hw2.ipynb

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    "# ERA5 Monthly Climatology of Column-integrated Moisture Flux"
   ]
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    "This program makes plots of monthly climatology of vertically integrated twice daily ERA5 horizontal wind for 1986-2015 in the Pacific North American region. This acts as a proxy for vertically integrated moisture flux, until the specific humidity data (q) can be accessed.\n",
    "\n",
    "1. Read in ERA5 u, v, q:\n",
    "    * NDJFM data for a given variable: `/glade/work/mkorendy/metisregimes/era5.AR.variable_pna_NDJFM.1986-2016.nc`\n",
    "    * April through October data for u, v: `/glade/work/mkorendy/metisregimes/era5.AR.variable_pna_A-O.1986-2016.nc`\n",
    "    * April through September data for q: `/glade/work/mkorendy/metisregimes/era5.AR.q_pna_AMJJAS.1986-2016.nc`\n",
    "    * October data for q: `/glade/work/mkorendy/metisregimes/era5.AR.q_pna_O.1986-2016.nc`\n",
    "\n",
    "\n",
    "2. Get vertically integrated moisture flux: multiply wind by q to get moisture flux, then vertically integrate moisture flux on 14 levels, weighted by pressure, and divided by gravitational acceleration\n",
    "    * Note: the 14 levels are the same available for Metis reforecast data, as ERA5 reanalysis and Metis data are compared at a different point in the project.\n",
    "\n",
    "3. Calculate magnitude of vertically integrated moisture flux\n",
    "\n",
    "4. Calculate monthly climatologies\n",
    "\n",
    "5. Plot monthly climatologies in 12-panel plot\n",
    "    * Output: `era5.vqvi.monthly_climo.png`"
   ]
  },
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   "metadata": {},
   "source": [
    "## Imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import xarray as xr\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.mpl.ticker as cticker"
   ]
  },
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Files"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Path\n",
    "path = '/glade/work/mkorendy/metisregimes/'\n",
    "\n",
    "#NDJFM Files\n",
    "f_u = path + 'era5.AR.u_pna_NDJFM.1986-2016.nc'\n",
    "f_v = path + 'era5.AR.v_pna_NDJFM.1986-2016.nc'\n",
    "f_q = path + 'era5.AR.q_pna_NDJFM.1986-2016.nc'\n",
    "\n",
    "# AMJJASO Files\n",
    "f_u2 = path + 'era5.AR.u_pna_A-O.1986-2016.nc'\n",
    "f_v2 = path + 'era5.AR.v_pna_A-O.1986-2016.nc'\n",
    "\n",
    "# AMJJAS Files\n",
    "f_q2 = path + 'era5.AR.q_pna_AMJJAS.1986-2016.nc'\n",
    "\n",
    "# O Files\n",
    "f_q3 = path + 'era5.AR.q_pna_O.1986-2016.nc'\n",
    "\n",
    "# Output:\n",
    "f_out = 'era5.vqvi.monthly_climo.png'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Read data in"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# NDJFM\n",
    "ds_u = xr.open_dataset(f_u).drop(['number','step','valid_time'])\n",
    "ds_v = xr.open_dataset(f_v).drop(['number','step','valid_time'])\n",
    "ds_q = xr.open_dataset(f_q).drop(['number','step','valid_time'])\n",
    "\n",
    "# April thru October\n",
    "ds_u2 = xr.open_dataset(f_u2).drop(['number','step','valid_time'])\n",
    "ds_v2 = xr.open_dataset(f_v2).drop(['number','step','valid_time'])\n",
    "\n",
    "# April through September\n",
    "ds_q2 = xr.open_dataset(f_q2).drop(['number','step','valid_time'])\n",
    "\n",
    "# October\n",
    "ds_q3 = xr.open_dataset(f_q3).Q.to_dataset(name='q').rename(level='isobaricInhPa')\n",
    "\n",
    "#Create full year dataset\n",
    "ds_u = xr.concat([ds_u, ds_u2], dim='time')\n",
    "ds_v = xr.concat([ds_v, ds_v2], dim='time')\n",
    "ds_q = xr.concat([ds_q, ds_q2, ds_q3], dim='time')"
   ]
  },
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Integrate over pressure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "14"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#Integration based on metis level thicknesses, and so requires specified level thicknesses\n",
    "#Define level pressure thickness\n",
    "thickness = [1000-962.5, 962.5 - 887.5, 887.5 - 775, 100, 100, 100, 100, 100, 100, 100, 150-75, 75-40, 40-20, 400-350]\n",
    "len(thickness)"
   ]
  },
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   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
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       "</style><div class='xr-wrap'><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-e1dda56d-e698-47b2-bfd0-0a0698e9ed0f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e1dda56d-e698-47b2-bfd0-0a0698e9ed0f' 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'>isobaricInhPa</span>: 14</li><li><span class='xr-has-index'>lat</span>: 22</li><li><span class='xr-has-index'>lon</span>: 53</li><li><span class='xr-has-index'>time</span>: 21914</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f3f578f7-634e-494f-855a-c8186cb3d72a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f3f578f7-634e-494f-855a-c8186cb3d72a' 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'>isobaricInhPa</span></div><div class='xr-var-dims'>(isobaricInhPa)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1e+03 925.0 850.0 ... 30.0 10.0</div><input id='attrs-2f6d6565-7310-4415-ae2f-fd2a3ac2f645' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2f6d6565-7310-4415-ae2f-fd2a3ac2f645' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8d1dec92-08aa-476f-aa1b-0d4f8e415ed3' class='xr-var-data-in' type='checkbox'><label for='data-8d1dec92-08aa-476f-aa1b-0d4f8e415ed3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><pre class='xr-var-data'>array([1000.,  925.,  850.,  700.,  600.,  500.,  400.,  300.,  250.,  200.,\n",
       "        100.,   50.,   30.,   10.])</pre></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'>79.53 76.74 73.95 ... 23.72 20.93</div><input id='attrs-e8452c33-b691-4bdd-b32c-82cc71d7a833' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e8452c33-b691-4bdd-b32c-82cc71d7a833' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-63f206de-36d1-4660-bbc2-ce665793bba3' class='xr-var-data-in' type='checkbox'><label for='data-63f206de-36d1-4660-bbc2-ce665793bba3' 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'></dl></div><pre class='xr-var-data'>array([79.53, 76.74, 73.95, 71.16, 68.37, 65.58, 62.79, 60.  , 57.21, 54.42,\n",
       "       51.63, 48.84, 46.04, 43.25, 40.46, 37.67, 34.88, 32.09, 29.3 , 26.51,\n",
       "       23.72, 20.93])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>151.9 154.7 157.5 ... 295.3 298.1</div><input id='attrs-b2fe994c-b696-42b0-9c48-7334d3883c90' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b2fe994c-b696-42b0-9c48-7334d3883c90' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e267d669-3ad8-487b-b95b-09b7d8f464ae' class='xr-var-data-in' type='checkbox'><label for='data-e267d669-3ad8-487b-b95b-09b7d8f464ae' 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'></dl></div><pre class='xr-var-data'>array([151.875 , 154.6875, 157.5   , 160.3125, 163.125 , 165.9375, 168.75  ,\n",
       "       171.5625, 174.375 , 177.1875, 180.    , 182.8125, 185.625 , 188.4375,\n",
       "       191.25  , 194.0625, 196.875 , 199.6875, 202.5   , 205.3125, 208.125 ,\n",
       "       210.9375, 213.75  , 216.5625, 219.375 , 222.1875, 225.    , 227.8125,\n",
       "       230.625 , 233.4375, 236.25  , 239.0625, 241.875 , 244.6875, 247.5   ,\n",
       "       250.3125, 253.125 , 255.9375, 258.75  , 261.5625, 264.375 , 267.1875,\n",
       "       270.    , 272.8125, 275.625 , 278.4375, 281.25  , 284.0625, 286.875 ,\n",
       "       289.6875, 292.5   , 295.3125, 298.125 ])</pre></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'>1986-11-01 ... 2015-10-31T12:00:00</div><input id='attrs-3785347d-c615-4391-bf97-e6766c212274' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3785347d-c615-4391-bf97-e6766c212274' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-58780a51-ae5d-4997-89d5-e28e8860900f' class='xr-var-data-in' type='checkbox'><label for='data-58780a51-ae5d-4997-89d5-e28e8860900f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><pre class='xr-var-data'>array([&#x27;1986-11-01T00:00:00.000000000&#x27;, &#x27;1986-11-01T12:00:00.000000000&#x27;,\n",
       "       &#x27;1986-11-02T00:00:00.000000000&#x27;, ..., &#x27;2015-10-30T12:00:00.000000000&#x27;,\n",
       "       &#x27;2015-10-31T00:00:00.000000000&#x27;, &#x27;2015-10-31T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></li></ul></div></li><li class='xr-section-item'><input id='section-1346064a-8fe0-435d-8bfd-a5654252ef5b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1346064a-8fe0-435d-8bfd-a5654252ef5b' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(time, isobaricInhPa, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-4.8229504 -5.2803526 ... -8.902321</div><input id='attrs-997c9841-5fd4-47bf-bb08-42c804759c0a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-997c9841-5fd4-47bf-bb08-42c804759c0a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d18988b6-ceba-4fa4-a4b2-30eb4c406b30' class='xr-var-data-in' type='checkbox'><label for='data-d18988b6-ceba-4fa4-a4b2-30eb4c406b30' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>131</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>eastward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>u</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/Longitude Grid</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>U component of wind</dd><dt><span>GRIB_shortName :</span></dt><dd>u</dd><dt><span>GRIB_totalNumber :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>U component of wind</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd></dl></div><pre class='xr-var-data'>array([[[[-4.82295036e+00, -5.28035259e+00, -5.87509871e+00, ...,\n",
       "          -2.29916143e+00, -7.16817617e-01, -3.89981687e-01],\n",
       "         [ 8.65740955e-01,  1.98907101e+00,  2.60669804e+00, ...,\n",
       "          -2.83982539e+00, -5.28840923e+00, -6.39318466e+00],\n",
       "         [-4.07048941e+00, -4.24695444e+00, -4.33123159e+00, ...,\n",
       "          -3.80955195e+00, -3.64417124e+00, -2.00027466e+00],\n",
       "         ...,\n",
       "         [-6.97341919e+00, -6.40769672e+00, -4.91412210e+00, ...,\n",
       "          -1.16072083e+01, -1.01430674e+01, -7.75740337e+00],\n",
       "         [-1.11078920e+01, -1.07198839e+01, -9.26205158e+00, ...,\n",
       "          -8.98990345e+00, -8.94134903e+00, -8.63246250e+00],\n",
       "         [-1.09544735e+01, -9.71646595e+00, -9.84662247e+00, ...,\n",
       "          -9.85584068e+00, -8.35820389e+00, -8.14744282e+00]],\n",
       "\n",
       "        [[-5.81728268e+00, -5.46866941e+00, -5.08689213e+00, ...,\n",
       "           1.27545166e+00,  2.52045155e+00,  1.88381344e-01],\n",
       "         [ 3.19248295e+00,  3.28117442e+00,  3.55943608e+00, ...,\n",
       "          -3.30501699e+00, -5.17511463e+00, -6.42806387e+00],\n",
       "         [-2.58372808e+00, -2.84681392e+00, -2.42884517e+00, ...,\n",
       "          -4.13782978e+00, -6.64534903e+00, -5.12630606e+00],\n",
       "         ...,\n",
       "         [-6.94747782e+00, -7.60665751e+00, -6.01157951e+00, ...,\n",
       "          -1.09928293e+01, -9.88111115e+00, -7.29353285e+00],\n",
       "         [-1.15613451e+01, -1.03406811e+01, -9.21056366e+00, ...,\n",
       "          -8.58431435e+00, -9.23072052e+00, -8.97036839e+00],\n",
       "         [-1.17390795e+01, -1.08036499e+01, -9.56845474e+00, ...,\n",
       "          -1.07308769e+01, -9.08073997e+00, -9.05380630e+00]],\n",
       "\n",
       "        [[-3.38980532e+00, -1.84289122e+00, -1.36140680e+00, ...,\n",
       "           5.44398355e+00,  5.00466728e+00,  5.59769487e+00],\n",
       "         [ 2.58359313e+00,  3.83779240e+00,  4.40781212e+00, ...,\n",
       "          -3.97265697e+00, -7.11386776e+00, -7.60746145e+00],\n",
       "         [-2.30414128e+00, -2.53636789e+00, -1.04476619e+00, ...,\n",
       "          -4.24203205e+00, -5.83753967e+00, -4.69144583e+00],\n",
       "         ...,\n",
       "         [-6.31519604e+00, -3.96660209e+00, -3.40234447e+00, ...,\n",
       "          -1.25443754e+01, -7.42207098e+00, -5.15074301e+00],\n",
       "         [-9.70949268e+00, -6.95488358e+00, -2.69421935e+00, ...,\n",
       "          -2.96351624e+00, -8.20777416e+00, -7.05027390e+00],\n",
       "         [-1.05907431e+01, -1.12126179e+01, -8.28085995e+00, ...,\n",
       "          -1.15818758e+01, -9.51523495e+00, -8.87851620e+00]],\n",
       "\n",
       "        ...,\n",
       "\n",
       "        [[ 5.42777586e+00,  5.80246353e+00,  6.31902599e+00, ...,\n",
       "           5.95666528e-01,  1.29635012e+00,  1.62027586e+00],\n",
       "         [ 6.31941652e+00,  7.37631083e+00,  8.31379128e+00, ...,\n",
       "           1.87457275e+00,  2.55490470e+00,  2.65207267e+00],\n",
       "         [ 5.20269775e+00,  6.97359610e+00,  8.70816612e+00, ...,\n",
       "           4.76480722e+00,  6.09049082e+00,  7.19371319e+00],\n",
       "         ...,\n",
       "         [-2.66933346e+00, -5.29900169e+00, -5.53472424e+00, ...,\n",
       "          -3.88878655e+00, -3.19363046e+00, -1.81677252e-01],\n",
       "         [-6.15175533e+00, -5.70771217e+00, -5.30644274e+00, ...,\n",
       "          -5.93097401e+00, -4.17212629e+00, -5.39796638e+00],\n",
       "         [-5.29769278e+00, -5.96982193e+00, -3.58191156e+00, ...,\n",
       "          -7.98683357e+00, -5.15603256e+00, -3.41159916e+00]],\n",
       "\n",
       "        [[ 9.04518414e+00,  1.01926451e+01,  1.13126841e+01, ...,\n",
       "           9.64403093e-01,  1.98452032e+00,  3.39565301e+00],\n",
       "         [ 1.09760828e+01,  1.28142080e+01,  1.47482309e+01, ...,\n",
       "           6.36135626e+00,  7.07973528e+00,  8.11276245e+00],\n",
       "         [ 1.46717472e+01,  1.58380556e+01,  1.69502621e+01, ...,\n",
       "           8.31198120e+00,  8.54948139e+00,  9.25123882e+00],\n",
       "         ...,\n",
       "         [-1.54508913e+00, -1.90581179e+00, -4.16926861e+00, ...,\n",
       "           3.28862190e+00,  2.17809439e+00,  2.39364013e-01],\n",
       "         [-3.06715941e+00, -4.09899521e+00, -4.21419048e+00, ...,\n",
       "          -5.43469228e-02, -5.45288229e+00, -5.31587029e+00],\n",
       "         [-5.69524527e+00, -7.08368301e+00, -1.03634090e+01, ...,\n",
       "          -8.25262833e+00, -9.94508934e+00, -1.11084480e+01]],\n",
       "\n",
       "        [[ 1.96117897e+01,  2.01843472e+01,  2.07649536e+01, ...,\n",
       "           4.91643715e+00,  5.92473793e+00,  6.84206247e+00],\n",
       "         [ 2.10926476e+01,  2.22408314e+01,  2.36137810e+01, ...,\n",
       "           8.32604694e+00,  9.24241352e+00,  1.25122576e+01],\n",
       "         [ 2.80289764e+01,  2.98717499e+01,  3.19264374e+01, ...,\n",
       "           1.08389378e+01,  1.35647182e+01,  1.86881561e+01],\n",
       "         ...,\n",
       "         [-1.08093873e-01, -1.41184390e+00, -4.11098433e+00, ...,\n",
       "          -1.17825007e+00, -2.65631652e+00, -2.25789857e+00],\n",
       "         [-1.46477354e+00, -1.49750793e+00,  1.60187379e-01, ...,\n",
       "          -5.34262514e+00, -1.01812973e+01, -9.41989040e+00],\n",
       "         [-6.79278135e+00, -4.22875786e+00, -2.91215634e+00, ...,\n",
       "          -8.69496918e+00, -9.87194157e+00, -7.52215624e+00]]],\n",
       "\n",
       "\n",
       "       [[[ 1.63136411e+00,  2.35295582e+00,  2.65298533e+00, ...,\n",
       "          -1.33412409e+00, -1.69439757e+00, -4.98115540e+00],\n",
       "         [-6.98601866e+00, -5.26006174e+00, -3.39369440e+00, ...,\n",
       "          -2.72002268e+00, -6.10223961e+00, -8.39523697e+00],\n",
       "         [-5.35615540e+00, -8.14619446e+00, -9.89931965e+00, ...,\n",
       "          -1.81318665e+00, -5.40823340e-01, -1.01272583e-01],\n",
       "         ...,\n",
       "         [-8.79830360e+00, -8.65096951e+00, -8.36994457e+00, ...,\n",
       "          -1.14166241e+01, -9.30448532e+00, -7.74178028e+00],\n",
       "         [-1.15074644e+01, -1.16182747e+01, -9.46873379e+00, ...,\n",
       "          -1.17851009e+01, -1.00287437e+01, -7.19545221e+00],\n",
       "         [-1.07703543e+01, -1.12070541e+01, -1.02952957e+01, ...,\n",
       "          -9.94346046e+00, -1.02129135e+01, -8.50377274e+00]],\n",
       "\n",
       "        [[ 2.33693004e+00,  2.55179310e+00,  2.32013297e+00, ...,\n",
       "          -2.48307014e+00, -2.49074578e+00, -4.04330444e+00],\n",
       "         [-3.80471063e+00, -1.53640985e+00, -3.16116929e-01, ...,\n",
       "          -2.37033558e+00, -6.03336287e+00, -8.47115612e+00],\n",
       "         [-4.74525738e+00, -6.43236685e+00, -8.51830482e+00, ...,\n",
       "          -1.77611697e+00,  1.46832272e-01,  1.58814085e+00],\n",
       "         ...,\n",
       "         [-8.08857822e+00, -7.73785543e+00, -7.77799177e+00, ...,\n",
       "          -1.08023672e+01, -9.90170288e+00, -7.11240578e+00],\n",
       "         [-1.14388905e+01, -1.10124454e+01, -1.07653360e+01, ...,\n",
       "          -1.23858824e+01, -1.23121128e+01, -7.92209339e+00],\n",
       "         [-1.32986174e+01, -1.21227770e+01, -1.16718197e+01, ...,\n",
       "          -1.10219765e+01, -1.04558439e+01, -8.98256207e+00]],\n",
       "\n",
       "        [[ 2.81955743e+00,  3.60692072e+00,  3.74389338e+00, ...,\n",
       "          -2.80470037e+00, -4.01356745e+00, -8.73020649e-01],\n",
       "         [-3.23958302e+00, -1.29284489e+00, -1.41653448e-01, ...,\n",
       "          -2.40165353e+00, -8.36880207e+00, -1.07663803e+01],\n",
       "         [-4.18052053e+00, -6.32046223e+00, -8.03345013e+00, ...,\n",
       "          -2.11704397e+00, -7.14895606e-01,  2.80612171e-01],\n",
       "         ...,\n",
       "         [-4.54052067e+00, -6.18317699e+00, -6.69360638e+00, ...,\n",
       "          -8.72641945e+00, -8.10130215e+00, -6.67837238e+00],\n",
       "         [-9.25454426e+00, -7.97952461e+00, -9.03415298e+00, ...,\n",
       "          -1.00146217e+01, -9.04202461e+00, -9.00946617e+00],\n",
       "         [-1.04535284e+01, -9.31772804e+00, -9.70540333e+00, ...,\n",
       "          -1.00189972e+01, -6.32575512e+00, -9.77704430e+00]],\n",
       "\n",
       "        ...,\n",
       "\n",
       "        [[ 6.05896473e+00,  7.01097679e+00,  7.77146482e+00, ...,\n",
       "          -1.06876957e+00,  7.82421902e-02,  8.44082057e-01],\n",
       "         [ 6.05419922e+00,  7.03753901e+00,  8.31115246e+00, ...,\n",
       "           1.08490229e+00,  2.15712881e+00,  3.48857427e+00],\n",
       "         [ 8.16787148e+00,  9.47167969e+00,  1.09811525e+01, ...,\n",
       "           4.12685537e+00,  4.64121103e+00,  5.16201162e+00],\n",
       "         ...,\n",
       "         [-2.02990246e+00, -1.38623047e+00, -2.45611334e+00, ...,\n",
       "          -5.66673851e+00, -2.74488282e+00, -4.91091776e+00],\n",
       "         [-4.72208977e+00, -3.92621088e+00, -2.42822266e+00, ...,\n",
       "          -8.46720695e+00, -6.71460915e+00, -8.44595718e+00],\n",
       "         [-5.12072277e+00, -3.00931644e+00, -4.41494131e+00, ...,\n",
       "          -8.59783173e+00, -5.76322269e+00, -5.66099596e+00]],\n",
       "\n",
       "        [[ 1.07547665e+01,  1.13801384e+01,  1.22258997e+01, ...,\n",
       "          -1.68214726e+00, -1.06796753e+00,  3.40860605e-01],\n",
       "         [ 1.40245714e+01,  1.43009977e+01,  1.43639469e+01, ...,\n",
       "           2.43535280e+00,  3.07115364e+00,  3.74547005e+00],\n",
       "         [ 1.38348446e+01,  1.58273258e+01,  1.79783993e+01, ...,\n",
       "           5.23347759e+00,  5.59080219e+00,  6.69890738e+00],\n",
       "         ...,\n",
       "         [-4.56105328e+00, -2.97904181e+00, -5.04675674e+00, ...,\n",
       "          -6.86988163e+00, -6.69622946e+00, -5.25706911e+00],\n",
       "         [-4.57339716e+00, -6.21906137e+00, -5.23144388e+00, ...,\n",
       "          -1.16493349e+01, -8.58097553e+00, -6.01699114e+00],\n",
       "         [-1.01623421e+01, -1.08532019e+01, -7.98456907e+00, ...,\n",
       "          -1.66251945e+01, -1.54657803e+01, -1.31414833e+01]],\n",
       "\n",
       "        [[ 1.88726616e+01,  1.91877384e+01,  1.96799259e+01, ...,\n",
       "           4.06188011e+00,  7.19836426e+00,  9.77312946e+00],\n",
       "         [ 2.10813332e+01,  2.26083050e+01,  2.42900829e+01, ...,\n",
       "           8.63789558e+00,  9.42482948e+00,  1.03096142e+01],\n",
       "         [ 2.83610592e+01,  2.99246330e+01,  3.11706295e+01, ...,\n",
       "           9.20812988e+00,  1.03788328e+01,  1.10973873e+01],\n",
       "         ...,\n",
       "         [-2.34972167e+00,  6.99731469e-01, -1.39448240e-01, ...,\n",
       "          -5.78991699e+00, -3.00222158e+00, -3.90796375e+00],\n",
       "         [ 9.24731433e-01,  2.84811044e+00,  3.90203619e+00, ...,\n",
       "          -1.07893705e+01, -1.17277489e+01, -1.32783155e+01],\n",
       "         [-1.27187014e+00, -1.99253416e+00, -3.83038568e+00, ...,\n",
       "          -1.76989021e+01, -1.32796822e+01, -1.55131588e+01]]],\n",
       "\n",
       "\n",
       "       [[[-3.48509645e+00, -1.74390507e+00, -1.14979245e-01, ...,\n",
       "          -1.65341675e+00, -5.88465571e-01, -4.08865118e+00],\n",
       "         [-7.54558468e+00, -7.21372938e+00, -5.87423706e+00, ...,\n",
       "          -2.71997929e+00, -4.91827011e+00, -6.46792841e+00],\n",
       "         [ 2.07175899e+00, -5.03727436e+00, -7.20529175e+00, ...,\n",
       "           1.21443486e+00,  1.20007932e+00,  5.22051990e-01],\n",
       "         ...,\n",
       "         [-6.96831894e+00, -1.03696766e+01, -1.42046280e+01, ...,\n",
       "          -1.20358772e+01, -1.19928503e+01, -1.33734169e+01],\n",
       "         [-9.76810455e+00, -1.02569227e+01, -1.02290812e+01, ...,\n",
       "          -1.14422445e+01, -1.20119028e+01, -1.08194323e+01],\n",
       "         [-8.71195221e+00, -1.17273722e+01, -1.15589638e+01, ...,\n",
       "          -1.02703304e+01, -1.17147350e+01, -1.03869324e+01]],\n",
       "\n",
       "        [[-2.81587511e-01,  9.53568697e-01,  1.49731874e+00, ...,\n",
       "          -4.99518108e+00, -2.70037651e+00, -3.34100151e+00],\n",
       "         [-5.40924358e+00, -2.10076714e+00, -4.41431284e-01, ...,\n",
       "          -2.34752512e+00, -4.87205648e+00, -6.53072834e+00],\n",
       "         [-2.26705623e+00, -4.85006428e+00, -8.47018147e+00, ...,\n",
       "           7.57162452e-01,  1.56145930e+00,  9.97787476e-01],\n",
       "         ...,\n",
       "         [-6.82365799e+00, -8.94607925e+00, -1.27178373e+01, ...,\n",
       "          -1.18894777e+01, -1.12984037e+01, -1.37243223e+01],\n",
       "         [-9.30900955e+00, -1.11259432e+01, -1.06681499e+01, ...,\n",
       "          -1.22060404e+01, -1.24809628e+01, -1.15795174e+01],\n",
       "         [-1.05306892e+01, -1.21459627e+01, -1.23807278e+01, ...,\n",
       "          -1.16135406e+01, -1.26744003e+01, -1.21551027e+01]],\n",
       "\n",
       "        [[ 2.38174438e-01,  8.19834590e-01,  1.76895571e+00, ...,\n",
       "          -7.24252892e+00, -5.83922768e+00, -9.92606819e-01],\n",
       "         [-4.77065372e+00, -4.67485285e+00, -3.27346611e+00, ...,\n",
       "          -1.69666934e+00, -6.67963791e+00, -8.01842690e+00],\n",
       "         [-2.63741159e+00, -6.13125896e+00, -6.60362244e+00, ...,\n",
       "           2.49502569e-01,  9.36514258e-01,  2.20791623e-01],\n",
       "         ...,\n",
       "         [-6.29280233e+00, -8.40401268e+00, -8.57729435e+00, ...,\n",
       "          -8.57127857e+00, -1.01150284e+01, -1.13536224e+01],\n",
       "         [-6.37834883e+00, -8.33729458e+00, -1.19911222e+01, ...,\n",
       "          -9.99120045e+00, -1.10980949e+01, -1.08528414e+01],\n",
       "         [-1.08225679e+01, -1.14983883e+01, -1.03209658e+01, ...,\n",
       "          -1.27062006e+01, -1.00117865e+01, -1.10287008e+01]],\n",
       "\n",
       "        ...,\n",
       "\n",
       "        [[ 7.20222664e+00,  8.23033237e+00,  9.10367203e+00, ...,\n",
       "           1.43812501e+00,  2.50064445e+00,  2.93703127e+00],\n",
       "         [ 8.29527378e+00,  8.97429657e+00,  1.00938282e+01, ...,\n",
       "           1.35742188e+00,  2.26082039e+00,  3.43992186e+00],\n",
       "         [ 1.16617184e+01,  1.40711918e+01,  1.59097652e+01, ...,\n",
       "           1.55546880e+00,  2.10351562e+00,  2.94687510e+00],\n",
       "         ...,\n",
       "         [-1.21492183e+00, -1.75144529e+00, -4.01960945e+00, ...,\n",
       "          -3.33468747e+00, -8.53339851e-01, -1.19921872e-02],\n",
       "         [-4.53328133e+00, -4.84945297e+00, -4.79140615e+00, ...,\n",
       "          -3.66531253e+00, -4.06138659e+00, -2.33367181e+00],\n",
       "         [-3.13261724e+00, -5.64458990e+00, -5.90062523e+00, ...,\n",
       "          -5.82976580e+00, -4.32576180e+00, -2.96226573e+00]],\n",
       "\n",
       "        [[ 1.20114717e+01,  1.31459055e+01,  1.41357298e+01, ...,\n",
       "          -1.00512934e+00,  4.47534174e-02,  3.22878420e-01],\n",
       "         [ 1.49749098e+01,  1.54317656e+01,  1.59004173e+01, ...,\n",
       "           1.56698000e+00,  2.70166755e+00,  3.23073006e+00],\n",
       "         [ 1.60365105e+01,  1.74155159e+01,  1.93900261e+01, ...,\n",
       "           2.94510508e+00,  4.53631592e+00,  6.87518311e+00],\n",
       "         ...,\n",
       "         [-1.46149659e+00, -3.92751217e+00, -4.99145746e+00, ...,\n",
       "           8.12683105e-01,  2.92209721e+00, -5.62238753e-01],\n",
       "         [-5.22610617e+00, -2.73368406e+00, -3.04802012e+00, ...,\n",
       "          -1.33067632e+00, -2.86398917e-01, -3.96903563e+00],\n",
       "         [-8.78954315e+00, -7.05843019e+00, -5.79067612e+00, ...,\n",
       "          -2.86301994e+00, -5.39563704e+00, -7.82727766e+00]],\n",
       "\n",
       "        [[ 2.30605450e+01,  2.35461502e+01,  2.39805069e+01, ...,\n",
       "           1.80128789e+00,  2.46187377e+00,  3.78249884e+00],\n",
       "         [ 2.47387104e+01,  2.58968353e+01,  2.70964432e+01, ...,\n",
       "           7.09402227e+00,  7.51406145e+00,  7.85058451e+00],\n",
       "         [ 2.96294136e+01,  3.12265816e+01,  3.30130081e+01, ...,\n",
       "           9.91613197e+00,  1.14925966e+01,  1.28674984e+01],\n",
       "         ...,\n",
       "         [ 1.89451903e-01, -2.00626224e-01, -2.28363395e+00, ...,\n",
       "          -1.08623056e+01, -8.02406406e+00, -6.13562632e+00],\n",
       "         [ 1.41738164e+00,  2.51163936e+00, -4.55899656e-01, ...,\n",
       "          -1.16988688e+01, -1.34866419e+01, -1.32770720e+01],\n",
       "         [-3.08918095e+00, -2.76232553e+00, -7.14337170e-01, ...,\n",
       "          -1.39339466e+01, -1.27037315e+01, -1.28534384e+01]]],\n",
       "\n",
       "\n",
       "       ...,\n",
       "\n",
       "\n",
       "       [[[-4.29603195e+00, -3.27517271e+00, -2.59446955e+00, ...,\n",
       "          -2.58634472e+00,  1.74114376e-01,  1.63254213e+00],\n",
       "         [ 9.86741304e-01,  1.55330384e+00,  1.79060853e+00, ...,\n",
       "          -2.47880554e+00, -5.57321978e+00, -3.44204783e+00],\n",
       "         [ 4.04658508e+00,  4.03340149e+00,  4.52431965e+00, ...,\n",
       "           8.21201515e+00,  8.61059856e+00,  7.63408518e+00],\n",
       "         ...,\n",
       "         [-5.62204790e+00, -7.29047537e+00, -6.67743826e+00, ...,\n",
       "          -3.56149286e-01, -1.51915705e+00, -1.22394228e+00],\n",
       "         [-7.21202803e+00, -7.86557293e+00, -8.46778965e+00, ...,\n",
       "          -5.00974321e+00, -4.01640320e+00, -3.11835623e+00],\n",
       "         [-8.62011433e+00, -9.25442123e+00, -8.81212616e+00, ...,\n",
       "          -4.55763388e+00, -4.63794613e+00, -4.27368832e+00]],\n",
       "\n",
       "        [[-9.23952639e-01, -1.74676514e+00, -2.72750735e+00, ...,\n",
       "          -3.47992921e+00,  1.67022705e+00,  1.71300054e+00],\n",
       "         [ 3.27936769e+00,  4.63512945e+00,  4.74053955e+00, ...,\n",
       "          -2.98289800e+00, -5.79360104e+00, -3.54813242e+00],\n",
       "         [ 7.00206280e+00,  5.32676983e+00,  5.76007080e+00, ...,\n",
       "           8.38311768e+00,  8.50421143e+00,  7.20850849e+00],\n",
       "         ...,\n",
       "         [-4.01684332e+00, -5.27287865e+00, -5.33102274e+00, ...,\n",
       "           4.43430185e-01,  3.56176756e-02, -1.09625733e+00],\n",
       "         [-7.10598373e+00, -7.10336685e+00, -1.01332102e+01, ...,\n",
       "          -4.30680418e+00, -4.35045671e+00, -2.08879638e+00],\n",
       "         [-9.64313221e+00, -1.03941479e+01, -1.02511787e+01, ...,\n",
       "          -4.88938236e+00, -5.59703875e+00, -3.64035892e+00]],\n",
       "\n",
       "        [[-2.00142813e+00, -2.29783440e+00, -2.43877196e+00, ...,\n",
       "          -1.49455321e+00,  2.07263422e+00,  5.50361061e+00],\n",
       "         [ 3.72466564e+00,  5.43222427e+00,  5.98685312e+00, ...,\n",
       "          -6.10830307e+00, -6.11433840e+00, -3.59806895e+00],\n",
       "         [ 4.59036875e+00,  4.58089590e+00,  4.97435284e+00, ...,\n",
       "           7.72513437e+00,  5.25990009e+00,  5.42396259e+00],\n",
       "         ...,\n",
       "         [-1.83888912e+00, -1.19914305e+00, -2.37080312e+00, ...,\n",
       "           1.55107176e+00,  6.45778835e-01, -7.06818819e-01],\n",
       "         [-6.13275623e+00, -5.73545170e+00, -7.14306879e+00, ...,\n",
       "          -2.38580322e+00, -2.96660399e+00, -1.99717045e+00],\n",
       "         [-9.87271690e+00, -8.60183811e+00, -1.09265060e+01, ...,\n",
       "          -4.03525639e+00, -4.95060778e+00, -2.99135017e+00]],\n",
       "\n",
       "        ...,\n",
       "\n",
       "        [[ 1.46019135e+01,  1.41059170e+01,  1.38268747e+01, ...,\n",
       "           4.25132751e+00,  4.66501904e+00,  5.41730404e+00],\n",
       "         [ 1.80364838e+01,  1.84904881e+01,  1.89999218e+01, ...,\n",
       "           3.65914011e+00,  4.10029221e+00,  4.84511662e+00],\n",
       "         [ 1.98239841e+01,  1.99922447e+01,  1.94626560e+01, ...,\n",
       "           5.78140545e+00,  5.79722595e+00,  6.76558542e+00],\n",
       "         ...,\n",
       "         [-2.00281310e+00, -1.65619206e+00, -2.10203195e+00, ...,\n",
       "           2.03828073e+00,  4.39665937e+00,  5.19839764e+00],\n",
       "         [-3.90695381e+00, -3.63837957e+00, -3.84140682e+00, ...,\n",
       "          -6.70938134e-01, -1.72503972e+00, -2.15437555e+00],\n",
       "         [-5.30113363e+00, -6.56353569e+00, -5.60984421e+00, ...,\n",
       "          -4.39976645e+00, -4.71929741e+00, -4.31449270e+00]],\n",
       "\n",
       "        [[ 2.09714127e+01,  2.18762360e+01,  2.22716866e+01, ...,\n",
       "           3.42074823e+00,  3.67065072e+00,  4.66484976e+00],\n",
       "         [ 2.54210224e+01,  2.55009823e+01,  2.66498890e+01, ...,\n",
       "           6.43059206e+00,  6.36320925e+00,  6.90871716e+00],\n",
       "         [ 2.70949287e+01,  2.73222713e+01,  2.81830139e+01, ...,\n",
       "           9.65879536e+00,  1.05446348e+01,  1.08693419e+01],\n",
       "         ...,\n",
       "         [-6.81323624e+00, -6.99227905e+00, -6.77089214e+00, ...,\n",
       "          -4.11831427e+00, -2.78432989e+00, -1.27081418e+00],\n",
       "         [-5.48015022e+00, -5.92364645e+00, -3.30081415e+00, ...,\n",
       "          -1.57675171e+00, -5.76536894e-01,  2.31676388e+00],\n",
       "         [-4.39538431e+00,  7.03463137e-01,  3.23638916e-01, ...,\n",
       "           3.04223275e+00,  3.43404913e+00,  1.41192019e+00]],\n",
       "\n",
       "        [[ 3.08382587e+01,  3.13825169e+01,  3.18750172e+01, ...,\n",
       "           9.72064209e+00,  1.05182981e+01,  1.12525558e+01],\n",
       "         [ 3.95337677e+01,  3.92525368e+01,  3.83236122e+01, ...,\n",
       "           1.47701731e+01,  1.45598412e+01,  1.42137280e+01],\n",
       "         [ 4.45667343e+01,  4.42422256e+01,  4.39936905e+01, ...,\n",
       "           1.91124382e+01,  1.91308956e+01,  2.02167358e+01],\n",
       "         ...,\n",
       "         [ 4.86603260e+00,  5.00236082e+00,  7.39782953e+00, ...,\n",
       "           3.65056396e+00,  5.83855247e+00,  6.86622810e+00],\n",
       "         [ 8.38564205e+00,  1.13421659e+01,  1.04070482e+01, ...,\n",
       "          -1.09240484e+00, -4.50568855e-01,  1.80368900e+00],\n",
       "         [ 1.26410713e+01,  1.32510328e+01,  1.19544706e+01, ...,\n",
       "          -6.36474848e+00, -3.77125239e+00, -7.12408447e+00]]],\n",
       "\n",
       "\n",
       "       [[[-6.14705753e+00, -5.36643267e+00, -3.72852230e+00, ...,\n",
       "           6.38430774e-01,  9.44924951e-01,  2.57860661e+00],\n",
       "         [ 8.35479721e-02,  3.08460087e-01,  5.44680774e-01, ...,\n",
       "          -7.89225459e-01, -2.07086611e+00, -2.49949884e+00],\n",
       "         [ 2.74360657e+00,  2.45293283e+00,  2.32593083e+00, ...,\n",
       "           2.40073538e+00, -1.51547551e+00,  7.83059716e-01],\n",
       "         ...,\n",
       "         [-6.86070967e+00, -6.38759470e+00, -6.80039740e+00, ...,\n",
       "           2.25335264e+00, -2.15107107e+00, -2.55455756e+00],\n",
       "         [-7.29041672e+00, -7.78495789e+00, -8.97399139e+00, ...,\n",
       "          -3.12332702e+00, -3.02083683e+00, -1.76789737e+00],\n",
       "         [-1.06381712e+01, -1.00311298e+01, -1.00117254e+01, ...,\n",
       "          -4.03363943e+00, -4.80098343e+00, -3.16537786e+00]],\n",
       "\n",
       "        [[-1.24236941e+00,  7.34622777e-01,  3.66497815e-01, ...,\n",
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       "      dtype=float32)</pre></li></ul></div></li><li class='xr-section-item'><input id='section-8461ff2d-3e04-44e1-afee-10fcc75d375e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8461ff2d-3e04-44e1-afee-10fcc75d375e' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:        (isobaricInhPa: 14, lat: 22, lon: 53, time: 21914)\n",
       "Coordinates:\n",
       "  * isobaricInhPa  (isobaricInhPa) float64 1e+03 925.0 850.0 ... 50.0 30.0 10.0\n",
       "  * lat            (lat) float64 79.53 76.74 73.95 71.16 ... 26.51 23.72 20.93\n",
       "  * lon            (lon) float64 151.9 154.7 157.5 160.3 ... 292.5 295.3 298.1\n",
       "  * time           (time) datetime64[ns] 1986-11-01 ... 2015-10-31T12:00:00\n",
       "Data variables:\n",
       "    u              (time, isobaricInhPa, lat, lon) float32 -4.8229504 ... -8.902321"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#ds_u"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "levs = ds_u['isobaricInhPa']\n",
    "uqvi = []\n",
    "vqvi = []\n",
    "\n",
    "#Multiply the winds by specific humidity and divide by gravity to get moisture flux\n",
    "#Multiply each pressure level by pressure level's thickness\n",
    "for k in np.arange(0,len(thickness)-1):\n",
    "    uqvi.append(ds_u.u.sel(isobaricInhPa = levs[k]) * ds_q.q.sel(isobaricInhPa = levs[k]) * (thickness[k])/9.81)\n",
    "    vqvi.append(ds_v.v.sel(isobaricInhPa = levs[k]) * ds_q.q.sel(isobaricInhPa = levs[k]) * (thickness[k])/9.81)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "ds_uqvi = xr.combine_nested(uqvi, concat_dim='levs')\n",
    "ds_vqvi = xr.combine_nested(vqvi, concat_dim='levs')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Sum over pressure levels to get column total, pressure-weighted proxy for moisture flux\n",
    "da_uqvi = ds_uqvi.sum('levs')\n",
    "da_vqvi = ds_vqvi.sum('levs')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
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       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".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-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",
       "  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",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt, dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 21914</li><li><span class='xr-has-index'>lat</span>: 22</li><li><span class='xr-has-index'>lon</span>: 53</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-4bcc1340-b563-4db9-bd7a-74e6669c81d6' class='xr-array-in' type='checkbox' ><label for='section-4bcc1340-b563-4db9-bd7a-74e6669c81d6' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-0.22182378 -0.21161498 -0.22269157 ... -1.1214123 -0.9660663</span></div><pre class='xr-array-data'>array([[[-2.21823782e-01, -2.11614981e-01, -2.22691566e-01, ...,\n",
       "          1.36214802e-02,  2.47852206e-02,  2.26846151e-02],\n",
       "        [-4.68309224e-03,  8.77486635e-03,  2.59162411e-02, ...,\n",
       "         -9.28478464e-02, -1.02802306e-01, -9.98899564e-02],\n",
       "        [-9.87583101e-02, -1.21311806e-01, -9.32458043e-02, ...,\n",
       "         -9.17923301e-02, -1.17343239e-01, -8.54519010e-02],\n",
       "        ...,\n",
       "        [-1.41566741e+00, -1.29990387e+00, -8.31913769e-01, ...,\n",
       "         -3.02220511e+00, -2.41078591e+00, -1.74794888e+00],\n",
       "        [-3.05498815e+00, -2.44025278e+00, -1.67792690e+00, ...,\n",
       "         -1.86071193e+00, -2.89334941e+00, -2.42254901e+00],\n",
       "        [-4.72425938e+00, -4.30223322e+00, -2.66816330e+00, ...,\n",
       "         -2.88253355e+00, -3.10736656e+00, -2.88047957e+00]],\n",
       "\n",
       "       [[ 2.59949006e-02,  4.97765169e-02,  5.36513403e-02, ...,\n",
       "         -9.27863270e-02, -8.60196576e-02, -7.24790841e-02],\n",
       "        [-1.74863189e-01, -8.08393061e-02, -1.41373407e-02, ...,\n",
       "         -1.01380460e-01, -1.53191954e-01, -1.63750321e-01],\n",
       "        [-1.80624634e-01, -3.38360161e-01, -4.09996271e-01, ...,\n",
       "         -8.13181028e-02, -5.51707707e-02, -3.41333039e-02],\n",
       "        ...,\n",
       "        [-1.73952603e+00, -1.97964883e+00, -1.95507967e+00, ...,\n",
       "         -2.49920702e+00, -1.71749699e+00, -1.76845014e+00],\n",
       "        [-3.34941506e+00, -2.38915992e+00, -2.23837519e+00, ...,\n",
       "         -3.45675015e+00, -2.98221707e+00, -1.92714322e+00],\n",
       "        [-5.07227993e+00, -3.81135321e+00, -3.81257987e+00, ...,\n",
       "         -3.71097589e+00, -2.21705556e+00, -2.89246154e+00]],\n",
       "\n",
       "       [[-1.16328048e-02,  2.20275167e-02,  5.04884757e-02, ...,\n",
       "         -1.17967121e-01, -1.05002902e-01, -7.43538514e-02],\n",
       "        [-2.82637626e-01, -1.96105063e-01, -1.30238175e-01, ...,\n",
       "         -7.28277713e-02, -9.41661894e-02, -8.99363756e-02],\n",
       "        [-1.10119633e-01, -2.94720113e-01, -3.43100518e-01, ...,\n",
       "         -1.70724466e-02, -1.09799877e-02, -2.08895318e-02],\n",
       "        ...,\n",
       "        [-1.56321263e+00, -2.38738608e+00, -3.00597095e+00, ...,\n",
       "         -2.83384967e+00, -2.58521819e+00, -3.30131841e+00],\n",
       "        [-2.81505847e+00, -2.42629766e+00, -2.66958427e+00, ...,\n",
       "         -2.54517031e+00, -3.30979133e+00, -3.24813628e+00],\n",
       "        [-3.76069045e+00, -4.41492891e+00, -3.75151086e+00, ...,\n",
       "         -2.71814370e+00, -4.06976175e+00, -3.41706824e+00]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[-8.92473478e-03, -1.60223693e-02, -2.66080573e-02, ...,\n",
       "         -2.28367254e-01, -1.03737861e-01, -2.83397473e-02],\n",
       "        [ 1.46368340e-01,  1.85549751e-01,  2.11868927e-01, ...,\n",
       "         -2.23077580e-01, -3.07669044e-01, -2.63647944e-01],\n",
       "        [ 3.15715790e-01,  2.94114023e-01,  3.31286371e-01, ...,\n",
       "          2.06758723e-01,  2.18490466e-01,  1.95183888e-01],\n",
       "        ...,\n",
       "        [-8.32372367e-01, -1.08671153e+00, -1.12813294e+00, ...,\n",
       "          8.63035560e-01,  1.54581308e-01,  9.71694440e-02],\n",
       "        [-2.21076703e+00, -2.14905500e+00, -2.66736102e+00, ...,\n",
       "         -9.39423859e-01, -8.67329359e-01, -3.66387963e-01],\n",
       "        [-4.11191177e+00, -3.63516068e+00, -2.87541080e+00, ...,\n",
       "         -1.42159164e+00, -1.46540427e+00, -1.17630386e+00]],\n",
       "\n",
       "       [[ 1.58014540e-02,  4.20443788e-02,  4.15522791e-03, ...,\n",
       "          1.41146764e-01,  1.44750908e-01,  7.17083588e-02],\n",
       "        [ 2.38244385e-01,  1.20226048e-01,  8.41517970e-02, ...,\n",
       "          1.50018893e-02, -1.72960851e-02, -1.88987460e-02],\n",
       "        [ 1.09791137e-01,  8.05482864e-02,  7.66096786e-02, ...,\n",
       "          5.86172342e-02,  4.34288010e-02,  5.78912422e-02],\n",
       "        ...,\n",
       "        [-1.04749036e+00, -6.73226535e-01, -1.13343537e+00, ...,\n",
       "          1.67052066e+00,  4.51060057e-01,  1.83192074e-01],\n",
       "        [-2.39791870e+00, -2.65304327e+00, -2.90458131e+00, ...,\n",
       "         -6.56926870e-01, -4.38474387e-01, -5.01235090e-02],\n",
       "        [-3.46239686e+00, -2.86561537e+00, -2.88893270e+00, ...,\n",
       "         -1.23581982e+00, -1.30874336e+00, -9.25212622e-01]],\n",
       "\n",
       "       [[ 5.89748509e-02,  9.09259319e-02,  9.89858955e-02, ...,\n",
       "          3.58319320e-02,  2.78325705e-03,  8.89742374e-03],\n",
       "        [ 2.10294724e-01,  1.61358789e-01,  1.65499389e-01, ...,\n",
       "          1.73442066e-02, -1.80913117e-02, -6.05487786e-02],\n",
       "        [ 1.29515290e-01,  8.18067193e-02,  5.55345714e-02, ...,\n",
       "          1.91662297e-01,  1.77156255e-01,  1.20347984e-01],\n",
       "        ...,\n",
       "        [-8.59539747e-01, -1.15970707e+00, -1.60255980e+00, ...,\n",
       "          1.67949033e+00,  1.17448926e+00, -1.17943153e-01],\n",
       "        [-2.52208686e+00, -2.93728495e+00, -3.28392410e+00, ...,\n",
       "         -6.44761086e-01,  9.03788805e-02, -4.73215170e-02],\n",
       "        [-2.74618769e+00, -3.08842254e+00, -4.03374386e+00, ...,\n",
       "         -1.41847944e+00, -1.12141228e+00, -9.66066301e-01]]],\n",
       "      dtype=float32)</pre></div></li><li class='xr-section-item'><input id='section-c8be9485-dd07-4feb-a244-2181905a3b78' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c8be9485-dd07-4feb-a244-2181905a3b78' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>151.9 154.7 157.5 ... 295.3 298.1</div><input id='attrs-b7b71c1f-6f30-4348-97b1-5edee2513a31' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b7b71c1f-6f30-4348-97b1-5edee2513a31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da2b9a35-a43a-4088-bf95-fc945435dc63' class='xr-var-data-in' type='checkbox'><label for='data-da2b9a35-a43a-4088-bf95-fc945435dc63' 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'></dl></div><pre class='xr-var-data'>array([151.875 , 154.6875, 157.5   , 160.3125, 163.125 , 165.9375, 168.75  ,\n",
       "       171.5625, 174.375 , 177.1875, 180.    , 182.8125, 185.625 , 188.4375,\n",
       "       191.25  , 194.0625, 196.875 , 199.6875, 202.5   , 205.3125, 208.125 ,\n",
       "       210.9375, 213.75  , 216.5625, 219.375 , 222.1875, 225.    , 227.8125,\n",
       "       230.625 , 233.4375, 236.25  , 239.0625, 241.875 , 244.6875, 247.5   ,\n",
       "       250.3125, 253.125 , 255.9375, 258.75  , 261.5625, 264.375 , 267.1875,\n",
       "       270.    , 272.8125, 275.625 , 278.4375, 281.25  , 284.0625, 286.875 ,\n",
       "       289.6875, 292.5   , 295.3125, 298.125 ])</pre></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'>79.53 76.74 73.95 ... 23.72 20.93</div><input id='attrs-4e53678f-956b-4af2-83fa-a55485bc9de6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4e53678f-956b-4af2-83fa-a55485bc9de6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d6a1e30-3c6e-4f81-a7b6-7bd50ddf1dd8' class='xr-var-data-in' type='checkbox'><label for='data-4d6a1e30-3c6e-4f81-a7b6-7bd50ddf1dd8' 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'></dl></div><pre class='xr-var-data'>array([79.53, 76.74, 73.95, 71.16, 68.37, 65.58, 62.79, 60.  , 57.21, 54.42,\n",
       "       51.63, 48.84, 46.04, 43.25, 40.46, 37.67, 34.88, 32.09, 29.3 , 26.51,\n",
       "       23.72, 20.93])</pre></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'>1986-11-01 ... 2015-10-31T12:00:00</div><input id='attrs-d5ed5385-f41d-48eb-b137-fa5517bd533f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d5ed5385-f41d-48eb-b137-fa5517bd533f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e7515a3-b679-4488-a93a-44407ea4d10c' class='xr-var-data-in' type='checkbox'><label for='data-5e7515a3-b679-4488-a93a-44407ea4d10c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><pre class='xr-var-data'>array([&#x27;1986-11-01T00:00:00.000000000&#x27;, &#x27;1986-11-01T12:00:00.000000000&#x27;,\n",
       "       &#x27;1986-11-02T00:00:00.000000000&#x27;, ..., &#x27;2015-10-30T12:00:00.000000000&#x27;,\n",
       "       &#x27;2015-10-31T00:00:00.000000000&#x27;, &#x27;2015-10-31T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></li></ul></div></li><li class='xr-section-item'><input id='section-33bb9c3d-44ce-4472-b46e-8a32425137ca' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-33bb9c3d-44ce-4472-b46e-8a32425137ca' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
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       "         -1.41847944e+00, -1.12141228e+00, -9.66066301e-01]]],\n",
       "      dtype=float32)\n",
       "Coordinates:\n",
       "  * lon      (lon) float64 151.9 154.7 157.5 160.3 ... 289.7 292.5 295.3 298.1\n",
       "  * lat      (lat) float64 79.53 76.74 73.95 71.16 ... 29.3 26.51 23.72 20.93\n",
       "  * time     (time) datetime64[ns] 1986-11-01 ... 2015-10-31T12:00:00"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#da_uqvi"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Calculate magnitude of the vertically integrated horizontal moisture flux"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
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       ".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-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",
       "  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",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt, dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 21914</li><li><span class='xr-has-index'>lat</span>: 22</li><li><span class='xr-has-index'>lon</span>: 53</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-2433bb85-e083-4058-a8ba-02afa1876891' class='xr-array-in' type='checkbox' ><label for='section-2433bb85-e083-4058-a8ba-02afa1876891' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.44645417 0.4748989 0.4874654 ... 1.4188771 1.1221313 1.0055286</span></div><pre class='xr-array-data'>array([[[0.44645417, 0.4748989 , 0.4874654 , ..., 0.03795867,\n",
       "         0.06423509, 0.09165312],\n",
       "        [0.28649983, 0.24429747, 0.21198766, ..., 0.13963705,\n",
       "         0.14590766, 0.11972465],\n",
       "        [0.36070317, 0.463542  , 0.466189  , ..., 0.14134607,\n",
       "         0.17075862, 0.14363007],\n",
       "        ...,\n",
       "        [1.4366525 , 1.5333682 , 1.2797353 , ..., 3.0966969 ,\n",
       "         2.8120599 , 2.5419676 ],\n",
       "        [3.0703652 , 2.4522636 , 1.7453779 , ..., 2.025242  ,\n",
       "         3.1747842 , 3.1167963 ],\n",
       "        [4.740391  , 4.3454924 , 2.6686552 , ..., 2.9841797 ,\n",
       "         3.3354504 , 3.4814208 ]],\n",
       "\n",
       "       [[0.17268167, 0.12452953, 0.0832968 , ..., 0.09573296,\n",
       "         0.08621256, 0.09296122],\n",
       "        [0.46918967, 0.3862443 , 0.25487137, ..., 0.10468775,\n",
       "         0.16127251, 0.16697285],\n",
       "        [0.4487008 , 0.76794446, 0.80781084, ..., 0.09809797,\n",
       "         0.08978964, 0.07334792],\n",
       "        ...,\n",
       "        [1.7408351 , 1.9948751 , 2.072961  , ..., 2.8583786 ,\n",
       "         2.133002  , 2.5850153 ],\n",
       "        [3.4240315 , 2.3906336 , 2.3038692 , ..., 3.6306164 ,\n",
       "         3.4227366 , 2.1880043 ],\n",
       "        [5.28825   , 3.8136923 , 3.8375688 , ..., 3.8927228 ,\n",
       "         2.781102  , 3.0270095 ]],\n",
       "\n",
       "       [[0.15740038, 0.08465205, 0.05058467, ..., 0.13291168,\n",
       "         0.10597725, 0.08619092],\n",
       "        [0.67373437, 0.40867656, 0.21605207, ..., 0.0912063 ,\n",
       "         0.11317407, 0.09612113],\n",
       "        [0.29085863, 0.5348254 , 0.56262887, ..., 0.02628172,\n",
       "         0.01782522, 0.02090694],\n",
       "        ...,\n",
       "        [2.320023  , 2.650539  , 3.0314994 , ..., 2.878684  ,\n",
       "         2.733559  , 3.645794  ],\n",
       "        [3.4435513 , 2.4807749 , 2.6704907 , ..., 2.5792768 ,\n",
       "         3.461653  , 3.6576238 ],\n",
       "        [3.9585352 , 4.433151  , 3.769017  , ..., 2.7852006 ,\n",
       "         4.3850093 , 3.9065003 ]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.04982759, 0.02732972, 0.0266357 , ..., 0.31949103,\n",
       "         0.46783057, 0.6838159 ],\n",
       "        [0.1600409 , 0.18582974, 0.21204351, ..., 0.49212444,\n",
       "         0.61620873, 0.6303389 ],\n",
       "        [0.31666917, 0.29900873, 0.34098655, ..., 0.2276584 ,\n",
       "         0.2366696 , 0.21919203],\n",
       "        ...,\n",
       "        [0.8532338 , 1.1035937 , 1.1979028 , ..., 1.1907417 ,\n",
       "         0.15659936, 0.6167495 ],\n",
       "        [2.2503536 , 2.2959182 , 2.9174466 , ..., 0.9437892 ,\n",
       "         0.92329293, 0.60741794],\n",
       "        [4.1475797 , 3.9174795 , 3.1007516 , ..., 1.4218044 ,\n",
       "         1.4976349 , 1.1776206 ]],\n",
       "\n",
       "       [[0.17471264, 0.08989894, 0.05043892, ..., 0.25177553,\n",
       "         0.2622479 , 0.2531185 ],\n",
       "        [0.29420558, 0.15958805, 0.10927573, ..., 0.17971966,\n",
       "         0.19263539, 0.1440338 ],\n",
       "        [0.14947718, 0.0902101 , 0.0805859 , ..., 0.18050204,\n",
       "         0.20014013, 0.06535522],\n",
       "        ...,\n",
       "        [1.0610573 , 0.67371756, 1.1334361 , ..., 1.755552  ,\n",
       "         0.46946684, 0.260228  ],\n",
       "        [2.445429  , 2.6942735 , 2.9113593 , ..., 0.7184556 ,\n",
       "         0.50226676, 0.17448023],\n",
       "        [3.6155572 , 2.91661   , 2.958591  , ..., 1.2548695 ,\n",
       "         1.308882  , 0.9313508 ]],\n",
       "\n",
       "       [[0.5369748 , 0.4345566 , 0.24945827, ..., 0.11380751,\n",
       "         0.08925097, 0.12933968],\n",
       "        [0.46043652, 0.3202453 , 0.2043396 , ..., 0.03950065,\n",
       "         0.06854986, 0.12027019],\n",
       "        [0.26113844, 0.17149003, 0.07692382, ..., 0.20199762,\n",
       "         0.18001552, 0.12056593],\n",
       "        ...,\n",
       "        [1.0811636 , 1.1836829 , 1.6700109 , ..., 1.8068258 ,\n",
       "         1.1764635 , 0.41298527],\n",
       "        [2.5288715 , 2.9387805 , 3.2889838 , ..., 0.72064257,\n",
       "         0.46684662, 0.34254628],\n",
       "        [2.7686214 , 3.1184082 , 4.0984254 , ..., 1.4188771 ,\n",
       "         1.1221313 , 1.0055286 ]]], dtype=float32)</pre></div></li><li class='xr-section-item'><input id='section-ef2ec8df-c3d3-4334-85c6-16d4ef0d2906' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ef2ec8df-c3d3-4334-85c6-16d4ef0d2906' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>151.9 154.7 157.5 ... 295.3 298.1</div><input id='attrs-5e136a59-837f-49eb-a218-dcdaf3f03677' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5e136a59-837f-49eb-a218-dcdaf3f03677' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ac7375c-dbe3-4698-a229-2b34e810f453' class='xr-var-data-in' type='checkbox'><label for='data-3ac7375c-dbe3-4698-a229-2b34e810f453' 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'></dl></div><pre class='xr-var-data'>array([151.875 , 154.6875, 157.5   , 160.3125, 163.125 , 165.9375, 168.75  ,\n",
       "       171.5625, 174.375 , 177.1875, 180.    , 182.8125, 185.625 , 188.4375,\n",
       "       191.25  , 194.0625, 196.875 , 199.6875, 202.5   , 205.3125, 208.125 ,\n",
       "       210.9375, 213.75  , 216.5625, 219.375 , 222.1875, 225.    , 227.8125,\n",
       "       230.625 , 233.4375, 236.25  , 239.0625, 241.875 , 244.6875, 247.5   ,\n",
       "       250.3125, 253.125 , 255.9375, 258.75  , 261.5625, 264.375 , 267.1875,\n",
       "       270.    , 272.8125, 275.625 , 278.4375, 281.25  , 284.0625, 286.875 ,\n",
       "       289.6875, 292.5   , 295.3125, 298.125 ])</pre></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'>79.53 76.74 73.95 ... 23.72 20.93</div><input id='attrs-2887d711-38ca-4ecc-aca5-0bb5fa31214e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2887d711-38ca-4ecc-aca5-0bb5fa31214e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6033fc6c-c622-4076-bbc1-90d79dfaedb0' class='xr-var-data-in' type='checkbox'><label for='data-6033fc6c-c622-4076-bbc1-90d79dfaedb0' 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'></dl></div><pre class='xr-var-data'>array([79.53, 76.74, 73.95, 71.16, 68.37, 65.58, 62.79, 60.  , 57.21, 54.42,\n",
       "       51.63, 48.84, 46.04, 43.25, 40.46, 37.67, 34.88, 32.09, 29.3 , 26.51,\n",
       "       23.72, 20.93])</pre></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'>1986-11-01 ... 2015-10-31T12:00:00</div><input id='attrs-cd291587-1da0-4d5e-aa92-df5d767390a2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cd291587-1da0-4d5e-aa92-df5d767390a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa6bd5f3-21ce-4620-bd80-a62982043207' class='xr-var-data-in' type='checkbox'><label for='data-aa6bd5f3-21ce-4620-bd80-a62982043207' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><pre class='xr-var-data'>array([&#x27;1986-11-01T00:00:00.000000000&#x27;, &#x27;1986-11-01T12:00:00.000000000&#x27;,\n",
       "       &#x27;1986-11-02T00:00:00.000000000&#x27;, ..., &#x27;2015-10-30T12:00:00.000000000&#x27;,\n",
       "       &#x27;2015-10-31T00:00:00.000000000&#x27;, &#x27;2015-10-31T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></li></ul></div></li><li class='xr-section-item'><input id='section-f79c4619-0533-4de6-abbe-07c17c7b12ff' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f79c4619-0533-4de6-abbe-07c17c7b12ff' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (time: 21914, lat: 22, lon: 53)>\n",
       "array([[[0.44645417, 0.4748989 , 0.4874654 , ..., 0.03795867,\n",
       "         0.06423509, 0.09165312],\n",
       "        [0.28649983, 0.24429747, 0.21198766, ..., 0.13963705,\n",
       "         0.14590766, 0.11972465],\n",
       "        [0.36070317, 0.463542  , 0.466189  , ..., 0.14134607,\n",
       "         0.17075862, 0.14363007],\n",
       "        ...,\n",
       "        [1.4366525 , 1.5333682 , 1.2797353 , ..., 3.0966969 ,\n",
       "         2.8120599 , 2.5419676 ],\n",
       "        [3.0703652 , 2.4522636 , 1.7453779 , ..., 2.025242  ,\n",
       "         3.1747842 , 3.1167963 ],\n",
       "        [4.740391  , 4.3454924 , 2.6686552 , ..., 2.9841797 ,\n",
       "         3.3354504 , 3.4814208 ]],\n",
       "\n",
       "       [[0.17268167, 0.12452953, 0.0832968 , ..., 0.09573296,\n",
       "         0.08621256, 0.09296122],\n",
       "        [0.46918967, 0.3862443 , 0.25487137, ..., 0.10468775,\n",
       "         0.16127251, 0.16697285],\n",
       "        [0.4487008 , 0.76794446, 0.80781084, ..., 0.09809797,\n",
       "         0.08978964, 0.07334792],\n",
       "        ...,\n",
       "        [1.7408351 , 1.9948751 , 2.072961  , ..., 2.8583786 ,\n",
       "         2.133002  , 2.5850153 ],\n",
       "        [3.4240315 , 2.3906336 , 2.3038692 , ..., 3.6306164 ,\n",
       "         3.4227366 , 2.1880043 ],\n",
       "        [5.28825   , 3.8136923 , 3.8375688 , ..., 3.8927228 ,\n",
       "         2.781102  , 3.0270095 ]],\n",
       "\n",
       "       [[0.15740038, 0.08465205, 0.05058467, ..., 0.13291168,\n",
       "         0.10597725, 0.08619092],\n",
       "        [0.67373437, 0.40867656, 0.21605207, ..., 0.0912063 ,\n",
       "         0.11317407, 0.09612113],\n",
       "        [0.29085863, 0.5348254 , 0.56262887, ..., 0.02628172,\n",
       "         0.01782522, 0.02090694],\n",
       "        ...,\n",
       "        [2.320023  , 2.650539  , 3.0314994 , ..., 2.878684  ,\n",
       "         2.733559  , 3.645794  ],\n",
       "        [3.4435513 , 2.4807749 , 2.6704907 , ..., 2.5792768 ,\n",
       "         3.461653  , 3.6576238 ],\n",
       "        [3.9585352 , 4.433151  , 3.769017  , ..., 2.7852006 ,\n",
       "         4.3850093 , 3.9065003 ]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.04982759, 0.02732972, 0.0266357 , ..., 0.31949103,\n",
       "         0.46783057, 0.6838159 ],\n",
       "        [0.1600409 , 0.18582974, 0.21204351, ..., 0.49212444,\n",
       "         0.61620873, 0.6303389 ],\n",
       "        [0.31666917, 0.29900873, 0.34098655, ..., 0.2276584 ,\n",
       "         0.2366696 , 0.21919203],\n",
       "        ...,\n",
       "        [0.8532338 , 1.1035937 , 1.1979028 , ..., 1.1907417 ,\n",
       "         0.15659936, 0.6167495 ],\n",
       "        [2.2503536 , 2.2959182 , 2.9174466 , ..., 0.9437892 ,\n",
       "         0.92329293, 0.60741794],\n",
       "        [4.1475797 , 3.9174795 , 3.1007516 , ..., 1.4218044 ,\n",
       "         1.4976349 , 1.1776206 ]],\n",
       "\n",
       "       [[0.17471264, 0.08989894, 0.05043892, ..., 0.25177553,\n",
       "         0.2622479 , 0.2531185 ],\n",
       "        [0.29420558, 0.15958805, 0.10927573, ..., 0.17971966,\n",
       "         0.19263539, 0.1440338 ],\n",
       "        [0.14947718, 0.0902101 , 0.0805859 , ..., 0.18050204,\n",
       "         0.20014013, 0.06535522],\n",
       "        ...,\n",
       "        [1.0610573 , 0.67371756, 1.1334361 , ..., 1.755552  ,\n",
       "         0.46946684, 0.260228  ],\n",
       "        [2.445429  , 2.6942735 , 2.9113593 , ..., 0.7184556 ,\n",
       "         0.50226676, 0.17448023],\n",
       "        [3.6155572 , 2.91661   , 2.958591  , ..., 1.2548695 ,\n",
       "         1.308882  , 0.9313508 ]],\n",
       "\n",
       "       [[0.5369748 , 0.4345566 , 0.24945827, ..., 0.11380751,\n",
       "         0.08925097, 0.12933968],\n",
       "        [0.46043652, 0.3202453 , 0.2043396 , ..., 0.03950065,\n",
       "         0.06854986, 0.12027019],\n",
       "        [0.26113844, 0.17149003, 0.07692382, ..., 0.20199762,\n",
       "         0.18001552, 0.12056593],\n",
       "        ...,\n",
       "        [1.0811636 , 1.1836829 , 1.6700109 , ..., 1.8068258 ,\n",
       "         1.1764635 , 0.41298527],\n",
       "        [2.5288715 , 2.9387805 , 3.2889838 , ..., 0.72064257,\n",
       "         0.46684662, 0.34254628],\n",
       "        [2.7686214 , 3.1184082 , 4.0984254 , ..., 1.4188771 ,\n",
       "         1.1221313 , 1.0055286 ]]], dtype=float32)\n",
       "Coordinates:\n",
       "  * lon      (lon) float64 151.9 154.7 157.5 160.3 ... 289.7 292.5 295.3 298.1\n",
       "  * lat      (lat) float64 79.53 76.74 73.95 71.16 ... 29.3 26.51 23.72 20.93\n",
       "  * time     (time) datetime64[ns] 1986-11-01 ... 2015-10-31T12:00:00"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_mag = (da_uqvi**2 + da_vqvi**2)**(1/2)\n",
    "#ds_mag"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Calculate monthly climatologies"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<title>Show/Hide data repr</title>\n",
       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
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       "<title>Show/Hide attributes</title>\n",
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       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
       " *\n",
       " */\n",
       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
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       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
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       "\n",
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       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
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       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
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       "\n",
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       "\n",
       ".xr-section-details {\n",
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       "  grid-column: 1 / -1;\n",
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       "\n",
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       "\n",
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       "\n",
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       "  vertical-align: top;\n",
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       "\n",
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       "\n",
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       "\n",
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       "  display: none;\n",
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       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "  background-color: var(--xr-background-color-row-even);\n",
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       "\n",
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       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".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",
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       "\n",
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       "\n",
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       "\n",
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       ".xr-attrs dt:hover {\n",
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       "  width: auto;\n",
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       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
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       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
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       "\n",
       ".xr-var-data > table {\n",
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       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
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       "\n",
       ".xr-attrs,\n",
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       ".xr-var-data {\n",
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       "\n",
       "dl.xr-attrs {\n",
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       "\n",
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       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
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       "  width: auto;\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>month</span>: 12</li><li><span class='xr-has-index'>lat</span>: 22</li><li><span class='xr-has-index'>lon</span>: 53</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-35d39961-9e79-41f3-bf78-921b3a15459a' class='xr-array-in' type='checkbox' ><label for='section-35d39961-9e79-41f3-bf78-921b3a15459a' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.20667179 0.2100545 0.21291676 ... 1.9562818 1.9079506 1.8594998</span></div><pre class='xr-array-data'>array([[[0.20667179, 0.2100545 , 0.21291676, ..., 0.09487109,\n",
       "         0.09453405, 0.11810392],\n",
       "        [0.20788933, 0.20961651, 0.21089247, ..., 0.10672353,\n",
       "         0.12876955, 0.12866963],\n",
       "        [0.19910762, 0.20221867, 0.20839123, ..., 0.13011391,\n",
       "         0.13882026, 0.1516441 ],\n",
       "        ...,\n",
       "        [2.545538  , 2.6237528 , 2.6711748 , ..., 1.7669895 ,\n",
       "         1.7418007 , 1.721028  ],\n",
       "        [2.0140216 , 2.0248032 , 2.022139  , ..., 1.6508578 ,\n",
       "         1.6518519 , 1.6114864 ],\n",
       "        [1.6228621 , 1.6219587 , 1.6218269 , ..., 1.8128895 ,\n",
       "         1.8056059 , 1.7761452 ]],\n",
       "\n",
       "       [[0.19430196, 0.19663331, 0.19854763, ..., 0.10473973,\n",
       "         0.10389486, 0.12608619],\n",
       "        [0.19325641, 0.1954193 , 0.19795753, ..., 0.11094142,\n",
       "         0.13031867, 0.12732415],\n",
       "        [0.19021694, 0.19542141, 0.20016305, ..., 0.12677787,\n",
       "         0.13479616, 0.14467278],\n",
       "        ...,\n",
       "        [2.393248  , 2.487549  , 2.4995217 , ..., 1.7441379 ,\n",
       "         1.7381839 , 1.7170929 ],\n",
       "        [1.9089574 , 1.9148169 , 1.9046348 , ..., 1.5686699 ,\n",
       "         1.5672355 , 1.5483093 ],\n",
       "        [1.5361803 , 1.5545123 , 1.5317874 , ..., 1.6861427 ,\n",
       "         1.6678731 , 1.6740093 ]],\n",
       "\n",
       "       [[0.21837644, 0.22039224, 0.2221248 , ..., 0.10169139,\n",
       "         0.0951916 , 0.10640842],\n",
       "        [0.22010846, 0.22185954, 0.22405927, ..., 0.10560922,\n",
       "         0.11612919, 0.11229784],\n",
       "        [0.21761762, 0.22036743, 0.22454736, ..., 0.14587906,\n",
       "         0.14231081, 0.14273265],\n",
       "        ...,\n",
       "        [2.2455516 , 2.1837757 , 2.101431  , ..., 1.7675909 ,\n",
       "         1.7424774 , 1.7233441 ],\n",
       "        [1.6129314 , 1.5922598 , 1.5811278 , ..., 1.5450743 ,\n",
       "         1.5222687 , 1.49739   ],\n",
       "        [1.4765576 , 1.5239409 , 1.5694325 , ..., 1.5029292 ,\n",
       "         1.4751598 , 1.44537   ]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.35713792, 0.35734805, 0.3580579 , ..., 0.20802578,\n",
       "         0.19970076, 0.2222524 ],\n",
       "        [0.36718076, 0.3662816 , 0.36513484, ..., 0.23254843,\n",
       "         0.25038707, 0.23164828],\n",
       "        [0.37396565, 0.373989  , 0.37466097, ..., 0.38280597,\n",
       "         0.38055328, 0.37287727],\n",
       "        ...,\n",
       "        [2.603682  , 2.52676   , 2.4079537 , ..., 2.1074991 ,\n",
       "         2.0679054 , 2.078262  ],\n",
       "        [2.9372017 , 2.8694928 , 2.7635703 , ..., 2.0819778 ,\n",
       "         2.0809233 , 2.0640295 ],\n",
       "        [3.3988533 , 3.2635872 , 3.1564002 , ..., 2.2290688 ,\n",
       "         2.212574  , 2.1867967 ]],\n",
       "\n",
       "       [[0.25860286, 0.26042613, 0.26301017, ..., 0.1472463 ,\n",
       "         0.1453054 , 0.16908143],\n",
       "        [0.26054478, 0.26505286, 0.27001294, ..., 0.16998269,\n",
       "         0.19234382, 0.18565318],\n",
       "        [0.2650029 , 0.2708364 , 0.2778029 , ..., 0.23508975,\n",
       "         0.24096334, 0.2531418 ],\n",
       "        ...,\n",
       "        [2.1454637 , 2.0896738 , 2.0360622 , ..., 1.8914729 ,\n",
       "         1.8487734 , 1.8638514 ],\n",
       "        [2.0973544 , 2.0912921 , 2.0420163 , ..., 1.9896202 ,\n",
       "         1.9547814 , 1.9106406 ],\n",
       "        [2.5941627 , 2.559306  , 2.522411  , ..., 2.1416864 ,\n",
       "         2.1366467 , 2.0885968 ]],\n",
       "\n",
       "       [[0.2159169 , 0.21857779, 0.22122775, ..., 0.11641102,\n",
       "         0.11337672, 0.1336368 ],\n",
       "        [0.20484   , 0.2074034 , 0.21015958, ..., 0.1279662 ,\n",
       "         0.14800346, 0.14443828],\n",
       "        [0.19835173, 0.20033297, 0.2060185 , ..., 0.17276701,\n",
       "         0.179526  , 0.1885777 ],\n",
       "        ...,\n",
       "        [2.4885898 , 2.4991956 , 2.487687  , ..., 1.8276144 ,\n",
       "         1.8495429 , 1.817966  ],\n",
       "        [1.9546841 , 1.924546  , 1.8832172 , ..., 1.7943257 ,\n",
       "         1.7666085 , 1.7300369 ],\n",
       "        [1.9412993 , 1.9315877 , 1.8934819 , ..., 1.9562818 ,\n",
       "         1.9079506 , 1.8594998 ]]], dtype=float32)</pre></div></li><li class='xr-section-item'><input id='section-2d6c44e2-2fb5-476e-beea-883b6ec0c61d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2d6c44e2-2fb5-476e-beea-883b6ec0c61d' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>151.9 154.7 157.5 ... 295.3 298.1</div><input id='attrs-1ed62260-7b88-4368-9dc5-0f838384886c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1ed62260-7b88-4368-9dc5-0f838384886c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-090dd69f-196b-4522-afb4-d93761988952' class='xr-var-data-in' type='checkbox'><label for='data-090dd69f-196b-4522-afb4-d93761988952' 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'></dl></div><pre class='xr-var-data'>array([151.875 , 154.6875, 157.5   , 160.3125, 163.125 , 165.9375, 168.75  ,\n",
       "       171.5625, 174.375 , 177.1875, 180.    , 182.8125, 185.625 , 188.4375,\n",
       "       191.25  , 194.0625, 196.875 , 199.6875, 202.5   , 205.3125, 208.125 ,\n",
       "       210.9375, 213.75  , 216.5625, 219.375 , 222.1875, 225.    , 227.8125,\n",
       "       230.625 , 233.4375, 236.25  , 239.0625, 241.875 , 244.6875, 247.5   ,\n",
       "       250.3125, 253.125 , 255.9375, 258.75  , 261.5625, 264.375 , 267.1875,\n",
       "       270.    , 272.8125, 275.625 , 278.4375, 281.25  , 284.0625, 286.875 ,\n",
       "       289.6875, 292.5   , 295.3125, 298.125 ])</pre></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'>79.53 76.74 73.95 ... 23.72 20.93</div><input id='attrs-56911a2f-71f1-4e51-91fd-76d96fa9ca96' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-56911a2f-71f1-4e51-91fd-76d96fa9ca96' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a2cf26e-1641-45cb-b0ce-6cc53ef0029c' class='xr-var-data-in' type='checkbox'><label for='data-4a2cf26e-1641-45cb-b0ce-6cc53ef0029c' 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'></dl></div><pre class='xr-var-data'>array([79.53, 76.74, 73.95, 71.16, 68.37, 65.58, 62.79, 60.  , 57.21, 54.42,\n",
       "       51.63, 48.84, 46.04, 43.25, 40.46, 37.67, 34.88, 32.09, 29.3 , 26.51,\n",
       "       23.72, 20.93])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>month</span></div><div class='xr-var-dims'>(month)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 8 9 10 11 12</div><input id='attrs-025c8a6d-b3ec-4bf9-a46a-75753d07a4e5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-025c8a6d-b3ec-4bf9-a46a-75753d07a4e5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-229fb256-2693-41bf-a8bf-2eb454ce88c1' class='xr-var-data-in' type='checkbox'><label for='data-229fb256-2693-41bf-a8bf-2eb454ce88c1' 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'></dl></div><pre class='xr-var-data'>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12])</pre></li></ul></div></li><li class='xr-section-item'><input id='section-2073b9fd-8cc3-4904-aa53-2245234aa918' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2073b9fd-8cc3-4904-aa53-2245234aa918' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray (month: 12, lat: 22, lon: 53)>\n",
       "array([[[0.20667179, 0.2100545 , 0.21291676, ..., 0.09487109,\n",
       "         0.09453405, 0.11810392],\n",
       "        [0.20788933, 0.20961651, 0.21089247, ..., 0.10672353,\n",
       "         0.12876955, 0.12866963],\n",
       "        [0.19910762, 0.20221867, 0.20839123, ..., 0.13011391,\n",
       "         0.13882026, 0.1516441 ],\n",
       "        ...,\n",
       "        [2.545538  , 2.6237528 , 2.6711748 , ..., 1.7669895 ,\n",
       "         1.7418007 , 1.721028  ],\n",
       "        [2.0140216 , 2.0248032 , 2.022139  , ..., 1.6508578 ,\n",
       "         1.6518519 , 1.6114864 ],\n",
       "        [1.6228621 , 1.6219587 , 1.6218269 , ..., 1.8128895 ,\n",
       "         1.8056059 , 1.7761452 ]],\n",
       "\n",
       "       [[0.19430196, 0.19663331, 0.19854763, ..., 0.10473973,\n",
       "         0.10389486, 0.12608619],\n",
       "        [0.19325641, 0.1954193 , 0.19795753, ..., 0.11094142,\n",
       "         0.13031867, 0.12732415],\n",
       "        [0.19021694, 0.19542141, 0.20016305, ..., 0.12677787,\n",
       "         0.13479616, 0.14467278],\n",
       "        ...,\n",
       "        [2.393248  , 2.487549  , 2.4995217 , ..., 1.7441379 ,\n",
       "         1.7381839 , 1.7170929 ],\n",
       "        [1.9089574 , 1.9148169 , 1.9046348 , ..., 1.5686699 ,\n",
       "         1.5672355 , 1.5483093 ],\n",
       "        [1.5361803 , 1.5545123 , 1.5317874 , ..., 1.6861427 ,\n",
       "         1.6678731 , 1.6740093 ]],\n",
       "\n",
       "       [[0.21837644, 0.22039224, 0.2221248 , ..., 0.10169139,\n",
       "         0.0951916 , 0.10640842],\n",
       "        [0.22010846, 0.22185954, 0.22405927, ..., 0.10560922,\n",
       "         0.11612919, 0.11229784],\n",
       "        [0.21761762, 0.22036743, 0.22454736, ..., 0.14587906,\n",
       "         0.14231081, 0.14273265],\n",
       "        ...,\n",
       "        [2.2455516 , 2.1837757 , 2.101431  , ..., 1.7675909 ,\n",
       "         1.7424774 , 1.7233441 ],\n",
       "        [1.6129314 , 1.5922598 , 1.5811278 , ..., 1.5450743 ,\n",
       "         1.5222687 , 1.49739   ],\n",
       "        [1.4765576 , 1.5239409 , 1.5694325 , ..., 1.5029292 ,\n",
       "         1.4751598 , 1.44537   ]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.35713792, 0.35734805, 0.3580579 , ..., 0.20802578,\n",
       "         0.19970076, 0.2222524 ],\n",
       "        [0.36718076, 0.3662816 , 0.36513484, ..., 0.23254843,\n",
       "         0.25038707, 0.23164828],\n",
       "        [0.37396565, 0.373989  , 0.37466097, ..., 0.38280597,\n",
       "         0.38055328, 0.37287727],\n",
       "        ...,\n",
       "        [2.603682  , 2.52676   , 2.4079537 , ..., 2.1074991 ,\n",
       "         2.0679054 , 2.078262  ],\n",
       "        [2.9372017 , 2.8694928 , 2.7635703 , ..., 2.0819778 ,\n",
       "         2.0809233 , 2.0640295 ],\n",
       "        [3.3988533 , 3.2635872 , 3.1564002 , ..., 2.2290688 ,\n",
       "         2.212574  , 2.1867967 ]],\n",
       "\n",
       "       [[0.25860286, 0.26042613, 0.26301017, ..., 0.1472463 ,\n",
       "         0.1453054 , 0.16908143],\n",
       "        [0.26054478, 0.26505286, 0.27001294, ..., 0.16998269,\n",
       "         0.19234382, 0.18565318],\n",
       "        [0.2650029 , 0.2708364 , 0.2778029 , ..., 0.23508975,\n",
       "         0.24096334, 0.2531418 ],\n",
       "        ...,\n",
       "        [2.1454637 , 2.0896738 , 2.0360622 , ..., 1.8914729 ,\n",
       "         1.8487734 , 1.8638514 ],\n",
       "        [2.0973544 , 2.0912921 , 2.0420163 , ..., 1.9896202 ,\n",
       "         1.9547814 , 1.9106406 ],\n",
       "        [2.5941627 , 2.559306  , 2.522411  , ..., 2.1416864 ,\n",
       "         2.1366467 , 2.0885968 ]],\n",
       "\n",
       "       [[0.2159169 , 0.21857779, 0.22122775, ..., 0.11641102,\n",
       "         0.11337672, 0.1336368 ],\n",
       "        [0.20484   , 0.2074034 , 0.21015958, ..., 0.1279662 ,\n",
       "         0.14800346, 0.14443828],\n",
       "        [0.19835173, 0.20033297, 0.2060185 , ..., 0.17276701,\n",
       "         0.179526  , 0.1885777 ],\n",
       "        ...,\n",
       "        [2.4885898 , 2.4991956 , 2.487687  , ..., 1.8276144 ,\n",
       "         1.8495429 , 1.817966  ],\n",
       "        [1.9546841 , 1.924546  , 1.8832172 , ..., 1.7943257 ,\n",
       "         1.7666085 , 1.7300369 ],\n",
       "        [1.9412993 , 1.9315877 , 1.8934819 , ..., 1.9562818 ,\n",
       "         1.9079506 , 1.8594998 ]]], dtype=float32)\n",
       "Coordinates:\n",
       "  * lon      (lon) float64 151.9 154.7 157.5 160.3 ... 289.7 292.5 295.3 298.1\n",
       "  * lat      (lat) float64 79.53 76.74 73.95 71.16 ... 29.3 26.51 23.72 20.93\n",
       "  * month    (month) int64 1 2 3 4 5 6 7 8 9 10 11 12"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Take monthly means\n",
    "ds_clim = ds_mag.groupby('time.month').mean()\n",
    "#ds_clim"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.2"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.round(max(ds_clim.values.flatten()))/20"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot monthly climatologies"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Subplot titles\n",
    "titles = ['January', 'February', 'March', 'April', \n",
    "          'May', 'June', 'July', 'August', 'September',\n",
    "         'October', 'November', 'December']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Set colors\n",
    "clevs = np.arange(np.round(min(ds_clim.values.flatten()),1),np.round(max(ds_clim.values.flatten()),1), .2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0.1, 0.3, 0.5, 0.7, 0.9, 1.1, 1.3, 1.5, 1.7, 1.9, 2.1, 2.3, 2.5,\n",
       "       2.7, 2.9, 3.1, 3.3, 3.5, 3.7, 3.9, 4.1, 4.3])"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "clevs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1080 with 13 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cm = 220\n",
    "\n",
    "data_crs = ccrs.PlateCarree(central_longitude=cm)\n",
    "proj = ccrs.NorthPolarStereo(central_longitude=cm)\n",
    "\n",
    "# Set the axes using the specified map projection\n",
    "fig,axs=plt.subplots(4,3,subplot_kw={'projection':proj},figsize=(20,15))\n",
    "\n",
    "for i,ax in enumerate(axs.flatten()):\n",
    "    cs=ax.contourf(ds_clim['lon'],ds_clim['lat'],\n",
    "                    ds_clim[i],clevs,\n",
    "                    transform=ccrs.PlateCarree(),\n",
    "                    cmap='Reds',extend='both')\n",
    "    ax.set_title(titles[i],fontdict={'fontsize':16})\n",
    "    ax.coastlines()\n",
    "\n",
    "plt.suptitle('ERA5 Vertically Integrated Moisture Flux Magnitude Monthly Climatologies, 1986-2016',fontsize=20)\n",
    "plt.figtext(.42,.25,'Mean Moisture Flux (kg/ms)',fontsize='xx-large')\n",
    "\n",
    "# Add Colorbar\n",
    "fig.subplots_adjust(bottom=0.3, top=0.92, left=0.2, right=0.8,\n",
    "                    wspace=0.01, hspace=0.2)\n",
    "cbar_ax = fig.add_axes([0.3, 0.2, 0.4, 0.02])\n",
    "cbar=fig.colorbar(cs, cax=cbar_ax,orientation='horizontal')\n",
    "cbar.ax.tick_params(labelsize=14)\n",
    "plt.savefig('vqvi.climo.1986-2016.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python (wxregimes)",
   "language": "python",
   "name": "wxregimes"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}