dask_xarray.ipynb

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    "# `Dask` + `xarray`\n",
    "\n",
    "xarray can automatically wrap its data into `dask` arrays. The most common way to create a `Dataset` filled with `dask` arrays is to load the data from a netCDF file or files and supply a chunks argument to `open_dataset()` or using the [`open_mfdataset()` function](https://xarray.pydata.org/en/stable/generated/xarray.open_mfdataset.html) (*mf = multiple files*)."
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    "## Data we will be working with:\n",
    "\n",
    "In this example, we will be reading in some NCEP atmospheric reanalysis data again. The example below will access the air temperature and zonal wind (uwnd) file for a three-year time period of NCEP reanalysis.\n",
    "\n",
    "This particular reanalysis product provides data four times each day at midnight, 6am, noon and 6pm (00:00:00, 06:00:00, 12:00:00, and 18:00:00).\n",
    "\n",
    "How should we select our chunks? The first choice is to let `dask` decide (chunks='auto')."
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    "# open the relevant data files\n",
    "import xarray as xr\n",
    "\n",
    "# location of ncep reanalysis data\n",
    "base_url = 'https://www.esrl.noaa.gov/psd/thredds/dodsC/Datasets/ncep.reanalysis2/pressure/'\n",
    "variables = ['uwnd', 'air']  # in m/s and K\n",
    "years = [2001,2002,2003]\n",
    "\n",
    "files = [f'{base_url}{variable}.{year}.nc' for year in years for variable in variables]\n",
    "ncep = xr.open_mfdataset(files,chunks='auto',decode_times=True)"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (lat: 73, level: 17, lon: 144, time: 4380)\n",
       "Coordinates:\n",
       "  * level    (level) float32 1e+03 925.0 850.0 700.0 ... 50.0 30.0 20.0 10.0\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n",
       "  * time     (time) datetime64[ns] 2001-01-01 ... 2003-12-31T18:00:00\n",
       "Data variables:\n",
       "    air      (time, level, lat, lon) float32 dask.array&lt;chunksize=(730, 11, 54, 72), meta=np.ndarray&gt;\n",
       "    uwnd     (time, level, lat, lon) float32 dask.array&lt;chunksize=(730, 11, 54, 72), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    Conventions:                     CF-1.0\n",
       "    title:                           4x Daily NCEP/DOE Reanalysis 2\n",
       "    comments:                        Data is from \\nNCEP/DOE AMIP-II Reanalys...\n",
       "    platform:                        Model\n",
       "    source:                          NCEP/DOE AMIP-II Reanalysis (Reanalysis-...\n",
       "    institution:                     National Centers for Environmental Predi...\n",
       "    dataset_title:                   NCEP-DOE AMIP-II Reanalysis\n",
       "    References:                      https://www.psl.noaa.gov/data/gridded/da...\n",
       "    source_url:                      http://www.cpc.ncep.noaa.gov/products/we...\n",
       "    history:                         created 2002/03 by Hoop (netCDF2.3)\\nCon...\n",
       "    DODS_EXTRA.Unlimited_Dimension:  time</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-da3fbe06-f1e5-46ac-9783-a1c695b81b2f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-da3fbe06-f1e5-46ac-9783-a1c695b81b2f' 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'>lat</span>: 73</li><li><span class='xr-has-index'>level</span>: 17</li><li><span class='xr-has-index'>lon</span>: 144</li><li><span class='xr-has-index'>time</span>: 4380</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6453354f-f288-4dab-8a23-27b06f496a5e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6453354f-f288-4dab-8a23-27b06f496a5e' 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'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1e+03 925.0 850.0 ... 20.0 10.0</div><input id='attrs-439f9638-4d6e-4f93-b974-36d9e334cae9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-439f9638-4d6e-4f93-b974-36d9e334cae9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-93b4f51d-4bd0-47a9-ae40-39d1c3616d18' class='xr-var-data-in' type='checkbox'><label for='data-93b4f51d-4bd0-47a9-ae40-39d1c3616d18' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>millibar</dd><dt><span>actual_range :</span></dt><dd>[1000.   10.]</dd><dt><span>long_name :</span></dt><dd>Level</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>GRIB_id :</span></dt><dd>100</dd><dt><span>GRIB_name :</span></dt><dd>hPa</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([1000.,  925.,  850.,  700.,  600.,  500.,  400.,  300.,  250.,  200.,\n",
       "        150.,  100.,   70.,   50.,   30.,   20.,   10.], dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>90.0 87.5 85.0 ... -87.5 -90.0</div><input id='attrs-1d1c179d-3376-45d7-b19e-d3ea80b91d3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d1c179d-3376-45d7-b19e-d3ea80b91d3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-87b153cd-a8a9-4958-8cf8-d3ab0dddfd33' class='xr-var-data-in' type='checkbox'><label for='data-87b153cd-a8a9-4958-8cf8-d3ab0dddfd33' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 90. -90.]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  87.5,  85. ,  82.5,  80. ,  77.5,  75. ,  72.5,  70. ,  67.5,\n",
       "        65. ,  62.5,  60. ,  57.5,  55. ,  52.5,  50. ,  47.5,  45. ,  42.5,\n",
       "        40. ,  37.5,  35. ,  32.5,  30. ,  27.5,  25. ,  22.5,  20. ,  17.5,\n",
       "        15. ,  12.5,  10. ,   7.5,   5. ,   2.5,   0. ,  -2.5,  -5. ,  -7.5,\n",
       "       -10. , -12.5, -15. , -17.5, -20. , -22.5, -25. , -27.5, -30. , -32.5,\n",
       "       -35. , -37.5, -40. , -42.5, -45. , -47.5, -50. , -52.5, -55. , -57.5,\n",
       "       -60. , -62.5, -65. , -67.5, -70. , -72.5, -75. , -77.5, -80. , -82.5,\n",
       "       -85. , -87.5, -90. ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 2.5 5.0 ... 352.5 355.0 357.5</div><input id='attrs-59b14ed1-543e-4321-a1ad-40754ee1a859' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-59b14ed1-543e-4321-a1ad-40754ee1a859' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a81ced2d-2727-450f-8bbd-fdeee33c0073' class='xr-var-data-in' type='checkbox'><label for='data-a81ced2d-2727-450f-8bbd-fdeee33c0073' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  0.  357.5]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([  0. ,   2.5,   5. ,   7.5,  10. ,  12.5,  15. ,  17.5,  20. ,  22.5,\n",
       "        25. ,  27.5,  30. ,  32.5,  35. ,  37.5,  40. ,  42.5,  45. ,  47.5,\n",
       "        50. ,  52.5,  55. ,  57.5,  60. ,  62.5,  65. ,  67.5,  70. ,  72.5,\n",
       "        75. ,  77.5,  80. ,  82.5,  85. ,  87.5,  90. ,  92.5,  95. ,  97.5,\n",
       "       100. , 102.5, 105. , 107.5, 110. , 112.5, 115. , 117.5, 120. , 122.5,\n",
       "       125. , 127.5, 130. , 132.5, 135. , 137.5, 140. , 142.5, 145. , 147.5,\n",
       "       150. , 152.5, 155. , 157.5, 160. , 162.5, 165. , 167.5, 170. , 172.5,\n",
       "       175. , 177.5, 180. , 182.5, 185. , 187.5, 190. , 192.5, 195. , 197.5,\n",
       "       200. , 202.5, 205. , 207.5, 210. , 212.5, 215. , 217.5, 220. , 222.5,\n",
       "       225. , 227.5, 230. , 232.5, 235. , 237.5, 240. , 242.5, 245. , 247.5,\n",
       "       250. , 252.5, 255. , 257.5, 260. , 262.5, 265. , 267.5, 270. , 272.5,\n",
       "       275. , 277.5, 280. , 282.5, 285. , 287.5, 290. , 292.5, 295. , 297.5,\n",
       "       300. , 302.5, 305. , 307.5, 310. , 312.5, 315. , 317.5, 320. , 322.5,\n",
       "       325. , 327.5, 330. , 332.5, 335. , 337.5, 340. , 342.5, 345. , 347.5,\n",
       "       350. , 352.5, 355. , 357.5], dtype=float32)</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'>2001-01-01 ... 2003-12-31T18:00:00</div><input id='attrs-b6f23f5b-7e00-4051-9b17-7792bae66820' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b6f23f5b-7e00-4051-9b17-7792bae66820' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5a4956b-c694-4b44-8eaa-e437a8ad30ba' class='xr-var-data-in' type='checkbox'><label for='data-f5a4956b-c694-4b44-8eaa-e437a8ad30ba' 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>delta_t :</span></dt><dd>0000-00-00 06:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd><dt><span>actual_range :</span></dt><dd>[1761936. 1770690.]</dd><dt><span>_ChunkSizes :</span></dt><dd>512</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2001-01-01T00:00:00.000000000&#x27;, &#x27;2001-01-01T06:00:00.000000000&#x27;,\n",
       "       &#x27;2001-01-01T12:00:00.000000000&#x27;, ..., &#x27;2003-12-31T06:00:00.000000000&#x27;,\n",
       "       &#x27;2003-12-31T12:00:00.000000000&#x27;, &#x27;2003-12-31T18:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c3117b84-b375-4db9-b91b-edbc0916f3d2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c3117b84-b375-4db9-b91b-edbc0916f3d2' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>air</span></div><div class='xr-var-dims'>(time, level, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(730, 11, 54, 72), meta=np.ndarray&gt;</div><input id='attrs-0163cc7f-38fd-46a2-9b4c-ce7d0fefae1b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0163cc7f-38fd-46a2-9b4c-ce7d0fefae1b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6262d5e8-978e-418e-9cde-b87e1da69bf7' class='xr-var-data-in' type='checkbox'><label for='data-6262d5e8-978e-418e-9cde-b87e1da69bf7' 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>6-hourly Air Temperature on Pressure Levels</dd><dt><span>units :</span></dt><dd>degK</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>GRIB_id :</span></dt><dd>11</dd><dt><span>GRIB_name :</span></dt><dd>TMP</dd><dt><span>var_desc :</span></dt><dd>Air temperature</dd><dt><span>dataset :</span></dt><dd>NCEP/DOE AMIP-II Reanalysis (Reanalysis-2)</dd><dt><span>level_desc :</span></dt><dd>Pressure Levels</dd><dt><span>statistic :</span></dt><dd>Individual Obs</dd><dt><span>parent_stat :</span></dt><dd>Other</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>actual_range :</span></dt><dd>[177.4 327. ]</dd><dt><span>valid_range :</span></dt><dd>[137.5 362.5]</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1   1  73 144]</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-dd4a6acf-e553-4176-8cca-471ad32d4f61' class='xr-section-summary-in' type='checkbox'  ><label for='section-dd4a6acf-e553-4176-8cca-471ad32d4f61' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.0</dd><dt><span>title :</span></dt><dd>4x Daily NCEP/DOE Reanalysis 2</dd><dt><span>comments :</span></dt><dd>Data is from \n",
       "NCEP/DOE AMIP-II Reanalysis (Reanalysis-2)\n",
       "(4x/day).  It consists of most variables interpolated to\n",
       "pressure surfaces from model (sigma) surfaces.</dd><dt><span>platform :</span></dt><dd>Model</dd><dt><span>source :</span></dt><dd>NCEP/DOE AMIP-II Reanalysis (Reanalysis-2) Model</dd><dt><span>institution :</span></dt><dd>National Centers for Environmental Prediction</dd><dt><span>dataset_title :</span></dt><dd>NCEP-DOE AMIP-II Reanalysis</dd><dt><span>References :</span></dt><dd>https://www.psl.noaa.gov/data/gridded/data.ncep.reanalysis2.html</dd><dt><span>source_url :</span></dt><dd>http://www.cpc.ncep.noaa.gov/products/wesley/reanalysis2/</dd><dt><span>history :</span></dt><dd>created 2002/03 by Hoop (netCDF2.3)\n",
       "Converted to chunked, deflated non-packed NetCDF4 2020/05</dd><dt><span>DODS_EXTRA.Unlimited_Dimension :</span></dt><dd>time</dd></dl></div></li></ul></div></div>"
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       "Dimensions:  (lat: 73, level: 17, lon: 144, time: 4380)\n",
       "Coordinates:\n",
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       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n",
       "  * time     (time) datetime64[ns] 2001-01-01 ... 2003-12-31T18:00:00\n",
       "Data variables:\n",
       "    air      (time, level, lat, lon) float32 dask.array<chunksize=(730, 11, 54, 72), meta=np.ndarray>\n",
       "    uwnd     (time, level, lat, lon) float32 dask.array<chunksize=(730, 11, 54, 72), meta=np.ndarray>\n",
       "Attributes:\n",
       "    Conventions:                     CF-1.0\n",
       "    title:                           4x Daily NCEP/DOE Reanalysis 2\n",
       "    comments:                        Data is from \\nNCEP/DOE AMIP-II Reanalys...\n",
       "    platform:                        Model\n",
       "    source:                          NCEP/DOE AMIP-II Reanalysis (Reanalysis-...\n",
       "    institution:                     National Centers for Environmental Predi...\n",
       "    dataset_title:                   NCEP-DOE AMIP-II Reanalysis\n",
       "    References:                      https://www.psl.noaa.gov/data/gridded/da...\n",
       "    source_url:                      http://www.cpc.ncep.noaa.gov/products/we...\n",
       "    history:                         created 2002/03 by Hoop (netCDF2.3)\\nCon...\n",
       "    DODS_EXTRA.Unlimited_Dimension:  time"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ncep"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Simple!! The data variables, *uwnd* and *air*, are now represented by a `dask` array. If you click on the stack on the right side of this variable, you can see the symbolic `dask` array representation. We can see that we have 48 chunks. \n",
    "\n",
    "Sometimes, we may have a sense of how we want to chunk up the data in a physically meaningful way. For example, in our case, we may want to chunk the data by year and by level in the atmosphere. This gets tricky with leap years, but for the years I selected, we can create 51 chunks of size 365 days x 4 values per day and one pressure level."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (lat: 73, level: 17, lon: 144, time: 4380)\n",
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       "    uwnd     (time, level, lat, lon) float32 dask.array&lt;chunksize=(1460, 1, 73, 144), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    Conventions:                     CF-1.0\n",
       "    title:                           4x Daily NCEP/DOE Reanalysis 2\n",
       "    comments:                        Data is from \\nNCEP/DOE AMIP-II Reanalys...\n",
       "    platform:                        Model\n",
       "    source:                          NCEP/DOE AMIP-II Reanalysis (Reanalysis-...\n",
       "    institution:                     National Centers for Environmental Predi...\n",
       "    dataset_title:                   NCEP-DOE AMIP-II Reanalysis\n",
       "    References:                      https://www.psl.noaa.gov/data/gridded/da...\n",
       "    source_url:                      http://www.cpc.ncep.noaa.gov/products/we...\n",
       "    history:                         created 2002/03 by Hoop (netCDF2.3)\\nCon...\n",
       "    DODS_EXTRA.Unlimited_Dimension:  time</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-8e1a74bb-59a4-427a-b9a2-3396dd62b319' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8e1a74bb-59a4-427a-b9a2-3396dd62b319' 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'>lat</span>: 73</li><li><span class='xr-has-index'>level</span>: 17</li><li><span class='xr-has-index'>lon</span>: 144</li><li><span class='xr-has-index'>time</span>: 4380</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a8adb9f1-7cc3-45ff-937b-d11627a432e4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a8adb9f1-7cc3-45ff-937b-d11627a432e4' 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'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1e+03 925.0 850.0 ... 20.0 10.0</div><input id='attrs-3262016e-ea3c-4f17-aa0a-b5fa268c6d1a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3262016e-ea3c-4f17-aa0a-b5fa268c6d1a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-43266239-ce32-4595-ba30-fe4271a537e1' class='xr-var-data-in' type='checkbox'><label for='data-43266239-ce32-4595-ba30-fe4271a537e1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>millibar</dd><dt><span>actual_range :</span></dt><dd>[1000.   10.]</dd><dt><span>long_name :</span></dt><dd>Level</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>GRIB_id :</span></dt><dd>100</dd><dt><span>GRIB_name :</span></dt><dd>hPa</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([1000.,  925.,  850.,  700.,  600.,  500.,  400.,  300.,  250.,  200.,\n",
       "        150.,  100.,   70.,   50.,   30.,   20.,   10.], dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>90.0 87.5 85.0 ... -87.5 -90.0</div><input id='attrs-47546197-94d7-46bf-acc9-113663755034' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-47546197-94d7-46bf-acc9-113663755034' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a707596c-3dea-470e-8e90-9ae4efd892d3' class='xr-var-data-in' type='checkbox'><label for='data-a707596c-3dea-470e-8e90-9ae4efd892d3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 90. -90.]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  87.5,  85. ,  82.5,  80. ,  77.5,  75. ,  72.5,  70. ,  67.5,\n",
       "        65. ,  62.5,  60. ,  57.5,  55. ,  52.5,  50. ,  47.5,  45. ,  42.5,\n",
       "        40. ,  37.5,  35. ,  32.5,  30. ,  27.5,  25. ,  22.5,  20. ,  17.5,\n",
       "        15. ,  12.5,  10. ,   7.5,   5. ,   2.5,   0. ,  -2.5,  -5. ,  -7.5,\n",
       "       -10. , -12.5, -15. , -17.5, -20. , -22.5, -25. , -27.5, -30. , -32.5,\n",
       "       -35. , -37.5, -40. , -42.5, -45. , -47.5, -50. , -52.5, -55. , -57.5,\n",
       "       -60. , -62.5, -65. , -67.5, -70. , -72.5, -75. , -77.5, -80. , -82.5,\n",
       "       -85. , -87.5, -90. ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 2.5 5.0 ... 352.5 355.0 357.5</div><input id='attrs-73f1192d-a3b5-49a4-baee-db5c230708bd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-73f1192d-a3b5-49a4-baee-db5c230708bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7504c2b-0673-4574-9b83-6ef5b9bfac81' class='xr-var-data-in' type='checkbox'><label for='data-b7504c2b-0673-4574-9b83-6ef5b9bfac81' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  0.  357.5]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([  0. ,   2.5,   5. ,   7.5,  10. ,  12.5,  15. ,  17.5,  20. ,  22.5,\n",
       "        25. ,  27.5,  30. ,  32.5,  35. ,  37.5,  40. ,  42.5,  45. ,  47.5,\n",
       "        50. ,  52.5,  55. ,  57.5,  60. ,  62.5,  65. ,  67.5,  70. ,  72.5,\n",
       "        75. ,  77.5,  80. ,  82.5,  85. ,  87.5,  90. ,  92.5,  95. ,  97.5,\n",
       "       100. , 102.5, 105. , 107.5, 110. , 112.5, 115. , 117.5, 120. , 122.5,\n",
       "       125. , 127.5, 130. , 132.5, 135. , 137.5, 140. , 142.5, 145. , 147.5,\n",
       "       150. , 152.5, 155. , 157.5, 160. , 162.5, 165. , 167.5, 170. , 172.5,\n",
       "       175. , 177.5, 180. , 182.5, 185. , 187.5, 190. , 192.5, 195. , 197.5,\n",
       "       200. , 202.5, 205. , 207.5, 210. , 212.5, 215. , 217.5, 220. , 222.5,\n",
       "       225. , 227.5, 230. , 232.5, 235. , 237.5, 240. , 242.5, 245. , 247.5,\n",
       "       250. , 252.5, 255. , 257.5, 260. , 262.5, 265. , 267.5, 270. , 272.5,\n",
       "       275. , 277.5, 280. , 282.5, 285. , 287.5, 290. , 292.5, 295. , 297.5,\n",
       "       300. , 302.5, 305. , 307.5, 310. , 312.5, 315. , 317.5, 320. , 322.5,\n",
       "       325. , 327.5, 330. , 332.5, 335. , 337.5, 340. , 342.5, 345. , 347.5,\n",
       "       350. , 352.5, 355. , 357.5], dtype=float32)</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'>2001-01-01 ... 2003-12-31T18:00:00</div><input id='attrs-8334e0b0-e4b3-4702-9bef-243e782bb385' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8334e0b0-e4b3-4702-9bef-243e782bb385' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-296e9d61-63e1-4c55-b460-90f4d947a902' class='xr-var-data-in' type='checkbox'><label for='data-296e9d61-63e1-4c55-b460-90f4d947a902' 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>delta_t :</span></dt><dd>0000-00-00 06:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd><dt><span>actual_range :</span></dt><dd>[1761936. 1770690.]</dd><dt><span>_ChunkSizes :</span></dt><dd>512</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2001-01-01T00:00:00.000000000&#x27;, &#x27;2001-01-01T06:00:00.000000000&#x27;,\n",
       "       &#x27;2001-01-01T12:00:00.000000000&#x27;, ..., &#x27;2003-12-31T06:00:00.000000000&#x27;,\n",
       "       &#x27;2003-12-31T12:00:00.000000000&#x27;, &#x27;2003-12-31T18:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b7324d75-d6e1-475e-887a-8a7220284801' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b7324d75-d6e1-475e-887a-8a7220284801' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>air</span></div><div class='xr-var-dims'>(time, level, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1460, 1, 73, 144), meta=np.ndarray&gt;</div><input id='attrs-f52f4419-f8b0-4dc7-be6d-e0de3e38eab2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f52f4419-f8b0-4dc7-be6d-e0de3e38eab2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9617275e-69ea-4840-b29c-ef6185935557' class='xr-var-data-in' type='checkbox'><label for='data-9617275e-69ea-4840-b29c-ef6185935557' 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>6-hourly Air Temperature on Pressure Levels</dd><dt><span>units :</span></dt><dd>degK</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>GRIB_id :</span></dt><dd>11</dd><dt><span>GRIB_name :</span></dt><dd>TMP</dd><dt><span>var_desc :</span></dt><dd>Air temperature</dd><dt><span>dataset :</span></dt><dd>NCEP/DOE AMIP-II Reanalysis (Reanalysis-2)</dd><dt><span>level_desc :</span></dt><dd>Pressure Levels</dd><dt><span>statistic :</span></dt><dd>Individual Obs</dd><dt><span>parent_stat :</span></dt><dd>Other</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>actual_range :</span></dt><dd>[177.4 327. ]</dd><dt><span>valid_range :</span></dt><dd>[137.5 362.5]</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1   1  73 144]</dd></dl></div><div class='xr-var-data'><table>\n",
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       "    <tr><th> Count </th><td> 105 Tasks </td><td> 51 Chunks </td></tr>\n",
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       "NCEP/DOE AMIP-II Reanalysis (Reanalysis-2)\n",
       "(4x/day).  It consists of most variables interpolated to\n",
       "pressure surfaces from model (sigma) surfaces.</dd><dt><span>platform :</span></dt><dd>Model</dd><dt><span>source :</span></dt><dd>NCEP/DOE AMIP-II Reanalysis (Reanalysis-2) Model</dd><dt><span>institution :</span></dt><dd>National Centers for Environmental Prediction</dd><dt><span>dataset_title :</span></dt><dd>NCEP-DOE AMIP-II Reanalysis</dd><dt><span>References :</span></dt><dd>https://www.psl.noaa.gov/data/gridded/data.ncep.reanalysis2.html</dd><dt><span>source_url :</span></dt><dd>http://www.cpc.ncep.noaa.gov/products/wesley/reanalysis2/</dd><dt><span>history :</span></dt><dd>created 2002/03 by Hoop (netCDF2.3)\n",
       "Converted to chunked, deflated non-packed NetCDF4 2020/05</dd><dt><span>DODS_EXTRA.Unlimited_Dimension :</span></dt><dd>time</dd></dl></div></li></ul></div></div>"
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      "text/plain": [
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       "Attributes:\n",
       "    Conventions:                     CF-1.0\n",
       "    title:                           4x Daily NCEP/DOE Reanalysis 2\n",
       "    comments:                        Data is from \\nNCEP/DOE AMIP-II Reanalys...\n",
       "    platform:                        Model\n",
       "    source:                          NCEP/DOE AMIP-II Reanalysis (Reanalysis-...\n",
       "    institution:                     National Centers for Environmental Predi...\n",
       "    dataset_title:                   NCEP-DOE AMIP-II Reanalysis\n",
       "    References:                      https://www.psl.noaa.gov/data/gridded/da...\n",
       "    source_url:                      http://www.cpc.ncep.noaa.gov/products/we...\n",
       "    history:                         created 2002/03 by Hoop (netCDF2.3)\\nCon...\n",
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     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
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   "source": [
    "ncep = xr.open_mfdataset(files,chunks={'level':1,'time':365*4},decode_times=True)\n",
    "ncep"
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  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Double check that we end up with three chunks per variable.\n",
    "\n",
    "Now that we have read in our data, let's do some chart out some computations in *lazy* mode to see how this is done.\n",
    "\n",
    "We are going to compute a product of the zonal wind and the air temperature to calcuate the heat flux by atmospheric waves. We are going to compute:\n",
    "- the product of the deviation of uwnd and air from the zonal mean (*zonal mean = average over all longitudes*)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# calculate deviations from the zonal mean\n",
    "# note this is similar to the filtering in time example in the previous notebook\n",
    "ncep_star = ncep - ncep.mean('lon')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# product of uwnd and air\n",
    "ncep['uwndair'] = ncep_star['uwnd']*ncep_star['air']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
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       "\n",
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       "\n",
       ".xr-dim-list {\n",
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       "\n",
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       "  display: inline-block;\n",
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       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (lat: 73, level: 17, lon: 144, time: 4380)\n",
       "Coordinates:\n",
       "  * level    (level) float32 1e+03 925.0 850.0 700.0 ... 50.0 30.0 20.0 10.0\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n",
       "  * time     (time) datetime64[ns] 2001-01-01 ... 2003-12-31T18:00:00\n",
       "Data variables:\n",
       "    air      (time, level, lat, lon) float32 dask.array&lt;chunksize=(1460, 1, 73, 144), meta=np.ndarray&gt;\n",
       "    uwnd     (time, level, lat, lon) float32 dask.array&lt;chunksize=(1460, 1, 73, 144), meta=np.ndarray&gt;\n",
       "    uwndair  (time, level, lat, lon) float32 dask.array&lt;chunksize=(1460, 1, 73, 144), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    Conventions:                     CF-1.0\n",
       "    title:                           4x Daily NCEP/DOE Reanalysis 2\n",
       "    comments:                        Data is from \\nNCEP/DOE AMIP-II Reanalys...\n",
       "    platform:                        Model\n",
       "    source:                          NCEP/DOE AMIP-II Reanalysis (Reanalysis-...\n",
       "    institution:                     National Centers for Environmental Predi...\n",
       "    dataset_title:                   NCEP-DOE AMIP-II Reanalysis\n",
       "    References:                      https://www.psl.noaa.gov/data/gridded/da...\n",
       "    source_url:                      http://www.cpc.ncep.noaa.gov/products/we...\n",
       "    history:                         created 2002/03 by Hoop (netCDF2.3)\\nCon...\n",
       "    DODS_EXTRA.Unlimited_Dimension:  time</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-5c8bb47c-6e10-4738-a8ae-9e60e5fc6d97' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5c8bb47c-6e10-4738-a8ae-9e60e5fc6d97' 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'>lat</span>: 73</li><li><span class='xr-has-index'>level</span>: 17</li><li><span class='xr-has-index'>lon</span>: 144</li><li><span class='xr-has-index'>time</span>: 4380</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-985105da-0113-41a4-9378-90e9bd008e59' class='xr-section-summary-in' type='checkbox'  checked><label for='section-985105da-0113-41a4-9378-90e9bd008e59' 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'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1e+03 925.0 850.0 ... 20.0 10.0</div><input id='attrs-16a389dd-5fed-46eb-aa80-44f9801111e9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-16a389dd-5fed-46eb-aa80-44f9801111e9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1dba5268-8975-47ee-8b70-3950ce9991ca' class='xr-var-data-in' type='checkbox'><label for='data-1dba5268-8975-47ee-8b70-3950ce9991ca' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>millibar</dd><dt><span>actual_range :</span></dt><dd>[1000.   10.]</dd><dt><span>long_name :</span></dt><dd>Level</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>GRIB_id :</span></dt><dd>100</dd><dt><span>GRIB_name :</span></dt><dd>hPa</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([1000.,  925.,  850.,  700.,  600.,  500.,  400.,  300.,  250.,  200.,\n",
       "        150.,  100.,   70.,   50.,   30.,   20.,   10.], dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>90.0 87.5 85.0 ... -87.5 -90.0</div><input id='attrs-fa7031d1-c6b9-4d77-a19a-8965a0aaa89e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fa7031d1-c6b9-4d77-a19a-8965a0aaa89e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c412d652-d119-477a-bf49-b2edf16504fb' class='xr-var-data-in' type='checkbox'><label for='data-c412d652-d119-477a-bf49-b2edf16504fb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 90. -90.]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  87.5,  85. ,  82.5,  80. ,  77.5,  75. ,  72.5,  70. ,  67.5,\n",
       "        65. ,  62.5,  60. ,  57.5,  55. ,  52.5,  50. ,  47.5,  45. ,  42.5,\n",
       "        40. ,  37.5,  35. ,  32.5,  30. ,  27.5,  25. ,  22.5,  20. ,  17.5,\n",
       "        15. ,  12.5,  10. ,   7.5,   5. ,   2.5,   0. ,  -2.5,  -5. ,  -7.5,\n",
       "       -10. , -12.5, -15. , -17.5, -20. , -22.5, -25. , -27.5, -30. , -32.5,\n",
       "       -35. , -37.5, -40. , -42.5, -45. , -47.5, -50. , -52.5, -55. , -57.5,\n",
       "       -60. , -62.5, -65. , -67.5, -70. , -72.5, -75. , -77.5, -80. , -82.5,\n",
       "       -85. , -87.5, -90. ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 2.5 5.0 ... 352.5 355.0 357.5</div><input id='attrs-f1cfc43f-ac4a-4ba5-9574-42871222115b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f1cfc43f-ac4a-4ba5-9574-42871222115b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23e3908b-9752-46ec-b0e1-d81bf70d8891' class='xr-var-data-in' type='checkbox'><label for='data-23e3908b-9752-46ec-b0e1-d81bf70d8891' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  0.  357.5]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd></dl></div><div class='xr-var-data'><pre>array([  0. ,   2.5,   5. ,   7.5,  10. ,  12.5,  15. ,  17.5,  20. ,  22.5,\n",
       "        25. ,  27.5,  30. ,  32.5,  35. ,  37.5,  40. ,  42.5,  45. ,  47.5,\n",
       "        50. ,  52.5,  55. ,  57.5,  60. ,  62.5,  65. ,  67.5,  70. ,  72.5,\n",
       "        75. ,  77.5,  80. ,  82.5,  85. ,  87.5,  90. ,  92.5,  95. ,  97.5,\n",
       "       100. , 102.5, 105. , 107.5, 110. , 112.5, 115. , 117.5, 120. , 122.5,\n",
       "       125. , 127.5, 130. , 132.5, 135. , 137.5, 140. , 142.5, 145. , 147.5,\n",
       "       150. , 152.5, 155. , 157.5, 160. , 162.5, 165. , 167.5, 170. , 172.5,\n",
       "       175. , 177.5, 180. , 182.5, 185. , 187.5, 190. , 192.5, 195. , 197.5,\n",
       "       200. , 202.5, 205. , 207.5, 210. , 212.5, 215. , 217.5, 220. , 222.5,\n",
       "       225. , 227.5, 230. , 232.5, 235. , 237.5, 240. , 242.5, 245. , 247.5,\n",
       "       250. , 252.5, 255. , 257.5, 260. , 262.5, 265. , 267.5, 270. , 272.5,\n",
       "       275. , 277.5, 280. , 282.5, 285. , 287.5, 290. , 292.5, 295. , 297.5,\n",
       "       300. , 302.5, 305. , 307.5, 310. , 312.5, 315. , 317.5, 320. , 322.5,\n",
       "       325. , 327.5, 330. , 332.5, 335. , 337.5, 340. , 342.5, 345. , 347.5,\n",
       "       350. , 352.5, 355. , 357.5], dtype=float32)</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'>2001-01-01 ... 2003-12-31T18:00:00</div><input id='attrs-ab256c78-d628-446d-9098-3b545651c982' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ab256c78-d628-446d-9098-3b545651c982' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a405077-2377-4d52-baeb-e8704817379f' class='xr-var-data-in' type='checkbox'><label for='data-0a405077-2377-4d52-baeb-e8704817379f' 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>delta_t :</span></dt><dd>0000-00-00 06:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>coordinate_defines :</span></dt><dd>point</dd><dt><span>actual_range :</span></dt><dd>[1761936. 1770690.]</dd><dt><span>_ChunkSizes :</span></dt><dd>512</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2001-01-01T00:00:00.000000000&#x27;, &#x27;2001-01-01T06:00:00.000000000&#x27;,\n",
       "       &#x27;2001-01-01T12:00:00.000000000&#x27;, ..., &#x27;2003-12-31T06:00:00.000000000&#x27;,\n",
       "       &#x27;2003-12-31T12:00:00.000000000&#x27;, &#x27;2003-12-31T18:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-37509b3b-980a-4253-85fa-23a6e7c33a4f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-37509b3b-980a-4253-85fa-23a6e7c33a4f' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>air</span></div><div class='xr-var-dims'>(time, level, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1460, 1, 73, 144), meta=np.ndarray&gt;</div><input id='attrs-7912b6da-b270-4e9c-997b-f2bad5c983a6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7912b6da-b270-4e9c-997b-f2bad5c983a6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-05a6751a-2347-43d4-865e-b028061f2601' class='xr-var-data-in' type='checkbox'><label for='data-05a6751a-2347-43d4-865e-b028061f2601' 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>6-hourly Air Temperature on Pressure Levels</dd><dt><span>units :</span></dt><dd>degK</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>GRIB_id :</span></dt><dd>11</dd><dt><span>GRIB_name :</span></dt><dd>TMP</dd><dt><span>var_desc :</span></dt><dd>Air temperature</dd><dt><span>dataset :</span></dt><dd>NCEP/DOE AMIP-II Reanalysis (Reanalysis-2)</dd><dt><span>level_desc :</span></dt><dd>Pressure Levels</dd><dt><span>statistic :</span></dt><dd>Individual Obs</dd><dt><span>parent_stat :</span></dt><dd>Other</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>actual_range :</span></dt><dd>[177.4 327. ]</dd><dt><span>valid_range :</span></dt><dd>[137.5 362.5]</dd><dt><span>_ChunkSizes :</span></dt><dd>[  1   1  73 144]</dd></dl></div><div class='xr-var-data'><table>\n",
       "<tr>\n",
       "<td>\n",
       "<table>\n",
       "  <thead>\n",
       "    <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr><th> Bytes </th><td> 3.13 GB </td> <td> 61.39 MB </td></tr>\n",
       "    <tr><th> Shape </th><td> (4380, 17, 73, 144) </td> <td> (1460, 1, 73, 144) </td></tr>\n",
       "    <tr><th> Count </th><td> 105 Tasks </td><td> 51 Chunks </td></tr>\n",
       "    <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
       "  </tbody>\n",
       "</table>\n",
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       "</svg>\n",
       "</td>\n",
       "</tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-15d0fc65-17d5-4b06-bfbd-f829ddecadb8' class='xr-section-summary-in' type='checkbox'  ><label for='section-15d0fc65-17d5-4b06-bfbd-f829ddecadb8' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.0</dd><dt><span>title :</span></dt><dd>4x Daily NCEP/DOE Reanalysis 2</dd><dt><span>comments :</span></dt><dd>Data is from \n",
       "NCEP/DOE AMIP-II Reanalysis (Reanalysis-2)\n",
       "(4x/day).  It consists of most variables interpolated to\n",
       "pressure surfaces from model (sigma) surfaces.</dd><dt><span>platform :</span></dt><dd>Model</dd><dt><span>source :</span></dt><dd>NCEP/DOE AMIP-II Reanalysis (Reanalysis-2) Model</dd><dt><span>institution :</span></dt><dd>National Centers for Environmental Prediction</dd><dt><span>dataset_title :</span></dt><dd>NCEP-DOE AMIP-II Reanalysis</dd><dt><span>References :</span></dt><dd>https://www.psl.noaa.gov/data/gridded/data.ncep.reanalysis2.html</dd><dt><span>source_url :</span></dt><dd>http://www.cpc.ncep.noaa.gov/products/wesley/reanalysis2/</dd><dt><span>history :</span></dt><dd>created 2002/03 by Hoop (netCDF2.3)\n",
       "Converted to chunked, deflated non-packed NetCDF4 2020/05</dd><dt><span>DODS_EXTRA.Unlimited_Dimension :</span></dt><dd>time</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (lat: 73, level: 17, lon: 144, time: 4380)\n",
       "Coordinates:\n",
       "  * level    (level) float32 1e+03 925.0 850.0 700.0 ... 50.0 30.0 20.0 10.0\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n",
       "  * time     (time) datetime64[ns] 2001-01-01 ... 2003-12-31T18:00:00\n",
       "Data variables:\n",
       "    air      (time, level, lat, lon) float32 dask.array<chunksize=(1460, 1, 73, 144), meta=np.ndarray>\n",
       "    uwnd     (time, level, lat, lon) float32 dask.array<chunksize=(1460, 1, 73, 144), meta=np.ndarray>\n",
       "    uwndair  (time, level, lat, lon) float32 dask.array<chunksize=(1460, 1, 73, 144), meta=np.ndarray>\n",
       "Attributes:\n",
       "    Conventions:                     CF-1.0\n",
       "    title:                           4x Daily NCEP/DOE Reanalysis 2\n",
       "    comments:                        Data is from \\nNCEP/DOE AMIP-II Reanalys...\n",
       "    platform:                        Model\n",
       "    source:                          NCEP/DOE AMIP-II Reanalysis (Reanalysis-...\n",
       "    institution:                     National Centers for Environmental Predi...\n",
       "    dataset_title:                   NCEP-DOE AMIP-II Reanalysis\n",
       "    References:                      https://www.psl.noaa.gov/data/gridded/da...\n",
       "    source_url:                      http://www.cpc.ncep.noaa.gov/products/we...\n",
       "    history:                         created 2002/03 by Hoop (netCDF2.3)\\nCon...\n",
       "    DODS_EXTRA.Unlimited_Dimension:  time"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ncep"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Notice that our heat flux variable is now included in the `Dataset`.\n",
    "\n",
    "Finally, let's reduce the data for plotting. We will compute the zonal mean and then seasonal means."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# compute zonal mean\n",
    "ncep_zm = ncep.mean('lon')\n",
    "\n",
    "# Calculate the unweighted average\n",
    "ncep_zm_sm = (ncep_zm).groupby(\"time.season\").mean('time')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This step may take a while depending on your machine (it took my laptop just over 9 minutes!)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[########################################] | 100% Completed |  9min 11.5s\n"
     ]
    }
   ],
   "source": [
    "from dask.diagnostics import ProgressBar\n",
    "with ProgressBar():\n",
    "    result = ncep_zm_sm.compute()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's try this again, but this time with a distributed cluster:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table style=\"border: 2px solid white;\">\n",
       "<tr>\n",
       "<td style=\"vertical-align: top; border: 0px solid white\">\n",
       "<h3 style=\"text-align: left;\">Client</h3>\n",
       "<ul style=\"text-align: left; list-style: none; margin: 0; padding: 0;\">\n",
       "  <li><b>Scheduler: </b>tcp://127.0.0.1:56697</li>\n",
       "  <li><b>Dashboard: </b><a href='http://127.0.0.1:8787/status' target='_blank'>http://127.0.0.1:8787/status</a></li>\n",
       "</ul>\n",
       "</td>\n",
       "<td style=\"vertical-align: top; border: 0px solid white\">\n",
       "<h3 style=\"text-align: left;\">Cluster</h3>\n",
       "<ul style=\"text-align: left; list-style:none; margin: 0; padding: 0;\">\n",
       "  <li><b>Workers: </b>4</li>\n",
       "  <li><b>Cores: </b>4</li>\n",
       "  <li><b>Memory: </b>8.59 GB</li>\n",
       "</ul>\n",
       "</td>\n",
       "</tr>\n",
       "</table>"
      ],
      "text/plain": [
       "<Client: 'tcp://127.0.0.1:56697' processes=4 threads=4, memory=8.59 GB>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# set up local cluster\n",
    "#cluster.close()\n",
    "#client.close()\n",
    "from dask.distributed import Client, LocalCluster\n",
    "cluster = LocalCluster()\n",
    "client = Client(cluster)\n",
    "client"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 1min 23s, sys: 11.3 s, total: 1min 35s\n",
      "Wall time: 6min 19s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "result = ncep_zm_sm.compute()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On may machine, I achieved about a 30% improvement in compute time using a distributed cluster.\n",
    "\n",
    "Now let's plot our result. We will make a 4x3 plot with each row showing a season and each column showing a variable."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x288 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# zonal and time mean variable plots\n",
    "from matplotlib import pyplot as plt\n",
    "num_variables = len(result.data_vars)\n",
    "for i in range(result.dims['season']):\n",
    "    plt.figure(i,figsize=(20,4))\n",
    "    #create 1x4 grid of subplots\n",
    "    for j,variable in enumerate(result.data_vars):\n",
    "        ax = plt.subplot(1,4,j+1)\n",
    "        plt.contourf(result['lat'],result['level'],result[variable].isel(season=i),cmap = \"Spectral_r\", levels=10)\n",
    "        plt.colorbar()\n",
    "        plt.contour(result['lat'],result['level'],result[variable].isel(season=i),colors = 'k', levels=10)    \n",
    "        plt.ylim([1000,10])\n",
    "        plt.xlabel('latitude (degrees)')\n",
    "        plt.ylabel('pressure(hPa)')\n",
    "        plt.title('{0}, season = {1}'.format(variable, result['season'][i].values))\n",
    "        plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}