, lat, lon) float32 ...\n",
       "    SS001     (time, lev, lat, lon) float32 ...\n",
       "    SS002     (time, lev, lat, lon) float32 ...\n",
       "    SS003     (time, lev, lat, lon) float32 ...\n",
       "    SS004     (time, lev, lat, lon) float32 ...\n",
       "    SS005     (time, lev, lat, lon) float32 ...\n",
       "Attributes: (12/30)\n",
       "    History:                           Original file generated: Sun Aug 26 21...\n",
       "    Comment:                           GMAO filename: d5124_m2_jan10.inst3_3d...\n",
       "    Filename:                          MERRA2_400.inst3_3d_aer_Nv.20180816.nc4\n",
       "    Conventions:                       CF-1\n",
       "    Institution:                       NASA Global Modeling and Assimilation ...\n",
       "    References:                        http://gmao.gsfc.nasa.gov\n",
       "    ...                                ...\n",
       "    Contact:                           http://gmao.gsfc.nasa.gov\n",
       "    identifier_product_doi:            10.5067/LTVB4GPCOTK2\n",
       "    RangeBeginningDate:                2018-08-16\n",
       "    RangeBeginningTime:                00:00:00.000000\n",
       "    RangeEndingDate:                   2018-08-16\n",
       "    RangeEndingTime:                   21:00:00.000000</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-2aabfb12-64ea-442f-9ad5-8dfb95919b95' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2aabfb12-64ea-442f-9ad5-8dfb95919b95' 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'>lon</span>: 576</li><li><span class='xr-has-index'>lat</span>: 361</li><li><span class='xr-has-index'>lev</span>: 72</li><li><span class='xr-has-index'>time</span>: 8</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-0dc568e9-ae8f-4aec-aae9-601a5b74c782' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0dc568e9-ae8f-4aec-aae9-601a5b74c782' 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 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'>-180.0 -179.4 ... 178.8 179.4</div><input id='attrs-98e19b6f-f344-47b7-a9fe-407ff6906a13' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-98e19b6f-f344-47b7-a9fe-407ff6906a13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-53c99763-8788-4096-9273-84a797aa8160' class='xr-var-data-in' type='checkbox'><label for='data-53c99763-8788-4096-9273-84a797aa8160' 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</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>array([-180.   , -179.375, -178.75 , ...,  178.125,  178.75 ,  179.375])</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'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-5aa745bf-6a29-4780-be75-0060a75eaf91' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5aa745bf-6a29-4780-be75-0060a75eaf91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ba87328-1982-4116-bac6-773dc74ef7cf' class='xr-var-data-in' type='checkbox'><label for='data-0ba87328-1982-4116-bac6-773dc74ef7cf' 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</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>array([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lev</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 2.0 3.0 4.0 ... 70.0 71.0 72.0</div><input id='attrs-f76f6d0a-f4db-455e-8eb7-b4f1f0b81645' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f76f6d0a-f4db-455e-8eb7-b4f1f0b81645' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b75a512-0282-4fd4-a939-416cd6b11d68' class='xr-var-data-in' type='checkbox'><label for='data-4b75a512-0282-4fd4-a939-416cd6b11d68' 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>vertical level</dd><dt><span>units :</span></dt><dd>layer</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>coordinate :</span></dt><dd>eta</dd><dt><span>standard_name :</span></dt><dd>model_layers</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>array([ 1.,  2.,  3.,  4.,  5.,  6.,  7.,  8.,  9., 10., 11., 12., 13., 14.,\n",
       "       15., 16., 17., 18., 19., 20., 21., 22., 23., 24., 25., 26., 27., 28.,\n",
       "       29., 30., 31., 32., 33., 34., 35., 36., 37., 38., 39., 40., 41., 42.,\n",
       "       43., 44., 45., 46., 47., 48., 49., 50., 51., 52., 53., 54., 55., 56.,\n",
       "       57., 58., 59., 60., 61., 62., 63., 64., 65., 66., 67., 68., 69., 70.,\n",
       "       71., 72.])</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[ns]</div><div class='xr-var-preview xr-preview'>2018-08-16 ... 2018-08-16T21:00:00</div><input id='attrs-a68f25e3-8a71-423f-8997-bd7fbb215e80' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a68f25e3-8a71-423f-8997-bd7fbb215e80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-993904de-08e4-47ec-914d-48c1a4f7243f' class='xr-var-data-in' type='checkbox'><label for='data-993904de-08e4-47ec-914d-48c1a4f7243f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd><dt><span>time_increment :</span></dt><dd>30000</dd><dt><span>begin_date :</span></dt><dd>20180816</dd><dt><span>begin_time :</span></dt><dd>0</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-08-16T00:00:00.000000000&#x27;, &#x27;2018-08-16T03:00:00.000000000&#x27;,\n",
       "       &#x27;2018-08-16T06:00:00.000000000&#x27;, &#x27;2018-08-16T09:00:00.000000000&#x27;,\n",
       "       &#x27;2018-08-16T12:00:00.000000000&#x27;, &#x27;2018-08-16T15:00:00.000000000&#x27;,\n",
       "       &#x27;2018-08-16T18:00:00.000000000&#x27;, &#x27;2018-08-16T21:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-87056f65-0c8d-4cd9-8540-281588004ccd' class='xr-section-summary-in' type='checkbox'  ><label for='section-87056f65-0c8d-4cd9-8540-281588004ccd' class='xr-section-summary' >Data variables: <span>(23)</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>AIRDENS</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7846d2be-0add-4602-aebb-4f63545595b8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7846d2be-0add-4602-aebb-4f63545595b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9bc8ef30-01b8-426a-a3cb-685d97d6dbf7' class='xr-var-data-in' type='checkbox'><label for='data-9bc8ef30-01b8-426a-a3cb-685d97d6dbf7' 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>air_density</dd><dt><span>units :</span></dt><dd>kg m-3</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>air_density</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BCPHILIC</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-756320bc-5892-4093-a4b9-56233b3523b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-756320bc-5892-4093-a4b9-56233b3523b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb729be7-6a92-4554-8be3-b16733847f5b' class='xr-var-data-in' type='checkbox'><label for='data-cb729be7-6a92-4554-8be3-b16733847f5b' 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>Hydrophilic Black Carbon</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Hydrophilic Black Carbon</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BCPHOBIC</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2f09d361-ba1a-49fa-89b9-9bae2c6f1dbd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2f09d361-ba1a-49fa-89b9-9bae2c6f1dbd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2e243bdb-833b-42c0-a2dc-41b7e756b2d3' class='xr-var-data-in' type='checkbox'><label for='data-2e243bdb-833b-42c0-a2dc-41b7e756b2d3' 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>Hydrophobic Black Carbon</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Hydrophobic Black Carbon</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DELP</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8649ffd3-6288-4bfe-919c-98920e48dd0e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8649ffd3-6288-4bfe-919c-98920e48dd0e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df9ab850-6161-41b6-9ac7-7d97cb98dbbb' class='xr-var-data-in' type='checkbox'><label for='data-df9ab850-6161-41b6-9ac7-7d97cb98dbbb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure_thickness</dd><dt><span>units :</span></dt><dd>Pa</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>pressure_thickness</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DMS</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-922b6527-b3d7-4128-8a58-89abcdc46eca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-922b6527-b3d7-4128-8a58-89abcdc46eca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31e7d516-088a-4230-b258-66ebeb258d80' class='xr-var-data-in' type='checkbox'><label for='data-31e7d516-088a-4230-b258-66ebeb258d80' 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>Dimethylsulphide</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dimethylsulphide</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU001</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5fcca9a9-705f-43ed-859c-adca3b9ee690' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5fcca9a9-705f-43ed-859c-adca3b9ee690' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11c613b3-0d6e-4595-9a1c-3cccb67815a3' class='xr-var-data-in' type='checkbox'><label for='data-11c613b3-0d6e-4595-9a1c-3cccb67815a3' 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>Dust Mixing Ratio (bin 001)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 001)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU002</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-55ecd053-7f21-46f5-bb64-f2e93b72ed6c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55ecd053-7f21-46f5-bb64-f2e93b72ed6c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2090cd2-fabb-48df-8d74-99c3053244c2' class='xr-var-data-in' type='checkbox'><label for='data-b2090cd2-fabb-48df-8d74-99c3053244c2' 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>Dust Mixing Ratio (bin 002)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 002)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU003</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-62d685dc-5acd-4959-9432-66abaae16fd6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-62d685dc-5acd-4959-9432-66abaae16fd6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e00a348-75fe-47f7-bbab-31558bef8d01' class='xr-var-data-in' type='checkbox'><label for='data-0e00a348-75fe-47f7-bbab-31558bef8d01' 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>Dust Mixing Ratio (bin 003)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 003)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU004</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-530410ac-787b-4643-955a-3f317ebe4153' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-530410ac-787b-4643-955a-3f317ebe4153' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-47faf4f0-4ade-4605-8099-9ef2929fc154' class='xr-var-data-in' type='checkbox'><label for='data-47faf4f0-4ade-4605-8099-9ef2929fc154' 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>Dust Mixing Ratio (bin 004)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 004)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU005</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6c2e8a95-92eb-4757-9d23-f0270792307c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6c2e8a95-92eb-4757-9d23-f0270792307c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06f5ae5e-9248-4a6a-85de-fc10155c5fdf' class='xr-var-data-in' type='checkbox'><label for='data-06f5ae5e-9248-4a6a-85de-fc10155c5fdf' 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>Dust Mixing Ratio (bin 005)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 005)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LWI</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-15357582-c702-4432-a020-f1c28c8781c6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-15357582-c702-4432-a020-f1c28c8781c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66cb621c-ad5c-4f81-adbd-2e3ba138e387' class='xr-var-data-in' type='checkbox'><label for='data-66cb621c-ad5c-4f81-adbd-2e3ba138e387' 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>land(1)_water(0)_ice(2)_flag</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>land(1)_water(0)_ice(2)_flag</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[1663488 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>MSA</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-34ddb1df-1aeb-44b1-b9c3-a799480c643a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-34ddb1df-1aeb-44b1-b9c3-a799480c643a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a173af53-24bc-4c57-afdc-0125a95ef00c' class='xr-var-data-in' type='checkbox'><label for='data-a173af53-24bc-4c57-afdc-0125a95ef00c' 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>Methanesulphonic acid</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Methanesulphonic acid</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>OCPHILIC</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-40fcabc4-78b8-4456-a627-ead5005190ee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-40fcabc4-78b8-4456-a627-ead5005190ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2a679369-7eac-41e1-b1d6-136bf2933e83' class='xr-var-data-in' type='checkbox'><label for='data-2a679369-7eac-41e1-b1d6-136bf2933e83' 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>Hydrophilic Organic Carbon (Particulate Matter)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Hydrophilic Organic Carbon (Particulate Matter)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>OCPHOBIC</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-933b19f9-f941-4fb5-a228-b66801a2f3b9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-933b19f9-f941-4fb5-a228-b66801a2f3b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f6b1c99-bcc3-4a92-8477-0bc94688b153' class='xr-var-data-in' type='checkbox'><label for='data-5f6b1c99-bcc3-4a92-8477-0bc94688b153' 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>Hydrophobic Organic Carbon (Particulate Matter)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Hydrophobic Organic Carbon (Particulate Matter)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PS</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-710a0a59-b487-4e08-a6f3-1b3456cd7afb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-710a0a59-b487-4e08-a6f3-1b3456cd7afb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c348aee9-52f5-4bb9-b90a-84edc3bf7b28' class='xr-var-data-in' type='checkbox'><label for='data-c348aee9-52f5-4bb9-b90a-84edc3bf7b28' 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>surface_pressure</dd><dt><span>units :</span></dt><dd>Pa</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>surface_pressure</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[1663488 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RH</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7f17323e-6a2a-4510-abd2-a868643f96f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f17323e-6a2a-4510-abd2-a868643f96f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-391c7892-f21b-4b7c-8261-59517d85bf02' class='xr-var-data-in' type='checkbox'><label for='data-391c7892-f21b-4b7c-8261-59517d85bf02' 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>relative_humidity_after_moist</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>relative_humidity_after_moist</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SO2</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-85890017-182d-4215-89ba-d12a96ecd23d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-85890017-182d-4215-89ba-d12a96ecd23d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d7ada821-1f12-4a9f-81ae-ce11a6fd73bc' class='xr-var-data-in' type='checkbox'><label for='data-d7ada821-1f12-4a9f-81ae-ce11a6fd73bc' 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>Sulphur dioxide</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sulphur dioxide</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SO4</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b90e03ca-ad46-426c-9fb7-206146625282' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b90e03ca-ad46-426c-9fb7-206146625282' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-32992332-b92c-45a8-92f8-8e32778c5a7b' class='xr-var-data-in' type='checkbox'><label for='data-32992332-b92c-45a8-92f8-8e32778c5a7b' 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>Sulphate aerosol</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sulphate aerosol</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS001</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e8a3f901-4e76-4bb2-a9b2-0e4670cb3d83' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e8a3f901-4e76-4bb2-a9b2-0e4670cb3d83' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0eaeb605-d2f7-45c1-946d-90a46b1c1159' class='xr-var-data-in' type='checkbox'><label for='data-0eaeb605-d2f7-45c1-946d-90a46b1c1159' 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>Sea Salt Mixing Ratio (bin 001)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 001)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS002</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ff350b86-8494-4d46-a5ac-0cd591b7184f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ff350b86-8494-4d46-a5ac-0cd591b7184f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b86fd2a-4832-43ec-b6ae-a2f0861bc5c4' class='xr-var-data-in' type='checkbox'><label for='data-5b86fd2a-4832-43ec-b6ae-a2f0861bc5c4' 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>Sea Salt Mixing Ratio (bin 002)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 002)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS003</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bad5db2e-52f0-40cf-918b-221a431fe754' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bad5db2e-52f0-40cf-918b-221a431fe754' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea8e44bc-7a72-4de9-b563-f7222aee8fd9' class='xr-var-data-in' type='checkbox'><label for='data-ea8e44bc-7a72-4de9-b563-f7222aee8fd9' 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>Sea Salt Mixing Ratio (bin 003)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 003)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS004</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-366dc695-eb4a-47cb-87fd-92a6629b22b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-366dc695-eb4a-47cb-87fd-92a6629b22b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ad9866d-1a56-4be9-ab7e-dafe910b0f94' class='xr-var-data-in' type='checkbox'><label for='data-8ad9866d-1a56-4be9-ab7e-dafe910b0f94' 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>Sea Salt Mixing Ratio (bin 004)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 004)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS005</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dc44cb93-7035-4504-b2dc-5a1ef3a337f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dc44cb93-7035-4504-b2dc-5a1ef3a337f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ebb93f4-711e-4183-a0e8-1445aed413be' class='xr-var-data-in' type='checkbox'><label for='data-9ebb93f4-711e-4183-a0e8-1445aed413be' 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>Sea Salt Mixing Ratio (bin 005)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 005)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1fb98cd6-7a51-4994-93d6-7199e3e3f59a' class='xr-section-summary-in' type='checkbox'  ><label for='section-1fb98cd6-7a51-4994-93d6-7199e3e3f59a' class='xr-section-summary' >Indexes: <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-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4e7a1ee5-97dd-4558-b376-ee7b4229cb10' class='xr-index-data-in' type='checkbox'/><label for='index-4e7a1ee5-97dd-4558-b376-ee7b4229cb10' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  -180.0, -179.375,  -178.75, -178.125,   -177.5, -176.875,  -176.25,\n",
       "       -175.625,   -175.0, -174.375,\n",
       "       ...\n",
       "         173.75,  174.375,    175.0,  175.625,   176.25,  176.875,    177.5,\n",
       "        178.125,   178.75,  179.375],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=576))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e96d9568-8902-43da-84e2-5f893aec6fa7' class='xr-index-data-in' type='checkbox'/><label for='index-e96d9568-8902-43da-84e2-5f893aec6fa7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
       "       ...\n",
       "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f3a3f84f-8653-448c-9672-5ceaa76f5f72' class='xr-index-data-in' type='checkbox'/><label for='index-f3a3f84f-8653-448c-9672-5ceaa76f5f72' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1.0,  2.0,  3.0,  4.0,  5.0,  6.0,  7.0,  8.0,  9.0, 10.0, 11.0, 12.0,\n",
       "       13.0, 14.0, 15.0, 16.0, 17.0, 18.0, 19.0, 20.0, 21.0, 22.0, 23.0, 24.0,\n",
       "       25.0, 26.0, 27.0, 28.0, 29.0, 30.0, 31.0, 32.0, 33.0, 34.0, 35.0, 36.0,\n",
       "       37.0, 38.0, 39.0, 40.0, 41.0, 42.0, 43.0, 44.0, 45.0, 46.0, 47.0, 48.0,\n",
       "       49.0, 50.0, 51.0, 52.0, 53.0, 54.0, 55.0, 56.0, 57.0, 58.0, 59.0, 60.0,\n",
       "       61.0, 62.0, 63.0, 64.0, 65.0, 66.0, 67.0, 68.0, 69.0, 70.0, 71.0, 72.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2212fb84-f764-4e7f-99ed-144313c84748' class='xr-index-data-in' type='checkbox'/><label for='index-2212fb84-f764-4e7f-99ed-144313c84748' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2018-08-16 00:00:00&#x27;, &#x27;2018-08-16 03:00:00&#x27;,\n",
       "               &#x27;2018-08-16 06:00:00&#x27;, &#x27;2018-08-16 09:00:00&#x27;,\n",
       "               &#x27;2018-08-16 12:00:00&#x27;, &#x27;2018-08-16 15:00:00&#x27;,\n",
       "               &#x27;2018-08-16 18:00:00&#x27;, &#x27;2018-08-16 21:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8e37e5c2-2dd0-4b3e-b13a-c0fce01368b9' class='xr-section-summary-in' type='checkbox'  ><label for='section-8e37e5c2-2dd0-4b3e-b13a-c0fce01368b9' class='xr-section-summary' >Attributes: <span>(30)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>History :</span></dt><dd>Original file generated: Sun Aug 26 21:27:17 2018 GMT</dd><dt><span>Comment :</span></dt><dd>GMAO filename: d5124_m2_jan10.inst3_3d_aer_Nv.20180816.nc4</dd><dt><span>Filename :</span></dt><dd>MERRA2_400.inst3_3d_aer_Nv.20180816.nc4</dd><dt><span>Conventions :</span></dt><dd>CF-1</dd><dt><span>Institution :</span></dt><dd>NASA Global Modeling and Assimilation Office</dd><dt><span>References :</span></dt><dd>http://gmao.gsfc.nasa.gov</dd><dt><span>Format :</span></dt><dd>NetCDF-4/HDF-5</dd><dt><span>SpatialCoverage :</span></dt><dd>global</dd><dt><span>VersionID :</span></dt><dd>5.12.4</dd><dt><span>TemporalRange :</span></dt><dd>1980-01-01 -&gt; 2016-12-31</dd><dt><span>identifier_product_doi_authority :</span></dt><dd>http://dx.doi.org/</dd><dt><span>ShortName :</span></dt><dd>M2I3NVAER</dd><dt><span>GranuleID :</span></dt><dd>MERRA2_400.inst3_3d_aer_Nv.20180816.nc4</dd><dt><span>ProductionDateTime :</span></dt><dd>Original file generated: Sun Aug 26 21:27:17 2018 GMT</dd><dt><span>LongName :</span></dt><dd>MERRA2 inst3_3d_aer_Nv: 3d,3-Hourly,Instantaneous,Model-Level,Assimilation,Aerosol Mixing Ratio</dd><dt><span>Title :</span></dt><dd>MERRA2 inst3_3d_aer_Nv: 3d,3-Hourly,Instantaneous,Model-Level,Assimilation,Aerosol Mixing Ratio</dd><dt><span>SouthernmostLatitude :</span></dt><dd>-90.0</dd><dt><span>NorthernmostLatitude :</span></dt><dd>90.0</dd><dt><span>WesternmostLongitude :</span></dt><dd>-180.0</dd><dt><span>EasternmostLongitude :</span></dt><dd>179.375</dd><dt><span>LatitudeResolution :</span></dt><dd>0.5</dd><dt><span>LongitudeResolution :</span></dt><dd>0.625</dd><dt><span>DataResolution :</span></dt><dd>0.5 x 0.625 (72 native layers)</dd><dt><span>Source :</span></dt><dd>CVS tag: GEOSadas-5_12_4_p14_M2-OPS</dd><dt><span>Contact :</span></dt><dd>http://gmao.gsfc.nasa.gov</dd><dt><span>identifier_product_doi :</span></dt><dd>10.5067/LTVB4GPCOTK2</dd><dt><span>RangeBeginningDate :</span></dt><dd>2018-08-16</dd><dt><span>RangeBeginningTime :</span></dt><dd>00:00:00.000000</dd><dt><span>RangeEndingDate :</span></dt><dd>2018-08-16</dd><dt><span>RangeEndingTime :</span></dt><dd>21:00:00.000000</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:   (lon: 576, lat: 361, lev: 72, time: 8)\n",
       "Coordinates:\n",
       "  * lon       (lon) float64 -180.0 -179.4 -178.8 -178.1 ... 178.1 178.8 179.4\n",
       "  * lat       (lat) float64 -90.0 -89.5 -89.0 -88.5 ... 88.5 89.0 89.5 90.0\n",
       "  * lev       (lev) float64 1.0 2.0 3.0 4.0 5.0 6.0 ... 68.0 69.0 70.0 71.0 72.0\n",
       "  * time      (time) datetime64[ns] 2018-08-16 ... 2018-08-16T21:00:00\n",
       "Data variables: (12/23)\n",
       "    AIRDENS   (time, lev, lat, lon) float32 ...\n",
       "    BCPHILIC  (time, lev, lat, lon) float32 ...\n",
       "    BCPHOBIC  (time, lev, lat, lon) float32 ...\n",
       "    DELP      (time, lev, lat, lon) float32 ...\n",
       "    DMS       (time, lev, lat, lon) float32 ...\n",
       "    DU001     (time, lev, lat, lon) float32 ...\n",
       "    ...        ...\n",
       "    SO4       (time, lev, lat, lon) float32 ...\n",
       "    SS001     (time, lev, lat, lon) float32 ...\n",
       "    SS002     (time, lev, lat, lon) float32 ...\n",
       "    SS003     (time, lev, lat, lon) float32 ...\n",
       "    SS004     (time, lev, lat, lon) float32 ...\n",
       "    SS005     (time, lev, lat, lon) float32 ...\n",
       "Attributes: (12/30)\n",
       "    History:                           Original file generated: Sun Aug 26 21...\n",
       "    Comment:                           GMAO filename: d5124_m2_jan10.inst3_3d...\n",
       "    Filename:                          MERRA2_400.inst3_3d_aer_Nv.20180816.nc4\n",
       "    Conventions:                       CF-1\n",
       "    Institution:                       NASA Global Modeling and Assimilation ...\n",
       "    References:                        http://gmao.gsfc.nasa.gov\n",
       "    ...                                ...\n",
       "    Contact:                           http://gmao.gsfc.nasa.gov\n",
       "    identifier_product_doi:            10.5067/LTVB4GPCOTK2\n",
       "    RangeBeginningDate:                2018-08-16\n",
       "    RangeBeginningTime:                00:00:00.000000\n",
       "    RangeEndingDate:                   2018-08-16\n",
       "    RangeEndingTime:                   21:00:00.000000"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "ds_s3 = xr.open_dataset(file_handler_s3, engine=\"h5netcdf\")\n",
    "ds_s3"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## HTTPS access"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 926 ms, sys: 104 ms, total: 1.03 s\n",
      "Wall time: 10.6 s\n"
     ]
    },
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:   (lon: 576, lat: 361, lev: 72, time: 8)\n",
       "Coordinates:\n",
       "  * lon       (lon) float64 -180.0 -179.4 -178.8 -178.1 ... 178.1 178.8 179.4\n",
       "  * lat       (lat) float64 -90.0 -89.5 -89.0 -88.5 ... 88.5 89.0 89.5 90.0\n",
       "  * lev       (lev) float64 1.0 2.0 3.0 4.0 5.0 6.0 ... 68.0 69.0 70.0 71.0 72.0\n",
       "  * time      (time) datetime64[ns] 2018-08-16 ... 2018-08-16T21:00:00\n",
       "Data variables: (12/23)\n",
       "    AIRDENS   (time, lev, lat, lon) float32 ...\n",
       "    BCPHILIC  (time, lev, lat, lon) float32 ...\n",
       "    BCPHOBIC  (time, lev, lat, lon) float32 ...\n",
       "    DELP      (time, lev, lat, lon) float32 ...\n",
       "    DMS       (time, lev, lat, lon) float32 ...\n",
       "    DU001     (time, lev, lat, lon) float32 ...\n",
       "    ...        ...\n",
       "    SO4       (time, lev, lat, lon) float32 ...\n",
       "    SS001     (time, lev, lat, lon) float32 ...\n",
       "    SS002     (time, lev, lat, lon) float32 ...\n",
       "    SS003     (time, lev, lat, lon) float32 ...\n",
       "    SS004     (time, lev, lat, lon) float32 ...\n",
       "    SS005     (time, lev, lat, lon) float32 ...\n",
       "Attributes: (12/30)\n",
       "    History:                           Original file generated: Sun Aug 26 21...\n",
       "    Comment:                           GMAO filename: d5124_m2_jan10.inst3_3d...\n",
       "    Filename:                          MERRA2_400.inst3_3d_aer_Nv.20180816.nc4\n",
       "    Conventions:                       CF-1\n",
       "    Institution:                       NASA Global Modeling and Assimilation ...\n",
       "    References:                        http://gmao.gsfc.nasa.gov\n",
       "    ...                                ...\n",
       "    Contact:                           http://gmao.gsfc.nasa.gov\n",
       "    identifier_product_doi:            10.5067/LTVB4GPCOTK2\n",
       "    RangeBeginningDate:                2018-08-16\n",
       "    RangeBeginningTime:                00:00:00.000000\n",
       "    RangeEndingDate:                   2018-08-16\n",
       "    RangeEndingTime:                   21:00:00.000000</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-a1ea239c-f9fd-49c0-8950-f509a3f36993' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a1ea239c-f9fd-49c0-8950-f509a3f36993' 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'>lon</span>: 576</li><li><span class='xr-has-index'>lat</span>: 361</li><li><span class='xr-has-index'>lev</span>: 72</li><li><span class='xr-has-index'>time</span>: 8</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-68a11a30-1ced-4b22-8032-8f4d65f6d955' class='xr-section-summary-in' type='checkbox'  checked><label for='section-68a11a30-1ced-4b22-8032-8f4d65f6d955' 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 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'>-180.0 -179.4 ... 178.8 179.4</div><input id='attrs-4e2f6e16-beca-4c1f-a576-a9b9ce8ede60' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4e2f6e16-beca-4c1f-a576-a9b9ce8ede60' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d9d40c2-a607-451b-8224-0950a0c27ff1' class='xr-var-data-in' type='checkbox'><label for='data-0d9d40c2-a607-451b-8224-0950a0c27ff1' 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</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>array([-180.   , -179.375, -178.75 , ...,  178.125,  178.75 ,  179.375])</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'>-90.0 -89.5 -89.0 ... 89.5 90.0</div><input id='attrs-aa56dd17-a438-4134-9593-481fa2dbb2de' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aa56dd17-a438-4134-9593-481fa2dbb2de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e6ac0f3-623b-47bb-b5ca-ce15a66f9c0a' class='xr-var-data-in' type='checkbox'><label for='data-9e6ac0f3-623b-47bb-b5ca-ce15a66f9c0a' 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</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>array([-90. , -89.5, -89. , ...,  89. ,  89.5,  90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lev</span></div><div class='xr-var-dims'>(lev)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 2.0 3.0 4.0 ... 70.0 71.0 72.0</div><input id='attrs-0e8d5879-e3ae-4877-8ff4-bc70109ee72e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0e8d5879-e3ae-4877-8ff4-bc70109ee72e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12af43ad-e532-4679-a1d5-ada99f6a7f7d' class='xr-var-data-in' type='checkbox'><label for='data-12af43ad-e532-4679-a1d5-ada99f6a7f7d' 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>vertical level</dd><dt><span>units :</span></dt><dd>layer</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>coordinate :</span></dt><dd>eta</dd><dt><span>standard_name :</span></dt><dd>model_layers</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>array([ 1.,  2.,  3.,  4.,  5.,  6.,  7.,  8.,  9., 10., 11., 12., 13., 14.,\n",
       "       15., 16., 17., 18., 19., 20., 21., 22., 23., 24., 25., 26., 27., 28.,\n",
       "       29., 30., 31., 32., 33., 34., 35., 36., 37., 38., 39., 40., 41., 42.,\n",
       "       43., 44., 45., 46., 47., 48., 49., 50., 51., 52., 53., 54., 55., 56.,\n",
       "       57., 58., 59., 60., 61., 62., 63., 64., 65., 66., 67., 68., 69., 70.,\n",
       "       71., 72.])</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[ns]</div><div class='xr-var-preview xr-preview'>2018-08-16 ... 2018-08-16T21:00:00</div><input id='attrs-f6fa196a-5f2e-471a-877d-4443ea69bf96' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f6fa196a-5f2e-471a-877d-4443ea69bf96' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a27ec256-5fe6-418b-ad32-c573caec38a4' class='xr-var-data-in' type='checkbox'><label for='data-a27ec256-5fe6-418b-ad32-c573caec38a4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd><dt><span>time_increment :</span></dt><dd>30000</dd><dt><span>begin_date :</span></dt><dd>20180816</dd><dt><span>begin_time :</span></dt><dd>0</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-08-16T00:00:00.000000000&#x27;, &#x27;2018-08-16T03:00:00.000000000&#x27;,\n",
       "       &#x27;2018-08-16T06:00:00.000000000&#x27;, &#x27;2018-08-16T09:00:00.000000000&#x27;,\n",
       "       &#x27;2018-08-16T12:00:00.000000000&#x27;, &#x27;2018-08-16T15:00:00.000000000&#x27;,\n",
       "       &#x27;2018-08-16T18:00:00.000000000&#x27;, &#x27;2018-08-16T21:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-65b4576b-4ff9-4fb3-9cbc-d3c49c5aafd4' class='xr-section-summary-in' type='checkbox'  ><label for='section-65b4576b-4ff9-4fb3-9cbc-d3c49c5aafd4' class='xr-section-summary' >Data variables: <span>(23)</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>AIRDENS</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3d208977-956d-4fe5-aca8-b7d2adfa8651' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3d208977-956d-4fe5-aca8-b7d2adfa8651' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0f0a0bce-7aa0-4587-8ca7-84a1c9822a0a' class='xr-var-data-in' type='checkbox'><label for='data-0f0a0bce-7aa0-4587-8ca7-84a1c9822a0a' 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>air_density</dd><dt><span>units :</span></dt><dd>kg m-3</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>air_density</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BCPHILIC</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d7b70fcf-6d36-4021-b87c-84317ec65d27' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d7b70fcf-6d36-4021-b87c-84317ec65d27' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b8b852f-a3b4-4974-a335-dff0378dac8d' class='xr-var-data-in' type='checkbox'><label for='data-8b8b852f-a3b4-4974-a335-dff0378dac8d' 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>Hydrophilic Black Carbon</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Hydrophilic Black Carbon</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BCPHOBIC</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d2e0d777-7bc4-48e0-b2b7-455e0eca2272' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d2e0d777-7bc4-48e0-b2b7-455e0eca2272' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0705c606-1d36-4c94-a4c7-75c453e36fe6' class='xr-var-data-in' type='checkbox'><label for='data-0705c606-1d36-4c94-a4c7-75c453e36fe6' 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>Hydrophobic Black Carbon</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Hydrophobic Black Carbon</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DELP</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fa038496-8069-456e-8a77-151fd4ed7d75' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fa038496-8069-456e-8a77-151fd4ed7d75' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-90a4b347-0911-4495-9dd4-e9fb907a2459' class='xr-var-data-in' type='checkbox'><label for='data-90a4b347-0911-4495-9dd4-e9fb907a2459' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure_thickness</dd><dt><span>units :</span></dt><dd>Pa</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>pressure_thickness</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DMS</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-688f45d6-18b3-478d-8f59-4f28f1088596' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-688f45d6-18b3-478d-8f59-4f28f1088596' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b4950861-5d12-439b-ba68-1de15e046907' class='xr-var-data-in' type='checkbox'><label for='data-b4950861-5d12-439b-ba68-1de15e046907' 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>Dimethylsulphide</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dimethylsulphide</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU001</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5ea96602-76af-48a6-9b90-4ad78e947cd0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5ea96602-76af-48a6-9b90-4ad78e947cd0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e8601eb3-3ee2-48b5-8c95-2000a0f885af' class='xr-var-data-in' type='checkbox'><label for='data-e8601eb3-3ee2-48b5-8c95-2000a0f885af' 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>Dust Mixing Ratio (bin 001)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 001)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU002</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-083ac685-07b6-45b6-921b-2ef4d9e8a739' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-083ac685-07b6-45b6-921b-2ef4d9e8a739' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f78fd87b-420d-4ab6-989c-9a28037c2ec6' class='xr-var-data-in' type='checkbox'><label for='data-f78fd87b-420d-4ab6-989c-9a28037c2ec6' 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>Dust Mixing Ratio (bin 002)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 002)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU003</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c402f01c-17b2-4994-80d0-ea78a367d277' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c402f01c-17b2-4994-80d0-ea78a367d277' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e82321e2-5c72-418d-b7ec-f42df40f2481' class='xr-var-data-in' type='checkbox'><label for='data-e82321e2-5c72-418d-b7ec-f42df40f2481' 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>Dust Mixing Ratio (bin 003)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 003)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU004</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8efaa043-fce1-4098-890e-64262ceda2bc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8efaa043-fce1-4098-890e-64262ceda2bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9f344815-69ea-4d13-b97a-b1f4e51fe046' class='xr-var-data-in' type='checkbox'><label for='data-9f344815-69ea-4d13-b97a-b1f4e51fe046' 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>Dust Mixing Ratio (bin 004)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 004)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DU005</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-55578066-e27a-4522-9c43-97c3c67fcb87' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55578066-e27a-4522-9c43-97c3c67fcb87' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-71df7956-ad1b-4838-adb8-45e32dfcd755' class='xr-var-data-in' type='checkbox'><label for='data-71df7956-ad1b-4838-adb8-45e32dfcd755' 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>Dust Mixing Ratio (bin 005)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Dust Mixing Ratio (bin 005)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LWI</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-e07006fa-fabd-41ba-8395-9a51a63f188a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e07006fa-fabd-41ba-8395-9a51a63f188a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60c4115b-10ed-4467-ab45-986fa06e833b' class='xr-var-data-in' type='checkbox'><label for='data-60c4115b-10ed-4467-ab45-986fa06e833b' 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>land(1)_water(0)_ice(2)_flag</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>land(1)_water(0)_ice(2)_flag</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[1663488 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>MSA</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6513f1f2-e9b7-4c68-a659-bdc3aa7fac44' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6513f1f2-e9b7-4c68-a659-bdc3aa7fac44' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1cb5f5ab-e7e0-42d9-8814-53b0fc8e92d1' class='xr-var-data-in' type='checkbox'><label for='data-1cb5f5ab-e7e0-42d9-8814-53b0fc8e92d1' 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>Methanesulphonic acid</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Methanesulphonic acid</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>OCPHILIC</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0bc74fc1-9cc8-4e02-b133-0487843ca7f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0bc74fc1-9cc8-4e02-b133-0487843ca7f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e5ca0d0-a30e-4f86-b437-e47fca6608fb' class='xr-var-data-in' type='checkbox'><label for='data-7e5ca0d0-a30e-4f86-b437-e47fca6608fb' 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>Hydrophilic Organic Carbon (Particulate Matter)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Hydrophilic Organic Carbon (Particulate Matter)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>OCPHOBIC</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2c2266eb-906e-44e9-b96a-4356fd0d27b4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2c2266eb-906e-44e9-b96a-4356fd0d27b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-005e37cb-0206-4245-b773-9c48b99f1f9a' class='xr-var-data-in' type='checkbox'><label for='data-005e37cb-0206-4245-b773-9c48b99f1f9a' 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>Hydrophobic Organic Carbon (Particulate Matter)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Hydrophobic Organic Carbon (Particulate Matter)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PS</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-50eb3e1b-e32b-4446-8f23-158aa899255f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-50eb3e1b-e32b-4446-8f23-158aa899255f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a42dd3c4-9fe1-4d50-b200-353f7aa6d459' class='xr-var-data-in' type='checkbox'><label for='data-a42dd3c4-9fe1-4d50-b200-353f7aa6d459' 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>surface_pressure</dd><dt><span>units :</span></dt><dd>Pa</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>surface_pressure</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[1663488 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RH</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f7e849a7-a028-4dfc-88d3-bdb040dfd706' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7e849a7-a028-4dfc-88d3-bdb040dfd706' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-14ca7cf5-364b-4cb4-9f38-08bad8fd99ea' class='xr-var-data-in' type='checkbox'><label for='data-14ca7cf5-364b-4cb4-9f38-08bad8fd99ea' 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>relative_humidity_after_moist</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>relative_humidity_after_moist</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SO2</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4a9a5cb5-cda3-42a2-8f81-fb412baaee02' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4a9a5cb5-cda3-42a2-8f81-fb412baaee02' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c662af4-bb2b-45d3-8d43-9254d4771126' class='xr-var-data-in' type='checkbox'><label for='data-4c662af4-bb2b-45d3-8d43-9254d4771126' 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>Sulphur dioxide</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sulphur dioxide</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SO4</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-62844161-ccce-439a-bfdc-f05fa082223c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-62844161-ccce-439a-bfdc-f05fa082223c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7fff916e-03bd-452e-915d-9550c857b35a' class='xr-var-data-in' type='checkbox'><label for='data-7fff916e-03bd-452e-915d-9550c857b35a' 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>Sulphate aerosol</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sulphate aerosol</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS001</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-806aa43f-d4eb-4d92-a95f-e11630fb716d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-806aa43f-d4eb-4d92-a95f-e11630fb716d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-647c8775-3b8e-468d-8366-4f4d73b72d07' class='xr-var-data-in' type='checkbox'><label for='data-647c8775-3b8e-468d-8366-4f4d73b72d07' 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>Sea Salt Mixing Ratio (bin 001)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 001)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS002</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8bcc6436-6e68-47ef-899e-9c46de51fca2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8bcc6436-6e68-47ef-899e-9c46de51fca2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ee98920-c95a-421d-a709-b89b1e1cb01f' class='xr-var-data-in' type='checkbox'><label for='data-9ee98920-c95a-421d-a709-b89b1e1cb01f' 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>Sea Salt Mixing Ratio (bin 002)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 002)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS003</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f04bfd73-aae7-4f38-bb65-f8b5de416c9d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f04bfd73-aae7-4f38-bb65-f8b5de416c9d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c5aa5119-f3a5-4f3f-986e-709e9c2fc871' class='xr-var-data-in' type='checkbox'><label for='data-c5aa5119-f3a5-4f3f-986e-709e9c2fc871' 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>Sea Salt Mixing Ratio (bin 003)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 003)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS004</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1757417c-be71-4925-b2e0-cd43785a62f8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1757417c-be71-4925-b2e0-cd43785a62f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7229da67-c0aa-4c1a-afda-e62cf4ddae30' class='xr-var-data-in' type='checkbox'><label for='data-7229da67-c0aa-4c1a-afda-e62cf4ddae30' 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>Sea Salt Mixing Ratio (bin 004)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 004)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SS005</span></div><div class='xr-var-dims'>(time, lev, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-844c48d0-4feb-4544-a866-524394f2a61e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-844c48d0-4feb-4544-a866-524394f2a61e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-adcbfa26-0d75-4748-8036-09f660e30743' class='xr-var-data-in' type='checkbox'><label for='data-adcbfa26-0d75-4748-8036-09f660e30743' 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>Sea Salt Mixing Ratio (bin 005)</dd><dt><span>units :</span></dt><dd>kg kg-1</dd><dt><span>fmissing_value :</span></dt><dd>1000000000000000.0</dd><dt><span>standard_name :</span></dt><dd>Sea Salt Mixing Ratio (bin 005)</dd><dt><span>vmax :</span></dt><dd>1000000000000000.0</dd><dt><span>vmin :</span></dt><dd>-1000000000000000.0</dd><dt><span>valid_range :</span></dt><dd>[-1.e+15  1.e+15]</dd></dl></div><div class='xr-var-data'><pre>[119771136 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-920fb091-2ad2-4f92-b9ba-ee028c150101' class='xr-section-summary-in' type='checkbox'  ><label for='section-920fb091-2ad2-4f92-b9ba-ee028c150101' class='xr-section-summary' >Indexes: <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-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1d0b542a-075c-4802-b0d0-db34159791b7' class='xr-index-data-in' type='checkbox'/><label for='index-1d0b542a-075c-4802-b0d0-db34159791b7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  -180.0, -179.375,  -178.75, -178.125,   -177.5, -176.875,  -176.25,\n",
       "       -175.625,   -175.0, -174.375,\n",
       "       ...\n",
       "         173.75,  174.375,    175.0,  175.625,   176.25,  176.875,    177.5,\n",
       "        178.125,   178.75,  179.375],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=576))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-dfdb54d7-827d-4bef-bae2-e4e887156868' class='xr-index-data-in' type='checkbox'/><label for='index-dfdb54d7-827d-4bef-bae2-e4e887156868' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-90.0, -89.5, -89.0, -88.5, -88.0, -87.5, -87.0, -86.5, -86.0, -85.5,\n",
       "       ...\n",
       "        85.5,  86.0,  86.5,  87.0,  87.5,  88.0,  88.5,  89.0,  89.5,  90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=361))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lev</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7fd28ca5-dee2-4c2e-a938-7d9f25fe036b' class='xr-index-data-in' type='checkbox'/><label for='index-7fd28ca5-dee2-4c2e-a938-7d9f25fe036b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1.0,  2.0,  3.0,  4.0,  5.0,  6.0,  7.0,  8.0,  9.0, 10.0, 11.0, 12.0,\n",
       "       13.0, 14.0, 15.0, 16.0, 17.0, 18.0, 19.0, 20.0, 21.0, 22.0, 23.0, 24.0,\n",
       "       25.0, 26.0, 27.0, 28.0, 29.0, 30.0, 31.0, 32.0, 33.0, 34.0, 35.0, 36.0,\n",
       "       37.0, 38.0, 39.0, 40.0, 41.0, 42.0, 43.0, 44.0, 45.0, 46.0, 47.0, 48.0,\n",
       "       49.0, 50.0, 51.0, 52.0, 53.0, 54.0, 55.0, 56.0, 57.0, 58.0, 59.0, 60.0,\n",
       "       61.0, 62.0, 63.0, 64.0, 65.0, 66.0, 67.0, 68.0, 69.0, 70.0, 71.0, 72.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lev&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c269abac-c580-45be-a77b-a8ed1fd9eb1e' class='xr-index-data-in' type='checkbox'/><label for='index-c269abac-c580-45be-a77b-a8ed1fd9eb1e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2018-08-16 00:00:00&#x27;, &#x27;2018-08-16 03:00:00&#x27;,\n",
       "               &#x27;2018-08-16 06:00:00&#x27;, &#x27;2018-08-16 09:00:00&#x27;,\n",
       "               &#x27;2018-08-16 12:00:00&#x27;, &#x27;2018-08-16 15:00:00&#x27;,\n",
       "               &#x27;2018-08-16 18:00:00&#x27;, &#x27;2018-08-16 21:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a99eef89-fb82-44e8-a8d0-5bb91b01470e' class='xr-section-summary-in' type='checkbox'  ><label for='section-a99eef89-fb82-44e8-a8d0-5bb91b01470e' class='xr-section-summary' >Attributes: <span>(30)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>History :</span></dt><dd>Original file generated: Sun Aug 26 21:27:17 2018 GMT</dd><dt><span>Comment :</span></dt><dd>GMAO filename: d5124_m2_jan10.inst3_3d_aer_Nv.20180816.nc4</dd><dt><span>Filename :</span></dt><dd>MERRA2_400.inst3_3d_aer_Nv.20180816.nc4</dd><dt><span>Conventions :</span></dt><dd>CF-1</dd><dt><span>Institution :</span></dt><dd>NASA Global Modeling and Assimilation Office</dd><dt><span>References :</span></dt><dd>http://gmao.gsfc.nasa.gov</dd><dt><span>Format :</span></dt><dd>NetCDF-4/HDF-5</dd><dt><span>SpatialCoverage :</span></dt><dd>global</dd><dt><span>VersionID :</span></dt><dd>5.12.4</dd><dt><span>TemporalRange :</span></dt><dd>1980-01-01 -&gt; 2016-12-31</dd><dt><span>identifier_product_doi_authority :</span></dt><dd>http://dx.doi.org/</dd><dt><span>ShortName :</span></dt><dd>M2I3NVAER</dd><dt><span>GranuleID :</span></dt><dd>MERRA2_400.inst3_3d_aer_Nv.20180816.nc4</dd><dt><span>ProductionDateTime :</span></dt><dd>Original file generated: Sun Aug 26 21:27:17 2018 GMT</dd><dt><span>LongName :</span></dt><dd>MERRA2 inst3_3d_aer_Nv: 3d,3-Hourly,Instantaneous,Model-Level,Assimilation,Aerosol Mixing Ratio</dd><dt><span>Title :</span></dt><dd>MERRA2 inst3_3d_aer_Nv: 3d,3-Hourly,Instantaneous,Model-Level,Assimilation,Aerosol Mixing Ratio</dd><dt><span>SouthernmostLatitude :</span></dt><dd>-90.0</dd><dt><span>NorthernmostLatitude :</span></dt><dd>90.0</dd><dt><span>WesternmostLongitude :</span></dt><dd>-180.0</dd><dt><span>EasternmostLongitude :</span></dt><dd>179.375</dd><dt><span>LatitudeResolution :</span></dt><dd>0.5</dd><dt><span>LongitudeResolution :</span></dt><dd>0.625</dd><dt><span>DataResolution :</span></dt><dd>0.5 x 0.625 (72 native layers)</dd><dt><span>Source :</span></dt><dd>CVS tag: GEOSadas-5_12_4_p14_M2-OPS</dd><dt><span>Contact :</span></dt><dd>http://gmao.gsfc.nasa.gov</dd><dt><span>identifier_product_doi :</span></dt><dd>10.5067/LTVB4GPCOTK2</dd><dt><span>RangeBeginningDate :</span></dt><dd>2018-08-16</dd><dt><span>RangeBeginningTime :</span></dt><dd>00:00:00.000000</dd><dt><span>RangeEndingDate :</span></dt><dd>2018-08-16</dd><dt><span>RangeEndingTime :</span></dt><dd>21:00:00.000000</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:   (lon: 576, lat: 361, lev: 72, time: 8)\n",
       "Coordinates:\n",
       "  * lon       (lon) float64 -180.0 -179.4 -178.8 -178.1 ... 178.1 178.8 179.4\n",
       "  * lat       (lat) float64 -90.0 -89.5 -89.0 -88.5 ... 88.5 89.0 89.5 90.0\n",
       "  * lev       (lev) float64 1.0 2.0 3.0 4.0 5.0 6.0 ... 68.0 69.0 70.0 71.0 72.0\n",
       "  * time      (time) datetime64[ns] 2018-08-16 ... 2018-08-16T21:00:00\n",
       "Data variables: (12/23)\n",
       "    AIRDENS   (time, lev, lat, lon) float32 ...\n",
       "    BCPHILIC  (time, lev, lat, lon) float32 ...\n",
       "    BCPHOBIC  (time, lev, lat, lon) float32 ...\n",
       "    DELP      (time, lev, lat, lon) float32 ...\n",
       "    DMS       (time, lev, lat, lon) float32 ...\n",
       "    DU001     (time, lev, lat, lon) float32 ...\n",
       "    ...        ...\n",
       "    SO4       (time, lev, lat, lon) float32 ...\n",
       "    SS001     (time, lev, lat, lon) float32 ...\n",
       "    SS002     (time, lev, lat, lon) float32 ...\n",
       "    SS003     (time, lev, lat, lon) float32 ...\n",
       "    SS004     (time, lev, lat, lon) float32 ...\n",
       "    SS005     (time, lev, lat, lon) float32 ...\n",
       "Attributes: (12/30)\n",
       "    History:                           Original file generated: Sun Aug 26 21...\n",
       "    Comment:                           GMAO filename: d5124_m2_jan10.inst3_3d...\n",
       "    Filename:                          MERRA2_400.inst3_3d_aer_Nv.20180816.nc4\n",
       "    Conventions:                       CF-1\n",
       "    Institution:                       NASA Global Modeling and Assimilation ...\n",
       "    References:                        http://gmao.gsfc.nasa.gov\n",
       "    ...                                ...\n",
       "    Contact:                           http://gmao.gsfc.nasa.gov\n",
       "    identifier_product_doi:            10.5067/LTVB4GPCOTK2\n",
       "    RangeBeginningDate:                2018-08-16\n",
       "    RangeBeginningTime:                00:00:00.000000\n",
       "    RangeEndingDate:                   2018-08-16\n",
       "    RangeEndingTime:                   21:00:00.000000"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "ds_http = xr.open_dataset(file_handler_https, engine=\"h5netcdf\")\n",
    "ds_http"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Now that we can access the data with xarray, let's plot a variable"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 551 ms, sys: 43 ms, total: 595 ms\n",
      "Wall time: 1.67 s\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f5411937f40>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "ds_s3.PS.isel(time=1).plot(x=\"lon\",y=\"lat\", aspect=2.5, size=4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 155 ms, sys: 27.6 ms, total: 182 ms\n",
      "Wall time: 1.1 s\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f54097612e0>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "ds_http.PS.isel(time=1).plot(x=\"lon\",y=\"lat\", aspect=2.5, size=4)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
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