{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Generate missing C-grid coordinates\n",
    "\n",
    "Climate model output is usually provided with geometric information like the position of the cell center and boundaries. Gridded observational datasets often lack these informations and provide only the position of either\n",
    "the gridcell center or cell boundary.\n",
    "\n",
    "This makes the calculation of common vector calculus operators like the\n",
    "gradient difficult, and results depend on the particular method used.\n",
    "\n",
    "`xgcm` can infer the cell boundary or cell center location depending on the\n",
    "geometry of the gridded source dataset. This enables consistent and easily\n",
    "reproducible calculations across model and observational datasets.\n",
    "\n",
    "The [autogenerate](api.rst#module-xgcm.autogenerate) module enables the user to apply the same methods to both model output and observational products, which enables better comparison and a unified workflow using different sources of data.\n",
    "\n",
    "In this case xgcm can infer the missing coordinates to enable the creation of a grid object. Below we will illustrate how to infer coordinates for several example datasets (nonperiodic and periodic) and show how the resulting dataset can be used to perform common calculations like gradients and distance/area weighted averages on observational data."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Non periodic 1D example: Ocean temperature profile"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First let's import xarray and xgcm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import xarray as xr\n",
    "from xgcm import Grid\n",
    "from xgcm.autogenerate import generate_grid_ds\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Below we will create a synthetic temperature profile with decreasing temperature at depth, with unevenly spaced depth intervals (commonly found in hydrographic data)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f02a7960d30>]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# create a synthetic ocean temperature profile with uneven spacing in depth\n",
    "z = np.hstack([np.arange(1,10, 1), np.arange(10,200, 10), np.arange(200,700, 20)])\n",
    "# Create synthetic temperature profile with maximum temperature gradient at mid depth (e.g. the thermocline)\n",
    "temp = ((np.cos(np.pi*z/700) + 1) + np.exp(-z/350) / 2) * 10\n",
    "\n",
    "# Convert to xarray.Dataset\n",
    "ds = xr.DataArray(temp, dims=['depth'], coords={'depth':z}).to_dataset(name='temperature')\n",
    "\n",
    "ds.temperature.plot(y='depth', yincrease=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Infer the cell boundaries using xgcm.autogenerate\n",
    "[generate_grid_ds](api.rst#xgcm.autogenerate.generate_grid_ds) can infer the missing cell positions based on the given position (defaults to cell center) and the [axis](grids.rst#axes-and-positions), which is defined by passing a dictionary with the physical axis as key and the dataset dimensions belonging to that axis as values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.Dataset>\n",
      "Dimensions:      (depth: 53, depth_left: 53)\n",
      "Coordinates:\n",
      "  * depth        (depth) int64 1 2 3 4 5 6 7 8 ... 560 580 600 620 640 660 680\n",
      "  * depth_left   (depth_left) float64 0.5 1.5 2.5 3.5 ... 630.0 650.0 670.0\n",
      "Data variables:\n",
      "    temperature  (depth) float64 24.99 24.97 24.96 24.94 ... 1.164 0.9193 0.7567\n",
      "[  1   2   3   4   5   6   7   8   9  10  20  30  40  50  60  70  80  90\n",
      " 100 110 120 130 140 150 160 170 180 190 200 220 240 260 280 300 320 340\n",
      " 360 380 400 420 440 460 480 500 520 540 560 580 600 620 640 660 680]\n",
      "[5.00e-01 1.50e+00 2.50e+00 3.50e+00 4.50e+00 5.50e+00 6.50e+00 7.50e+00\n",
      " 8.50e+00 9.50e+00 1.50e+01 2.50e+01 3.50e+01 4.50e+01 5.50e+01 6.50e+01\n",
      " 7.50e+01 8.50e+01 9.50e+01 1.05e+02 1.15e+02 1.25e+02 1.35e+02 1.45e+02\n",
      " 1.55e+02 1.65e+02 1.75e+02 1.85e+02 1.95e+02 2.10e+02 2.30e+02 2.50e+02\n",
      " 2.70e+02 2.90e+02 3.10e+02 3.30e+02 3.50e+02 3.70e+02 3.90e+02 4.10e+02\n",
      " 4.30e+02 4.50e+02 4.70e+02 4.90e+02 5.10e+02 5.30e+02 5.50e+02 5.70e+02\n",
      " 5.90e+02 6.10e+02 6.30e+02 6.50e+02 6.70e+02]\n"
     ]
    }
   ],
   "source": [
    "# Generate 'full' dataset, which includes additional coordinate `depth_left` and appropriate attributes.\n",
    "ds_full = generate_grid_ds(ds, {'Z':'depth'})\n",
    "print(ds_full)\n",
    "print(ds.depth.data)\n",
    "print(ds_full.depth_left.data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We see now that a new dimension `depth_left` was created, with cell boundaries shifted towards the surface"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The default behaviour of [generate_grid_ds](api.rst#xgcm.autogenerate.generate_grid_ds) is to extrapolate the grid position to the 'left' (e.g. towards the surface for a depth profile), assuming that the spacing in the two cells closest to the boundary (here: the first and second cell) is equal. Particular geometries might require adjustments of the boundary treatment, by specifying e.g. `pad=0` to ensure the topmost cell boundary is located at the sea surface."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally we can create the [xgcm.Grid](api.rst#xgcm.Grid) object like we would from model output (see for example [here](grids.rst#simple-grids)) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xgcm.Grid>\n",
      "Z Axis (not periodic, boundary=None):\n",
      "  * center   depth --> left\n",
      "  * left     depth_left --> center\n"
     ]
    }
   ],
   "source": [
    "# Create grid object\n",
    "grid = Grid(ds_full, periodic=False)\n",
    "print(grid)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Calculate vertical gradient"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we have all the tools we need to calculate the vertical gradient just like with numerical model output"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Calculate vertical distances located on the cellboundary\n",
    "ds_full.coords['dzc'] = grid.diff(ds_full.depth, 'Z', boundary='extrapolate')\n",
    "# Calculate vertical distances located on the cellcenter\n",
    "ds_full.coords['dzt'] = grid.diff(ds_full.depth_left, 'Z', boundary='extrapolate')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray (depth_left: 53)>\n",
      "array([        nan, -0.01452675, -0.01468758, -0.01484852, -0.01500955,\n",
      "       -0.01517068, -0.01533191, -0.01549322, -0.01565462, -0.01581609,\n",
      "       -0.01670564, -0.01832588, -0.01994686, -0.02156426, -0.02317378,\n",
      "       -0.02477119, -0.02635229, -0.02791296, -0.02944913, -0.03095681,\n",
      "       -0.03243211, -0.0338712 , -0.03527037, -0.03662601, -0.0379346 ,\n",
      "       -0.03919276, -0.04039723, -0.04154487, -0.04263268, -0.04413764,\n",
      "       -0.04591988, -0.04741622, -0.04860995, -0.04948706, -0.05003634,\n",
      "       -0.05024945, -0.05012097, -0.04964842, -0.04883232, -0.04767612,\n",
      "       -0.04618617, -0.04437168, -0.04224465, -0.0398197 , -0.03711403,\n",
      "       -0.0341472 , -0.030941  , -0.02751928, -0.02390771, -0.02013362,\n",
      "       -0.01622573, -0.01221393, -0.00812903])\n",
      "Coordinates:\n",
      "  * depth_left  (depth_left) float64 0.5 1.5 2.5 3.5 ... 610.0 630.0 650.0 670.0\n",
      "    dzc         (depth_left) int64 1 1 1 1 1 1 1 1 1 ... 20 20 20 20 20 20 20 20\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# note that the temperature gradient is located on the `depth_left` dimension, \n",
    "# but no temperature information is available, to infer the gradient in the topmost grid cell.\n",
    "# The following will pad with nan towards the surface. Alternatively the values could be padded with\n",
    "# with a particular value or linearly extrapolated.\n",
    "\n",
    "dtemp_dz = grid.diff(ds.temperature, 'Z', boundary='fill', fill_value=np.nan) / ds_full.dzc\n",
    "print(dtemp_dz)\n",
    "\n",
    "\n",
    "fig, ax1 = plt.subplots()\n",
    "ax1.invert_yaxis()\n",
    "ax2 = ax1.twiny()\n",
    "\n",
    "ds.temperature.plot(ax=ax1, y='depth', color='C0')\n",
    "ax1.set_xlabel('temperature [deg C]', color='C0')\n",
    "\n",
    "dtemp_dz.plot(ax=ax2, y='depth_left', color='C1')\n",
    "ax2.set_xlabel('vertical temperature gradient [deg C / m]', color='C1');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Depth weighted average\n",
    "\n",
    "Another common operation for many climate datasets is a weighted mean along an unevenly spaced dimension. \n",
    "Using the grid spacing for the tracer cells earlier this becomes trivial."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "16.271481181388435\n",
      "12.320585088179214\n"
     ]
    }
   ],
   "source": [
    "mean_temp = ds_full.temperature.mean('depth')\n",
    "mean_temp_weighted = (ds_full.temperature * ds_full.dzt).sum('depth') / ds_full.dzt.sum('depth')\n",
    "\n",
    "print(mean_temp.data)\n",
    "print(mean_temp_weighted.data)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Periodic 2D example\n",
    "Below we will show how to apply these methods similarly to a global surface wind field, which is periodic in the longitudinal ('x') direction. The dataset is stored in a [zenodo archive](https://zenodo.org/record/4421428#.X_XP7y1h3x9)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (lat: 94, lon: 192, nbnds: 2, time: 71)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 88.54 86.65 84.75 82.85 ... -84.75 -86.65 -88.54\n",
       "  * lon        (lon) float32 0.0 1.875 3.75 5.625 ... 352.5 354.4 356.2 358.1\n",
       "  * time       (time) datetime64[ns] 2018-01-01 2018-01-02 ... 2018-03-12\n",
       "Dimensions without coordinates: nbnds\n",
       "Data variables:\n",
       "    uwnd       (time, lat, lon) float32 ...\n",
       "    time_bnds  (time, nbnds) float64 1.911e+06 1.911e+06 ... 1.913e+06 1.913e+06\n",
       "    vwnd       (time, lat, lon) float32 ...\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          mean daily NMC reanalysis (2014)\n",
       "    history:        created 2017/12 by Hoop (netCDF2.3)\n",
       "    description:    Data is from NMC initialized reanalysis\\n(4x/day).  It co...\n",
       "    platform:       Model\n",
       "    References:     http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reana...\n",
       "    dataset_title:  NCEP-NCAR Reanalysis 1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-16d2a3a2-b09d-4dde-9869-7c9cca1a1bee' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-16d2a3a2-b09d-4dde-9869-7c9cca1a1bee' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 94</li><li><span class='xr-has-index'>lon</span>: 192</li><li><span>nbnds</span>: 2</li><li><span class='xr-has-index'>time</span>: 71</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9f62f602-948c-42bb-8163-0b14e46d1a00' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9f62f602-948c-42bb-8163-0b14e46d1a00' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>88.54 86.65 84.75 ... -86.65 -88.54</div><input id='attrs-71d142ba-351d-4b0e-b289-4003f3e9a54f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-71d142ba-351d-4b0e-b289-4003f3e9a54f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a24fc2f-47ff-49c4-8e1c-0b9bf40453eb' class='xr-var-data-in' type='checkbox'><label for='data-9a24fc2f-47ff-49c4-8e1c-0b9bf40453eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.542 -88.542]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([ 88.542   ,  86.6531  ,  84.7532  ,  82.8508  ,  80.9473  ,  79.0435  ,\n",
       "        77.1394  ,  75.2351  ,  73.3307  ,  71.4262  ,  69.5217  ,  67.6171  ,\n",
       "        65.7125  ,  63.8079  ,  61.9033  ,  59.9986  ,  58.0939  ,  56.1893  ,\n",
       "        54.2846  ,  52.3799  ,  50.4752  ,  48.5705  ,  46.6658  ,  44.7611  ,\n",
       "        42.8564  ,  40.9517  ,  39.047   ,  37.1422  ,  35.2375  ,  33.3328  ,\n",
       "        31.4281  ,  29.5234  ,  27.6186  ,  25.7139  ,  23.8092  ,  21.9044  ,\n",
       "        19.9997  ,  18.095   ,  16.1902  ,  14.2855  ,  12.3808  ,  10.47604 ,\n",
       "         8.57131 ,   6.66657 ,   4.76184 ,   2.8571  ,   0.952368,  -0.952368,\n",
       "        -2.8571  ,  -4.76184 ,  -6.66657 ,  -8.57131 , -10.47604 , -12.3808  ,\n",
       "       -14.2855  , -16.1902  , -18.095   , -19.9997  , -21.9044  , -23.8092  ,\n",
       "       -25.7139  , -27.6186  , -29.5234  , -31.4281  , -33.3328  , -35.2375  ,\n",
       "       -37.1422  , -39.047   , -40.9517  , -42.8564  , -44.7611  , -46.6658  ,\n",
       "       -48.5705  , -50.4752  , -52.3799  , -54.2846  , -56.1893  , -58.0939  ,\n",
       "       -59.9986  , -61.9033  , -63.8079  , -65.7125  , -67.6171  , -69.5217  ,\n",
       "       -71.4262  , -73.3307  , -75.2351  , -77.1394  , -79.0435  , -80.9473  ,\n",
       "       -82.8508  , -84.7532  , -86.6531  , -88.542   ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.875 3.75 ... 356.2 358.1</div><input id='attrs-cddca00a-2774-40a0-b256-f2320a3826fc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cddca00a-2774-40a0-b256-f2320a3826fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-750586b2-5718-4240-bf68-1cd17b221552' class='xr-var-data-in' type='checkbox'><label for='data-750586b2-5718-4240-bf68-1cd17b221552' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  0.    358.125]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([  0.   ,   1.875,   3.75 ,   5.625,   7.5  ,   9.375,  11.25 ,  13.125,\n",
       "        15.   ,  16.875,  18.75 ,  20.625,  22.5  ,  24.375,  26.25 ,  28.125,\n",
       "        30.   ,  31.875,  33.75 ,  35.625,  37.5  ,  39.375,  41.25 ,  43.125,\n",
       "        45.   ,  46.875,  48.75 ,  50.625,  52.5  ,  54.375,  56.25 ,  58.125,\n",
       "        60.   ,  61.875,  63.75 ,  65.625,  67.5  ,  69.375,  71.25 ,  73.125,\n",
       "        75.   ,  76.875,  78.75 ,  80.625,  82.5  ,  84.375,  86.25 ,  88.125,\n",
       "        90.   ,  91.875,  93.75 ,  95.625,  97.5  ,  99.375, 101.25 , 103.125,\n",
       "       105.   , 106.875, 108.75 , 110.625, 112.5  , 114.375, 116.25 , 118.125,\n",
       "       120.   , 121.875, 123.75 , 125.625, 127.5  , 129.375, 131.25 , 133.125,\n",
       "       135.   , 136.875, 138.75 , 140.625, 142.5  , 144.375, 146.25 , 148.125,\n",
       "       150.   , 151.875, 153.75 , 155.625, 157.5  , 159.375, 161.25 , 163.125,\n",
       "       165.   , 166.875, 168.75 , 170.625, 172.5  , 174.375, 176.25 , 178.125,\n",
       "       180.   , 181.875, 183.75 , 185.625, 187.5  , 189.375, 191.25 , 193.125,\n",
       "       195.   , 196.875, 198.75 , 200.625, 202.5  , 204.375, 206.25 , 208.125,\n",
       "       210.   , 211.875, 213.75 , 215.625, 217.5  , 219.375, 221.25 , 223.125,\n",
       "       225.   , 226.875, 228.75 , 230.625, 232.5  , 234.375, 236.25 , 238.125,\n",
       "       240.   , 241.875, 243.75 , 245.625, 247.5  , 249.375, 251.25 , 253.125,\n",
       "       255.   , 256.875, 258.75 , 260.625, 262.5  , 264.375, 266.25 , 268.125,\n",
       "       270.   , 271.875, 273.75 , 275.625, 277.5  , 279.375, 281.25 , 283.125,\n",
       "       285.   , 286.875, 288.75 , 290.625, 292.5  , 294.375, 296.25 , 298.125,\n",
       "       300.   , 301.875, 303.75 , 305.625, 307.5  , 309.375, 311.25 , 313.125,\n",
       "       315.   , 316.875, 318.75 , 320.625, 322.5  , 324.375, 326.25 , 328.125,\n",
       "       330.   , 331.875, 333.75 , 335.625, 337.5  , 339.375, 341.25 , 343.125,\n",
       "       345.   , 346.875, 348.75 , 350.625, 352.5  , 354.375, 356.25 , 358.125],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2018-01-01 ... 2018-03-12</div><input id='attrs-f8d0b5f6-0b69-4198-97f4-4db8f1e26a84' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f8d0b5f6-0b69-4198-97f4-4db8f1e26a84' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a16c404a-ddd8-4de0-8688-6f5e12f6e539' class='xr-var-data-in' type='checkbox'><label for='data-a16c404a-ddd8-4de0-8688-6f5e12f6e539' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-00-01 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>avg_period :</span></dt><dd>0000-00-01 00:00:00</dd><dt><span>coordinate_defines :</span></dt><dd>start</dd><dt><span>actual_range :</span></dt><dd>[1910952. 1912632.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-01-01T00:00:00.000000000&#x27;, &#x27;2018-01-02T00:00:00.000000000&#x27;,\n",
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       "       &#x27;2018-01-07T00:00:00.000000000&#x27;, &#x27;2018-01-08T00:00:00.000000000&#x27;,\n",
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       "       &#x27;2018-01-19T00:00:00.000000000&#x27;, &#x27;2018-01-20T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-21T00:00:00.000000000&#x27;, &#x27;2018-01-22T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-23T00:00:00.000000000&#x27;, &#x27;2018-01-24T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-25T00:00:00.000000000&#x27;, &#x27;2018-01-26T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-27T00:00:00.000000000&#x27;, &#x27;2018-01-28T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-29T00:00:00.000000000&#x27;, &#x27;2018-01-30T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-31T00:00:00.000000000&#x27;, &#x27;2018-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-02T00:00:00.000000000&#x27;, &#x27;2018-02-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-04T00:00:00.000000000&#x27;, &#x27;2018-02-05T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-06T00:00:00.000000000&#x27;, &#x27;2018-02-07T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-08T00:00:00.000000000&#x27;, &#x27;2018-02-09T00:00:00.000000000&#x27;,\n",
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       "       &#x27;2018-02-20T00:00:00.000000000&#x27;, &#x27;2018-02-21T00:00:00.000000000&#x27;,\n",
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       "       &#x27;2018-02-26T00:00:00.000000000&#x27;, &#x27;2018-02-27T00:00:00.000000000&#x27;,\n",
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       "       &#x27;2018-03-02T00:00:00.000000000&#x27;, &#x27;2018-03-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-04T00:00:00.000000000&#x27;, &#x27;2018-03-05T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-06T00:00:00.000000000&#x27;, &#x27;2018-03-07T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-08T00:00:00.000000000&#x27;, &#x27;2018-03-09T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-10T00:00:00.000000000&#x27;, &#x27;2018-03-11T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-12T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1a11eff5-4738-479d-805f-82f457ab7718' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1a11eff5-4738-479d-805f-82f457ab7718' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>uwnd</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6a6f32c0-98f6-44c3-9222-320f261f7e07' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6a6f32c0-98f6-44c3-9222-320f261f7e07' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62538b78-96ff-4f62-8b91-fa7184f83006' class='xr-var-data-in' type='checkbox'><label for='data-62538b78-96ff-4f62-8b91-fa7184f83006' 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>mean Daily u-wind at 10 m</dd><dt><span>units :</span></dt><dd>m/s</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>GRIB_id :</span></dt><dd>33</dd><dt><span>GRIB_name :</span></dt><dd>U GRD</dd><dt><span>var_desc :</span></dt><dd>u-wind</dd><dt><span>dataset :</span></dt><dd>NCEP Reanalysis Daily Averages</dd><dt><span>level_desc :</span></dt><dd>10 m</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>parent_stat :</span></dt><dd>Individual Obs</dd><dt><span>valid_range :</span></dt><dd>[-102.2  102.2]</dd><dt><span>actual_range :</span></dt><dd>[-21.   25.8]</dd></dl></div><div class='xr-var-data'><pre>[1281408 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, nbnds)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-08617881-ffd3-4551-ae4b-87c30387c5f3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-08617881-ffd3-4551-ae4b-87c30387c5f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8f66fceb-bba2-4f0a-a12b-e63406c27005' class='xr-var-data-in' type='checkbox'><label for='data-8f66fceb-bba2-4f0a-a12b-e63406c27005' 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><div class='xr-var-data'><pre>array([[1910952., 1910976.],\n",
       "       [1910976., 1911000.],\n",
       "       [1911000., 1911024.],\n",
       "       [1911024., 1911048.],\n",
       "       [1911048., 1911072.],\n",
       "       [1911072., 1911096.],\n",
       "       [1911096., 1911120.],\n",
       "       [1911120., 1911144.],\n",
       "       [1911144., 1911168.],\n",
       "       [1911168., 1911192.],\n",
       "       [1911192., 1911216.],\n",
       "       [1911216., 1911240.],\n",
       "       [1911240., 1911264.],\n",
       "       [1911264., 1911288.],\n",
       "       [1911288., 1911312.],\n",
       "       [1911312., 1911336.],\n",
       "       [1911336., 1911360.],\n",
       "       [1911360., 1911384.],\n",
       "       [1911384., 1911408.],\n",
       "       [1911408., 1911432.],\n",
       "       [1911432., 1911456.],\n",
       "       [1911456., 1911480.],\n",
       "       [1911480., 1911504.],\n",
       "       [1911504., 1911528.],\n",
       "       [1911528., 1911552.],\n",
       "       [1911552., 1911576.],\n",
       "       [1911576., 1911600.],\n",
       "       [1911600., 1911624.],\n",
       "       [1911624., 1911648.],\n",
       "       [1911648., 1911672.],\n",
       "       [1911672., 1911696.],\n",
       "       [1911696., 1911720.],\n",
       "       [1911720., 1911744.],\n",
       "       [1911744., 1911768.],\n",
       "       [1911768., 1911792.],\n",
       "       [1911792., 1911816.],\n",
       "       [1911816., 1911840.],\n",
       "       [1911840., 1911864.],\n",
       "       [1911864., 1911888.],\n",
       "       [1911888., 1911912.],\n",
       "       [1911912., 1911936.],\n",
       "       [1911936., 1911960.],\n",
       "       [1911960., 1911984.],\n",
       "       [1911984., 1912008.],\n",
       "       [1912008., 1912032.],\n",
       "       [1912032., 1912056.],\n",
       "       [1912056., 1912080.],\n",
       "       [1912080., 1912104.],\n",
       "       [1912104., 1912128.],\n",
       "       [1912128., 1912152.],\n",
       "       [1912152., 1912176.],\n",
       "       [1912176., 1912200.],\n",
       "       [1912200., 1912224.],\n",
       "       [1912224., 1912248.],\n",
       "       [1912248., 1912272.],\n",
       "       [1912272., 1912296.],\n",
       "       [1912296., 1912320.],\n",
       "       [1912320., 1912344.],\n",
       "       [1912344., 1912368.],\n",
       "       [1912368., 1912392.],\n",
       "       [1912392., 1912416.],\n",
       "       [1912416., 1912440.],\n",
       "       [1912440., 1912464.],\n",
       "       [1912464., 1912488.],\n",
       "       [1912488., 1912512.],\n",
       "       [1912512., 1912536.],\n",
       "       [1912536., 1912560.],\n",
       "       [1912560., 1912584.],\n",
       "       [1912584., 1912608.],\n",
       "       [1912608., 1912632.],\n",
       "       [1912632., 1912656.]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vwnd</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c828061a-4c5f-4c3b-9b8f-4c4dfdb2bf8a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c828061a-4c5f-4c3b-9b8f-4c4dfdb2bf8a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd883cfe-6119-4ea1-87d4-7e6c006667a5' class='xr-var-data-in' type='checkbox'><label for='data-fd883cfe-6119-4ea1-87d4-7e6c006667a5' 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>mean Daily v-wind at 10 m</dd><dt><span>units :</span></dt><dd>m/s</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>GRIB_id :</span></dt><dd>34</dd><dt><span>GRIB_name :</span></dt><dd>V GRD</dd><dt><span>var_desc :</span></dt><dd>v-wind</dd><dt><span>dataset :</span></dt><dd>NCEP Reanalysis Daily Averages</dd><dt><span>level_desc :</span></dt><dd>10 m</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>parent_stat :</span></dt><dd>Individual Obs</dd><dt><span>valid_range :</span></dt><dd>[-102.2  102.2]</dd><dt><span>actual_range :</span></dt><dd>[-24.2    24.075]</dd></dl></div><div class='xr-var-data'><pre>[1281408 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ccb63c0f-4534-4e32-a137-95caec23c439' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ccb63c0f-4534-4e32-a137-95caec23c439' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>COARDS</dd><dt><span>title :</span></dt><dd>mean daily NMC reanalysis (2014)</dd><dt><span>history :</span></dt><dd>created 2017/12 by Hoop (netCDF2.3)</dd><dt><span>description :</span></dt><dd>Data is from NMC initialized reanalysis\n",
       "(4x/day).  It consists of T62 variables interpolated to\n",
       "pressure surfaces from model (sigma) surfaces.</dd><dt><span>platform :</span></dt><dd>Model</dd><dt><span>References :</span></dt><dd>http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reanalysis.html</dd><dt><span>dataset_title :</span></dt><dd>NCEP-NCAR Reanalysis 1</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (lat: 94, lon: 192, nbnds: 2, time: 71)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 88.54 86.65 84.75 82.85 ... -84.75 -86.65 -88.54\n",
       "  * lon        (lon) float32 0.0 1.875 3.75 5.625 ... 352.5 354.4 356.2 358.1\n",
       "  * time       (time) datetime64[ns] 2018-01-01 2018-01-02 ... 2018-03-12\n",
       "Dimensions without coordinates: nbnds\n",
       "Data variables:\n",
       "    uwnd       (time, lat, lon) float32 ...\n",
       "    time_bnds  (time, nbnds) float64 ...\n",
       "    vwnd       (time, lat, lon) float32 ...\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          mean daily NMC reanalysis (2014)\n",
       "    history:        created 2017/12 by Hoop (netCDF2.3)\n",
       "    description:    Data is from NMC initialized reanalysis\\n(4x/day).  It co...\n",
       "    platform:       Model\n",
       "    References:     http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reana...\n",
       "    dataset_title:  NCEP-NCAR Reanalysis 1"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# download the data\n",
    "import urllib.request\n",
    "import shutil\n",
    "\n",
    "url = 'https://zenodo.org/record/4421428/files/'\n",
    "file_name = 'uvwnd.10m.gauss.2018.nc'\n",
    "with urllib.request.urlopen(url + file_name) as response, open(file_name, 'wb') as out_file:\n",
    "    shutil.copyfileobj(response, out_file)\n",
    "    \n",
    "# open the data\n",
    "ds = xr.open_dataset(file_name)\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (lat: 94, lat_left: 94, lon: 192, lon_left: 192, nbnds: 2, time: 71)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 88.54 86.65 84.75 82.85 ... -84.75 -86.65 -88.54\n",
       "  * lon        (lon) float32 0.0 1.875 3.75 5.625 ... 352.5 354.4 356.2 358.1\n",
       "  * time       (time) datetime64[ns] 2018-01-01 2018-01-02 ... 2018-03-12\n",
       "  * lon_left   (lon_left) float32 -0.9375 0.9375 2.812 ... 353.4 355.3 357.2\n",
       "  * lat_left   (lat_left) float32 89.49 87.6 85.7 83.8 ... -83.8 -85.7 -87.6\n",
       "Dimensions without coordinates: nbnds\n",
       "Data variables:\n",
       "    uwnd       (time, lat, lon) float32 ...\n",
       "    time_bnds  (time, nbnds) float64 1.911e+06 1.911e+06 ... 1.913e+06 1.913e+06\n",
       "    vwnd       (time, lat, lon) float32 ...\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          mean daily NMC reanalysis (2014)\n",
       "    history:        created 2017/12 by Hoop (netCDF2.3)\n",
       "    description:    Data is from NMC initialized reanalysis\\n(4x/day).  It co...\n",
       "    platform:       Model\n",
       "    References:     http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reana...\n",
       "    dataset_title:  NCEP-NCAR Reanalysis 1</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-2757a153-8249-418c-a180-de12a73fa9d5' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2757a153-8249-418c-a180-de12a73fa9d5' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 94</li><li><span class='xr-has-index'>lat_left</span>: 94</li><li><span class='xr-has-index'>lon</span>: 192</li><li><span class='xr-has-index'>lon_left</span>: 192</li><li><span>nbnds</span>: 2</li><li><span class='xr-has-index'>time</span>: 71</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a40af3cb-42cb-4db3-8cbf-b3b39bbe2735' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a40af3cb-42cb-4db3-8cbf-b3b39bbe2735' class='xr-section-summary' >Coordinates: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>88.54 86.65 84.75 ... -86.65 -88.54</div><input id='attrs-316a5b33-e3f5-44f7-9e50-64c94a9c35d4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-316a5b33-e3f5-44f7-9e50-64c94a9c35d4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-667134ed-89ee-40b4-a589-100ff27aaf53' class='xr-var-data-in' type='checkbox'><label for='data-667134ed-89ee-40b4-a589-100ff27aaf53' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.542 -88.542]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([ 88.542   ,  86.6531  ,  84.7532  ,  82.8508  ,  80.9473  ,  79.0435  ,\n",
       "        77.1394  ,  75.2351  ,  73.3307  ,  71.4262  ,  69.5217  ,  67.6171  ,\n",
       "        65.7125  ,  63.8079  ,  61.9033  ,  59.9986  ,  58.0939  ,  56.1893  ,\n",
       "        54.2846  ,  52.3799  ,  50.4752  ,  48.5705  ,  46.6658  ,  44.7611  ,\n",
       "        42.8564  ,  40.9517  ,  39.047   ,  37.1422  ,  35.2375  ,  33.3328  ,\n",
       "        31.4281  ,  29.5234  ,  27.6186  ,  25.7139  ,  23.8092  ,  21.9044  ,\n",
       "        19.9997  ,  18.095   ,  16.1902  ,  14.2855  ,  12.3808  ,  10.47604 ,\n",
       "         8.57131 ,   6.66657 ,   4.76184 ,   2.8571  ,   0.952368,  -0.952368,\n",
       "        -2.8571  ,  -4.76184 ,  -6.66657 ,  -8.57131 , -10.47604 , -12.3808  ,\n",
       "       -14.2855  , -16.1902  , -18.095   , -19.9997  , -21.9044  , -23.8092  ,\n",
       "       -25.7139  , -27.6186  , -29.5234  , -31.4281  , -33.3328  , -35.2375  ,\n",
       "       -37.1422  , -39.047   , -40.9517  , -42.8564  , -44.7611  , -46.6658  ,\n",
       "       -48.5705  , -50.4752  , -52.3799  , -54.2846  , -56.1893  , -58.0939  ,\n",
       "       -59.9986  , -61.9033  , -63.8079  , -65.7125  , -67.6171  , -69.5217  ,\n",
       "       -71.4262  , -73.3307  , -75.2351  , -77.1394  , -79.0435  , -80.9473  ,\n",
       "       -82.8508  , -84.7532  , -86.6531  , -88.542   ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.875 3.75 ... 356.2 358.1</div><input id='attrs-f01b85de-5313-4322-88df-36202df58a20' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f01b85de-5313-4322-88df-36202df58a20' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-15b7f8a7-1d5f-4e1a-a4c9-a0ab25da4239' class='xr-var-data-in' type='checkbox'><label for='data-15b7f8a7-1d5f-4e1a-a4c9-a0ab25da4239' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  0.    358.125]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([  0.   ,   1.875,   3.75 ,   5.625,   7.5  ,   9.375,  11.25 ,  13.125,\n",
       "        15.   ,  16.875,  18.75 ,  20.625,  22.5  ,  24.375,  26.25 ,  28.125,\n",
       "        30.   ,  31.875,  33.75 ,  35.625,  37.5  ,  39.375,  41.25 ,  43.125,\n",
       "        45.   ,  46.875,  48.75 ,  50.625,  52.5  ,  54.375,  56.25 ,  58.125,\n",
       "        60.   ,  61.875,  63.75 ,  65.625,  67.5  ,  69.375,  71.25 ,  73.125,\n",
       "        75.   ,  76.875,  78.75 ,  80.625,  82.5  ,  84.375,  86.25 ,  88.125,\n",
       "        90.   ,  91.875,  93.75 ,  95.625,  97.5  ,  99.375, 101.25 , 103.125,\n",
       "       105.   , 106.875, 108.75 , 110.625, 112.5  , 114.375, 116.25 , 118.125,\n",
       "       120.   , 121.875, 123.75 , 125.625, 127.5  , 129.375, 131.25 , 133.125,\n",
       "       135.   , 136.875, 138.75 , 140.625, 142.5  , 144.375, 146.25 , 148.125,\n",
       "       150.   , 151.875, 153.75 , 155.625, 157.5  , 159.375, 161.25 , 163.125,\n",
       "       165.   , 166.875, 168.75 , 170.625, 172.5  , 174.375, 176.25 , 178.125,\n",
       "       180.   , 181.875, 183.75 , 185.625, 187.5  , 189.375, 191.25 , 193.125,\n",
       "       195.   , 196.875, 198.75 , 200.625, 202.5  , 204.375, 206.25 , 208.125,\n",
       "       210.   , 211.875, 213.75 , 215.625, 217.5  , 219.375, 221.25 , 223.125,\n",
       "       225.   , 226.875, 228.75 , 230.625, 232.5  , 234.375, 236.25 , 238.125,\n",
       "       240.   , 241.875, 243.75 , 245.625, 247.5  , 249.375, 251.25 , 253.125,\n",
       "       255.   , 256.875, 258.75 , 260.625, 262.5  , 264.375, 266.25 , 268.125,\n",
       "       270.   , 271.875, 273.75 , 275.625, 277.5  , 279.375, 281.25 , 283.125,\n",
       "       285.   , 286.875, 288.75 , 290.625, 292.5  , 294.375, 296.25 , 298.125,\n",
       "       300.   , 301.875, 303.75 , 305.625, 307.5  , 309.375, 311.25 , 313.125,\n",
       "       315.   , 316.875, 318.75 , 320.625, 322.5  , 324.375, 326.25 , 328.125,\n",
       "       330.   , 331.875, 333.75 , 335.625, 337.5  , 339.375, 341.25 , 343.125,\n",
       "       345.   , 346.875, 348.75 , 350.625, 352.5  , 354.375, 356.25 , 358.125],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2018-01-01 ... 2018-03-12</div><input id='attrs-f6205e52-b921-47f7-b8c2-222429b8e75d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f6205e52-b921-47f7-b8c2-222429b8e75d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d952dbf3-6f76-4f7e-9d33-35fda3504639' class='xr-var-data-in' type='checkbox'><label for='data-d952dbf3-6f76-4f7e-9d33-35fda3504639' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-00-01 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>avg_period :</span></dt><dd>0000-00-01 00:00:00</dd><dt><span>coordinate_defines :</span></dt><dd>start</dd><dt><span>actual_range :</span></dt><dd>[1910952. 1912632.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-01-01T00:00:00.000000000&#x27;, &#x27;2018-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-03T00:00:00.000000000&#x27;, &#x27;2018-01-04T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-05T00:00:00.000000000&#x27;, &#x27;2018-01-06T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-07T00:00:00.000000000&#x27;, &#x27;2018-01-08T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-09T00:00:00.000000000&#x27;, &#x27;2018-01-10T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-11T00:00:00.000000000&#x27;, &#x27;2018-01-12T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-13T00:00:00.000000000&#x27;, &#x27;2018-01-14T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-15T00:00:00.000000000&#x27;, &#x27;2018-01-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-17T00:00:00.000000000&#x27;, &#x27;2018-01-18T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-19T00:00:00.000000000&#x27;, &#x27;2018-01-20T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-21T00:00:00.000000000&#x27;, &#x27;2018-01-22T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-23T00:00:00.000000000&#x27;, &#x27;2018-01-24T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-25T00:00:00.000000000&#x27;, &#x27;2018-01-26T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-27T00:00:00.000000000&#x27;, &#x27;2018-01-28T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-29T00:00:00.000000000&#x27;, &#x27;2018-01-30T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-31T00:00:00.000000000&#x27;, &#x27;2018-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-02T00:00:00.000000000&#x27;, &#x27;2018-02-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-04T00:00:00.000000000&#x27;, &#x27;2018-02-05T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-06T00:00:00.000000000&#x27;, &#x27;2018-02-07T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-08T00:00:00.000000000&#x27;, &#x27;2018-02-09T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-10T00:00:00.000000000&#x27;, &#x27;2018-02-11T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-12T00:00:00.000000000&#x27;, &#x27;2018-02-13T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-14T00:00:00.000000000&#x27;, &#x27;2018-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-16T00:00:00.000000000&#x27;, &#x27;2018-02-17T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-18T00:00:00.000000000&#x27;, &#x27;2018-02-19T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-20T00:00:00.000000000&#x27;, &#x27;2018-02-21T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-22T00:00:00.000000000&#x27;, &#x27;2018-02-23T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-24T00:00:00.000000000&#x27;, &#x27;2018-02-25T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-26T00:00:00.000000000&#x27;, &#x27;2018-02-27T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-28T00:00:00.000000000&#x27;, &#x27;2018-03-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-02T00:00:00.000000000&#x27;, &#x27;2018-03-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-04T00:00:00.000000000&#x27;, &#x27;2018-03-05T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-06T00:00:00.000000000&#x27;, &#x27;2018-03-07T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-08T00:00:00.000000000&#x27;, &#x27;2018-03-09T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-10T00:00:00.000000000&#x27;, &#x27;2018-03-11T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-12T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon_left</span></div><div class='xr-var-dims'>(lon_left)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-0.9375 0.9375 ... 355.3 357.2</div><input id='attrs-a85110de-fa34-4fbd-b3de-66f892be8af2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a85110de-fa34-4fbd-b3de-66f892be8af2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dfe51173-d8b7-485d-ba9e-42156e97a880' class='xr-var-data-in' type='checkbox'><label for='data-dfe51173-d8b7-485d-ba9e-42156e97a880' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>X</dd><dt><span>c_grid_axis_shift :</span></dt><dd>-0.5</dd></dl></div><div class='xr-var-data'><pre>array([ -0.9375,   0.9375,   2.8125,   4.6875,   6.5625,   8.4375,  10.3125,\n",
       "        12.1875,  14.0625,  15.9375,  17.8125,  19.6875,  21.5625,  23.4375,\n",
       "        25.3125,  27.1875,  29.0625,  30.9375,  32.8125,  34.6875,  36.5625,\n",
       "        38.4375,  40.3125,  42.1875,  44.0625,  45.9375,  47.8125,  49.6875,\n",
       "        51.5625,  53.4375,  55.3125,  57.1875,  59.0625,  60.9375,  62.8125,\n",
       "        64.6875,  66.5625,  68.4375,  70.3125,  72.1875,  74.0625,  75.9375,\n",
       "        77.8125,  79.6875,  81.5625,  83.4375,  85.3125,  87.1875,  89.0625,\n",
       "        90.9375,  92.8125,  94.6875,  96.5625,  98.4375, 100.3125, 102.1875,\n",
       "       104.0625, 105.9375, 107.8125, 109.6875, 111.5625, 113.4375, 115.3125,\n",
       "       117.1875, 119.0625, 120.9375, 122.8125, 124.6875, 126.5625, 128.4375,\n",
       "       130.3125, 132.1875, 134.0625, 135.9375, 137.8125, 139.6875, 141.5625,\n",
       "       143.4375, 145.3125, 147.1875, 149.0625, 150.9375, 152.8125, 154.6875,\n",
       "       156.5625, 158.4375, 160.3125, 162.1875, 164.0625, 165.9375, 167.8125,\n",
       "       169.6875, 171.5625, 173.4375, 175.3125, 177.1875, 179.0625, 180.9375,\n",
       "       182.8125, 184.6875, 186.5625, 188.4375, 190.3125, 192.1875, 194.0625,\n",
       "       195.9375, 197.8125, 199.6875, 201.5625, 203.4375, 205.3125, 207.1875,\n",
       "       209.0625, 210.9375, 212.8125, 214.6875, 216.5625, 218.4375, 220.3125,\n",
       "       222.1875, 224.0625, 225.9375, 227.8125, 229.6875, 231.5625, 233.4375,\n",
       "       235.3125, 237.1875, 239.0625, 240.9375, 242.8125, 244.6875, 246.5625,\n",
       "       248.4375, 250.3125, 252.1875, 254.0625, 255.9375, 257.8125, 259.6875,\n",
       "       261.5625, 263.4375, 265.3125, 267.1875, 269.0625, 270.9375, 272.8125,\n",
       "       274.6875, 276.5625, 278.4375, 280.3125, 282.1875, 284.0625, 285.9375,\n",
       "       287.8125, 289.6875, 291.5625, 293.4375, 295.3125, 297.1875, 299.0625,\n",
       "       300.9375, 302.8125, 304.6875, 306.5625, 308.4375, 310.3125, 312.1875,\n",
       "       314.0625, 315.9375, 317.8125, 319.6875, 321.5625, 323.4375, 325.3125,\n",
       "       327.1875, 329.0625, 330.9375, 332.8125, 334.6875, 336.5625, 338.4375,\n",
       "       340.3125, 342.1875, 344.0625, 345.9375, 347.8125, 349.6875, 351.5625,\n",
       "       353.4375, 355.3125, 357.1875], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat_left</span></div><div class='xr-var-dims'>(lat_left)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>89.49 87.6 85.7 ... -85.7 -87.6</div><input id='attrs-80da5748-c1bf-402b-85ca-a64bc9ddd95f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-80da5748-c1bf-402b-85ca-a64bc9ddd95f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d5ffa612-468d-4d10-bda2-1d1f544970da' class='xr-var-data-in' type='checkbox'><label for='data-d5ffa612-468d-4d10-bda2-1d1f544970da' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>Y</dd><dt><span>c_grid_axis_shift :</span></dt><dd>-0.5</dd></dl></div><div class='xr-var-data'><pre>array([ 89.48645 ,  87.59755 ,  85.70315 ,  83.802   ,  81.89905 ,  79.99541 ,\n",
       "        78.091446,  76.18725 ,  74.2829  ,  72.37845 ,  70.47395 ,  68.5694  ,\n",
       "        66.6648  ,  64.7602  ,  62.8556  ,  60.95095 ,  59.04625 ,  57.1416  ,\n",
       "        55.23695 ,  53.332253,  51.42755 ,  49.52285 ,  47.61815 ,  45.713448,\n",
       "        43.80875 ,  41.90405 ,  39.99935 ,  38.0946  ,  36.18985 ,  34.28515 ,\n",
       "        32.38045 ,  30.47575 ,  28.571   ,  26.66625 ,  24.76155 ,  22.8568  ,\n",
       "        20.95205 ,  19.04735 ,  17.142601,  15.23785 ,  13.33315 ,  11.42842 ,\n",
       "         9.523675,   7.61894 ,   5.714205,   3.80947 ,   1.904734,   0.      ,\n",
       "        -1.904734,  -3.80947 ,  -5.714205,  -7.61894 ,  -9.523675, -11.42842 ,\n",
       "       -13.33315 , -15.23785 , -17.142601, -19.04735 , -20.95205 , -22.8568  ,\n",
       "       -24.76155 , -26.66625 , -28.571   , -30.47575 , -32.38045 , -34.28515 ,\n",
       "       -36.18985 , -38.0946  , -39.99935 , -41.90405 , -43.80875 , -45.713448,\n",
       "       -47.61815 , -49.52285 , -51.42755 , -53.332253, -55.23695 , -57.1416  ,\n",
       "       -59.04625 , -60.95095 , -62.8556  , -64.7602  , -66.6648  , -68.5694  ,\n",
       "       -70.47395 , -72.37845 , -74.2829  , -76.18725 , -78.091446, -79.99541 ,\n",
       "       -81.89905 , -83.802   , -85.70315 , -87.59755 ], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2ea26ec0-8016-4225-a669-eed2a7ad7bde' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2ea26ec0-8016-4225-a669-eed2a7ad7bde' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>uwnd</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-69bb21d3-dfc0-459f-9547-7bc36099d707' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69bb21d3-dfc0-459f-9547-7bc36099d707' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22e538cb-a095-4cbd-8f79-d8a3e49cc33b' class='xr-var-data-in' type='checkbox'><label for='data-22e538cb-a095-4cbd-8f79-d8a3e49cc33b' 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>mean Daily u-wind at 10 m</dd><dt><span>units :</span></dt><dd>m/s</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>GRIB_id :</span></dt><dd>33</dd><dt><span>GRIB_name :</span></dt><dd>U GRD</dd><dt><span>var_desc :</span></dt><dd>u-wind</dd><dt><span>dataset :</span></dt><dd>NCEP Reanalysis Daily Averages</dd><dt><span>level_desc :</span></dt><dd>10 m</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>parent_stat :</span></dt><dd>Individual Obs</dd><dt><span>valid_range :</span></dt><dd>[-102.2  102.2]</dd><dt><span>actual_range :</span></dt><dd>[-21.   25.8]</dd></dl></div><div class='xr-var-data'><pre>[1281408 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, nbnds)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.911e+06 1.911e+06 ... 1.913e+06</div><input id='attrs-6b6c7e51-eff3-49d3-804d-69494cc5a584' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6b6c7e51-eff3-49d3-804d-69494cc5a584' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-edb2e042-3efb-44e3-ba59-305f2e25fb75' class='xr-var-data-in' type='checkbox'><label for='data-edb2e042-3efb-44e3-ba59-305f2e25fb75' 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><div class='xr-var-data'><pre>array([[1910952., 1910976.],\n",
       "       [1910976., 1911000.],\n",
       "       [1911000., 1911024.],\n",
       "       [1911024., 1911048.],\n",
       "       [1911048., 1911072.],\n",
       "       [1911072., 1911096.],\n",
       "       [1911096., 1911120.],\n",
       "       [1911120., 1911144.],\n",
       "       [1911144., 1911168.],\n",
       "       [1911168., 1911192.],\n",
       "       [1911192., 1911216.],\n",
       "       [1911216., 1911240.],\n",
       "       [1911240., 1911264.],\n",
       "       [1911264., 1911288.],\n",
       "       [1911288., 1911312.],\n",
       "       [1911312., 1911336.],\n",
       "       [1911336., 1911360.],\n",
       "       [1911360., 1911384.],\n",
       "       [1911384., 1911408.],\n",
       "       [1911408., 1911432.],\n",
       "       [1911432., 1911456.],\n",
       "       [1911456., 1911480.],\n",
       "       [1911480., 1911504.],\n",
       "       [1911504., 1911528.],\n",
       "       [1911528., 1911552.],\n",
       "       [1911552., 1911576.],\n",
       "       [1911576., 1911600.],\n",
       "       [1911600., 1911624.],\n",
       "       [1911624., 1911648.],\n",
       "       [1911648., 1911672.],\n",
       "       [1911672., 1911696.],\n",
       "       [1911696., 1911720.],\n",
       "       [1911720., 1911744.],\n",
       "       [1911744., 1911768.],\n",
       "       [1911768., 1911792.],\n",
       "       [1911792., 1911816.],\n",
       "       [1911816., 1911840.],\n",
       "       [1911840., 1911864.],\n",
       "       [1911864., 1911888.],\n",
       "       [1911888., 1911912.],\n",
       "       [1911912., 1911936.],\n",
       "       [1911936., 1911960.],\n",
       "       [1911960., 1911984.],\n",
       "       [1911984., 1912008.],\n",
       "       [1912008., 1912032.],\n",
       "       [1912032., 1912056.],\n",
       "       [1912056., 1912080.],\n",
       "       [1912080., 1912104.],\n",
       "       [1912104., 1912128.],\n",
       "       [1912128., 1912152.],\n",
       "       [1912152., 1912176.],\n",
       "       [1912176., 1912200.],\n",
       "       [1912200., 1912224.],\n",
       "       [1912224., 1912248.],\n",
       "       [1912248., 1912272.],\n",
       "       [1912272., 1912296.],\n",
       "       [1912296., 1912320.],\n",
       "       [1912320., 1912344.],\n",
       "       [1912344., 1912368.],\n",
       "       [1912368., 1912392.],\n",
       "       [1912392., 1912416.],\n",
       "       [1912416., 1912440.],\n",
       "       [1912440., 1912464.],\n",
       "       [1912464., 1912488.],\n",
       "       [1912488., 1912512.],\n",
       "       [1912512., 1912536.],\n",
       "       [1912536., 1912560.],\n",
       "       [1912560., 1912584.],\n",
       "       [1912584., 1912608.],\n",
       "       [1912608., 1912632.],\n",
       "       [1912632., 1912656.]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vwnd</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bff0d242-8e4b-4397-a355-2329ab5bef31' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bff0d242-8e4b-4397-a355-2329ab5bef31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9effa954-c6c9-4171-8ad8-66db1d9f9955' class='xr-var-data-in' type='checkbox'><label for='data-9effa954-c6c9-4171-8ad8-66db1d9f9955' 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>mean Daily v-wind at 10 m</dd><dt><span>units :</span></dt><dd>m/s</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>GRIB_id :</span></dt><dd>34</dd><dt><span>GRIB_name :</span></dt><dd>V GRD</dd><dt><span>var_desc :</span></dt><dd>v-wind</dd><dt><span>dataset :</span></dt><dd>NCEP Reanalysis Daily Averages</dd><dt><span>level_desc :</span></dt><dd>10 m</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>parent_stat :</span></dt><dd>Individual Obs</dd><dt><span>valid_range :</span></dt><dd>[-102.2  102.2]</dd><dt><span>actual_range :</span></dt><dd>[-24.2    24.075]</dd></dl></div><div class='xr-var-data'><pre>[1281408 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-cd51f0fa-7345-4876-ba18-0d7f9d2888ba' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cd51f0fa-7345-4876-ba18-0d7f9d2888ba' class='xr-section-summary' >Attributes: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>COARDS</dd><dt><span>title :</span></dt><dd>mean daily NMC reanalysis (2014)</dd><dt><span>history :</span></dt><dd>created 2017/12 by Hoop (netCDF2.3)</dd><dt><span>description :</span></dt><dd>Data is from NMC initialized reanalysis\n",
       "(4x/day).  It consists of T62 variables interpolated to\n",
       "pressure surfaces from model (sigma) surfaces.</dd><dt><span>platform :</span></dt><dd>Model</dd><dt><span>References :</span></dt><dd>http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reanalysis.html</dd><dt><span>dataset_title :</span></dt><dd>NCEP-NCAR Reanalysis 1</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (lat: 94, lat_left: 94, lon: 192, lon_left: 192, nbnds: 2, time: 71)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 88.54 86.65 84.75 82.85 ... -84.75 -86.65 -88.54\n",
       "  * lon        (lon) float32 0.0 1.875 3.75 5.625 ... 352.5 354.4 356.2 358.1\n",
       "  * time       (time) datetime64[ns] 2018-01-01 2018-01-02 ... 2018-03-12\n",
       "  * lon_left   (lon_left) float32 -0.9375 0.9375 2.812 ... 353.4 355.3 357.2\n",
       "  * lat_left   (lat_left) float32 89.49 87.6 85.7 83.8 ... -83.8 -85.7 -87.6\n",
       "Dimensions without coordinates: nbnds\n",
       "Data variables:\n",
       "    uwnd       (time, lat, lon) float32 ...\n",
       "    time_bnds  (time, nbnds) float64 1.911e+06 1.911e+06 ... 1.913e+06 1.913e+06\n",
       "    vwnd       (time, lat, lon) float32 ...\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          mean daily NMC reanalysis (2014)\n",
       "    history:        created 2017/12 by Hoop (netCDF2.3)\n",
       "    description:    Data is from NMC initialized reanalysis\\n(4x/day).  It co...\n",
       "    platform:       Model\n",
       "    References:     http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reana...\n",
       "    dataset_title:  NCEP-NCAR Reanalysis 1"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_full = generate_grid_ds(ds, {'X':'lon', 'Y':'lat'})\n",
    "ds_full"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As in the depth profile the longitude and latitude values are extended to the `left` when the defaults are used.\n",
    "However, since the latitude is not periodic we can specify the position to extend to as `outer` (more details [here](grids.rst#axes-and-positions)). This will extend the latitudinal positions both to the left and right, avoiding missing values later on."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<xgcm.Grid>\n",
       "Y Axis (not periodic, boundary=None):\n",
       "  * center   lat --> left\n",
       "  * left     lat_left --> center\n",
       "T Axis (not periodic, boundary=None):\n",
       "  * center   time\n",
       "X Axis (periodic, boundary=None):\n",
       "  * center   lon --> left\n",
       "  * left     lon_left --> center"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "grid = Grid(ds_full, periodic=['X'])\n",
    "grid"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we compute the difference (in degrees) along the longitude and latitude for both the cell center and the cell face. Since we are not taking the difference of a data variable across the periodic boundary, we need to specify the `boundary_discontinutity` in order to avoid the introduction of artefacts at the boundary."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f029e536040>]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "dlong = grid.diff(ds_full.lon, 'X', boundary_discontinuity=360) \n",
    "dlonc = grid.diff(ds_full.lon_left, 'X', boundary_discontinuity=360)\n",
    "dlonc_wo_discontinuity = grid.diff(ds_full.lon_left, 'X')\n",
    "\n",
    "dlatg = grid.diff(ds_full.lat, 'Y', boundary='fill', fill_value=np.nan)\n",
    "dlatc = grid.diff(ds_full.lat_left, 'Y', boundary='fill', fill_value=np.nan)\n",
    "\n",
    "dlonc.plot()\n",
    "dlonc_wo_discontinuity.plot(linestyle='--')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Without adding the `boundary_discontinuity` input, the last cell distance is calculated incorectly."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The values we just calculated are actually not cell distances, but instead differences in longitude and latitude (in degrees). In order to calculate operators like the gradient `dlon` and `dlat` have to be converted into approximate cartesian distances on a globe."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "def dll_dist(dlon, dlat, lon, lat):\n",
    "        \"\"\"Converts lat/lon differentials into distances in meters\n",
    "   \n",
    "        PARAMETERS\n",
    "        ----------\n",
    "        dlon : xarray.DataArray longitude differentials\n",
    "        dlat : xarray.DataArray latitude differentials\n",
    "        lon  : xarray.DataArray longitude values\n",
    "        lat  : xarray.DataArray latitude values\n",
    "   \n",
    "        RETURNS\n",
    "        -------\n",
    "        dx  : xarray.DataArray distance inferred from dlon\n",
    "        dy  : xarray.DataArray distance inferred from dlat\n",
    "        \"\"\"\n",
    "\n",
    "        distance_1deg_equator = 111000.0\n",
    "        dx = dlon * xr.ufuncs.cos(xr.ufuncs.deg2rad(lat)) * distance_1deg_equator\n",
    "        dy = ((lon * 0) + 1) * dlat * distance_1deg_equator \n",
    "        return dx, dy\n",
    "\n",
    "ds_full.coords['dxg'], ds_full.coords['dyg'] = dll_dist(dlong, dlatg, ds_full.lon, ds_full.lat)\n",
    "ds_full.coords['dxc'], ds_full.coords['dyc'] = dll_dist(dlonc, dlatc, ds_full.lon, ds_full.lat)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Based on the distances we can estimate the area of each grid cell and compute the area-weighted meridional average temperature"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "ds_full.coords['area_c'] = ds_full.dxc * ds_full.dyc"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Compute zonal gradient of the surface wind field\n",
    "Now that all needed grid metrics are available, we can compute the zonal temperature gradient similar as above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (time: 71, lat: 94, lon_left: 192)&gt;\n",
       "array([[[ 0.0000000e+00,  0.0000000e+00,  0.0000000e+00, ...,\n",
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       "          0.0000000e+00,  5.1437846e-06,  0.0000000e+00],\n",
       "        [-9.8517148e-06, -1.3135620e-05, -9.8517148e-06, ...,\n",
       "         -6.5678100e-06, -6.5678100e-06, -9.8517148e-06],\n",
       "        ...,\n",
       "        [ 6.5678100e-06,  6.5678100e-06,  6.5678100e-06, ...,\n",
       "          0.0000000e+00,  3.2839050e-06,  6.5678100e-06],\n",
       "        [ 1.5431353e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          1.5431353e-05,  1.5431353e-05,  1.5431353e-05],\n",
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       "          4.7209189e-05,  3.5406894e-05,  4.7209189e-05]],\n",
       "\n",
       "       [[ 0.0000000e+00, -1.1802297e-05,  0.0000000e+00, ...,\n",
       "          0.0000000e+00, -2.3604594e-05,  0.0000000e+00],\n",
       "        [-5.1437846e-06, -5.1437846e-06, -5.1437846e-06, ...,\n",
       "         -5.1437846e-06, -5.1437846e-06,  0.0000000e+00],\n",
       "        [-6.5678100e-06, -9.8517148e-06, -1.3135620e-05, ...,\n",
       "         -6.5678100e-06, -6.5678100e-06, -1.3135620e-05],\n",
       "...\n",
       "        [ 1.3135620e-05,  1.6419526e-05,  9.8517148e-06, ...,\n",
       "          2.2987335e-05,  1.6419526e-05,  1.9703430e-05],\n",
       "        [ 2.5718922e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          2.5718922e-05,  2.0575138e-05,  2.0575138e-05],\n",
       "        [ 3.5406894e-05,  3.5406894e-05,  3.5406894e-05, ...,\n",
       "          4.7209189e-05,  4.7209189e-05,  3.5406894e-05]],\n",
       "\n",
       "       [[ 0.0000000e+00,  1.1802297e-05,  0.0000000e+00, ...,\n",
       "          1.1802297e-05,  1.1802297e-05,  1.1802297e-05],\n",
       "        [-5.1437846e-06, -5.1437846e-06, -1.0287569e-05, ...,\n",
       "         -1.0287569e-05, -5.1437846e-06, -5.1437846e-06],\n",
       "        [-1.3135620e-05, -1.3135620e-05, -9.8517148e-06, ...,\n",
       "         -1.3135620e-05, -1.3135620e-05, -1.6419526e-05],\n",
       "        ...,\n",
       "        [ 1.3135620e-05,  1.3135620e-05,  9.8517148e-06, ...,\n",
       "          1.9703430e-05,  1.9703430e-05,  1.9703430e-05],\n",
       "        [ 1.5431353e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          2.0575138e-05,  2.5718922e-05,  2.0575138e-05],\n",
       "        [ 4.7209189e-05,  4.7209189e-05,  4.7209189e-05, ...,\n",
       "          4.7209189e-05,  3.5406894e-05,  3.5406894e-05]]], dtype=float32)\n",
       "Coordinates:\n",
       "  * time      (time) datetime64[ns] 2018-01-01 2018-01-02 ... 2018-03-12\n",
       "  * lat       (lat) float32 88.54 86.65 84.75 82.85 ... -84.75 -86.65 -88.54\n",
       "  * lon_left  (lon_left) float32 -0.9375 0.9375 2.812 ... 353.4 355.3 357.2\n",
       "    dxg       (lon_left, lat) float32 5.296e+03 1.215e+04 ... 5.296e+03</pre><div class='xr-wrap' hidden><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>: 71</li><li><span class='xr-has-index'>lat</span>: 94</li><li><span class='xr-has-index'>lon_left</span>: 192</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-553a926c-fefd-4750-bd35-fb66d2c7a41a' class='xr-array-in' type='checkbox' checked><label for='section-553a926c-fefd-4750-bd35-fb66d2c7a41a' 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>0.0 0.0 0.0 0.0 1.18e-05 ... 3.541e-05 4.721e-05 3.541e-05 3.541e-05</span></div><div class='xr-array-data'><pre>array([[[ 0.0000000e+00,  0.0000000e+00,  0.0000000e+00, ...,\n",
       "          0.0000000e+00, -1.1802297e-05,  0.0000000e+00],\n",
       "        [ 0.0000000e+00,  5.1437846e-06,  0.0000000e+00, ...,\n",
       "          0.0000000e+00,  5.1437846e-06,  0.0000000e+00],\n",
       "        [-9.8517148e-06, -1.3135620e-05, -9.8517148e-06, ...,\n",
       "         -6.5678100e-06, -6.5678100e-06, -9.8517148e-06],\n",
       "        ...,\n",
       "        [ 6.5678100e-06,  6.5678100e-06,  6.5678100e-06, ...,\n",
       "          0.0000000e+00,  3.2839050e-06,  6.5678100e-06],\n",
       "        [ 1.5431353e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          1.5431353e-05,  1.5431353e-05,  1.5431353e-05],\n",
       "        [ 4.7209189e-05,  3.5406894e-05,  4.7209189e-05, ...,\n",
       "          4.7209189e-05,  3.5406894e-05,  4.7209189e-05]],\n",
       "\n",
       "       [[ 0.0000000e+00, -1.1802297e-05,  0.0000000e+00, ...,\n",
       "          0.0000000e+00, -2.3604594e-05,  0.0000000e+00],\n",
       "        [-5.1437846e-06, -5.1437846e-06, -5.1437846e-06, ...,\n",
       "         -5.1437846e-06, -5.1437846e-06,  0.0000000e+00],\n",
       "        [-6.5678100e-06, -9.8517148e-06, -1.3135620e-05, ...,\n",
       "         -6.5678100e-06, -6.5678100e-06, -1.3135620e-05],\n",
       "...\n",
       "        [ 1.3135620e-05,  1.6419526e-05,  9.8517148e-06, ...,\n",
       "          2.2987335e-05,  1.6419526e-05,  1.9703430e-05],\n",
       "        [ 2.5718922e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          2.5718922e-05,  2.0575138e-05,  2.0575138e-05],\n",
       "        [ 3.5406894e-05,  3.5406894e-05,  3.5406894e-05, ...,\n",
       "          4.7209189e-05,  4.7209189e-05,  3.5406894e-05]],\n",
       "\n",
       "       [[ 0.0000000e+00,  1.1802297e-05,  0.0000000e+00, ...,\n",
       "          1.1802297e-05,  1.1802297e-05,  1.1802297e-05],\n",
       "        [-5.1437846e-06, -5.1437846e-06, -1.0287569e-05, ...,\n",
       "         -1.0287569e-05, -5.1437846e-06, -5.1437846e-06],\n",
       "        [-1.3135620e-05, -1.3135620e-05, -9.8517148e-06, ...,\n",
       "         -1.3135620e-05, -1.3135620e-05, -1.6419526e-05],\n",
       "        ...,\n",
       "        [ 1.3135620e-05,  1.3135620e-05,  9.8517148e-06, ...,\n",
       "          1.9703430e-05,  1.9703430e-05,  1.9703430e-05],\n",
       "        [ 1.5431353e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          2.0575138e-05,  2.5718922e-05,  2.0575138e-05],\n",
       "        [ 4.7209189e-05,  4.7209189e-05,  4.7209189e-05, ...,\n",
       "          4.7209189e-05,  3.5406894e-05,  3.5406894e-05]]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-37c77cc7-c101-4d64-8c0a-aa14b416273c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-37c77cc7-c101-4d64-8c0a-aa14b416273c' 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'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2018-01-01 ... 2018-03-12</div><input id='attrs-8b066f4a-4e92-4a9c-8e1f-e624b13a6daf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8b066f4a-4e92-4a9c-8e1f-e624b13a6daf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b031f20d-929f-4017-ac5f-74d0251fa871' class='xr-var-data-in' type='checkbox'><label for='data-b031f20d-929f-4017-ac5f-74d0251fa871' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-00-01 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>avg_period :</span></dt><dd>0000-00-01 00:00:00</dd><dt><span>coordinate_defines :</span></dt><dd>start</dd><dt><span>actual_range :</span></dt><dd>[1910952. 1912632.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-01-01T00:00:00.000000000&#x27;, &#x27;2018-01-02T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-03T00:00:00.000000000&#x27;, &#x27;2018-01-04T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-05T00:00:00.000000000&#x27;, &#x27;2018-01-06T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-07T00:00:00.000000000&#x27;, &#x27;2018-01-08T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-09T00:00:00.000000000&#x27;, &#x27;2018-01-10T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-11T00:00:00.000000000&#x27;, &#x27;2018-01-12T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-13T00:00:00.000000000&#x27;, &#x27;2018-01-14T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-15T00:00:00.000000000&#x27;, &#x27;2018-01-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-17T00:00:00.000000000&#x27;, &#x27;2018-01-18T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-19T00:00:00.000000000&#x27;, &#x27;2018-01-20T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-21T00:00:00.000000000&#x27;, &#x27;2018-01-22T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-23T00:00:00.000000000&#x27;, &#x27;2018-01-24T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-25T00:00:00.000000000&#x27;, &#x27;2018-01-26T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-27T00:00:00.000000000&#x27;, &#x27;2018-01-28T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-29T00:00:00.000000000&#x27;, &#x27;2018-01-30T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-31T00:00:00.000000000&#x27;, &#x27;2018-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-02T00:00:00.000000000&#x27;, &#x27;2018-02-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-04T00:00:00.000000000&#x27;, &#x27;2018-02-05T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-06T00:00:00.000000000&#x27;, &#x27;2018-02-07T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-08T00:00:00.000000000&#x27;, &#x27;2018-02-09T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-10T00:00:00.000000000&#x27;, &#x27;2018-02-11T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-12T00:00:00.000000000&#x27;, &#x27;2018-02-13T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-14T00:00:00.000000000&#x27;, &#x27;2018-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-16T00:00:00.000000000&#x27;, &#x27;2018-02-17T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-18T00:00:00.000000000&#x27;, &#x27;2018-02-19T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-20T00:00:00.000000000&#x27;, &#x27;2018-02-21T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-22T00:00:00.000000000&#x27;, &#x27;2018-02-23T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-24T00:00:00.000000000&#x27;, &#x27;2018-02-25T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-26T00:00:00.000000000&#x27;, &#x27;2018-02-27T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-02-28T00:00:00.000000000&#x27;, &#x27;2018-03-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-02T00:00:00.000000000&#x27;, &#x27;2018-03-03T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-04T00:00:00.000000000&#x27;, &#x27;2018-03-05T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-06T00:00:00.000000000&#x27;, &#x27;2018-03-07T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-08T00:00:00.000000000&#x27;, &#x27;2018-03-09T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-10T00:00:00.000000000&#x27;, &#x27;2018-03-11T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-12T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>88.54 86.65 84.75 ... -86.65 -88.54</div><input id='attrs-b63b6b9b-41b8-48e4-8b61-d0c66a226e89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b63b6b9b-41b8-48e4-8b61-d0c66a226e89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0c2dc564-ff11-4842-bc2b-06ac69f00020' class='xr-var-data-in' type='checkbox'><label for='data-0c2dc564-ff11-4842-bc2b-06ac69f00020' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.542 -88.542]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([ 88.542   ,  86.6531  ,  84.7532  ,  82.8508  ,  80.9473  ,  79.0435  ,\n",
       "        77.1394  ,  75.2351  ,  73.3307  ,  71.4262  ,  69.5217  ,  67.6171  ,\n",
       "        65.7125  ,  63.8079  ,  61.9033  ,  59.9986  ,  58.0939  ,  56.1893  ,\n",
       "        54.2846  ,  52.3799  ,  50.4752  ,  48.5705  ,  46.6658  ,  44.7611  ,\n",
       "        42.8564  ,  40.9517  ,  39.047   ,  37.1422  ,  35.2375  ,  33.3328  ,\n",
       "        31.4281  ,  29.5234  ,  27.6186  ,  25.7139  ,  23.8092  ,  21.9044  ,\n",
       "        19.9997  ,  18.095   ,  16.1902  ,  14.2855  ,  12.3808  ,  10.47604 ,\n",
       "         8.57131 ,   6.66657 ,   4.76184 ,   2.8571  ,   0.952368,  -0.952368,\n",
       "        -2.8571  ,  -4.76184 ,  -6.66657 ,  -8.57131 , -10.47604 , -12.3808  ,\n",
       "       -14.2855  , -16.1902  , -18.095   , -19.9997  , -21.9044  , -23.8092  ,\n",
       "       -25.7139  , -27.6186  , -29.5234  , -31.4281  , -33.3328  , -35.2375  ,\n",
       "       -37.1422  , -39.047   , -40.9517  , -42.8564  , -44.7611  , -46.6658  ,\n",
       "       -48.5705  , -50.4752  , -52.3799  , -54.2846  , -56.1893  , -58.0939  ,\n",
       "       -59.9986  , -61.9033  , -63.8079  , -65.7125  , -67.6171  , -69.5217  ,\n",
       "       -71.4262  , -73.3307  , -75.2351  , -77.1394  , -79.0435  , -80.9473  ,\n",
       "       -82.8508  , -84.7532  , -86.6531  , -88.542   ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon_left</span></div><div class='xr-var-dims'>(lon_left)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-0.9375 0.9375 ... 355.3 357.2</div><input id='attrs-e814329b-dae4-4893-8e0c-99d74e51f03a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e814329b-dae4-4893-8e0c-99d74e51f03a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8cbcc9dd-1c67-4b37-8f6f-1cc1767d4838' class='xr-var-data-in' type='checkbox'><label for='data-8cbcc9dd-1c67-4b37-8f6f-1cc1767d4838' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>axis :</span></dt><dd>X</dd><dt><span>c_grid_axis_shift :</span></dt><dd>-0.5</dd></dl></div><div class='xr-var-data'><pre>array([ -0.9375,   0.9375,   2.8125,   4.6875,   6.5625,   8.4375,  10.3125,\n",
       "        12.1875,  14.0625,  15.9375,  17.8125,  19.6875,  21.5625,  23.4375,\n",
       "        25.3125,  27.1875,  29.0625,  30.9375,  32.8125,  34.6875,  36.5625,\n",
       "        38.4375,  40.3125,  42.1875,  44.0625,  45.9375,  47.8125,  49.6875,\n",
       "        51.5625,  53.4375,  55.3125,  57.1875,  59.0625,  60.9375,  62.8125,\n",
       "        64.6875,  66.5625,  68.4375,  70.3125,  72.1875,  74.0625,  75.9375,\n",
       "        77.8125,  79.6875,  81.5625,  83.4375,  85.3125,  87.1875,  89.0625,\n",
       "        90.9375,  92.8125,  94.6875,  96.5625,  98.4375, 100.3125, 102.1875,\n",
       "       104.0625, 105.9375, 107.8125, 109.6875, 111.5625, 113.4375, 115.3125,\n",
       "       117.1875, 119.0625, 120.9375, 122.8125, 124.6875, 126.5625, 128.4375,\n",
       "       130.3125, 132.1875, 134.0625, 135.9375, 137.8125, 139.6875, 141.5625,\n",
       "       143.4375, 145.3125, 147.1875, 149.0625, 150.9375, 152.8125, 154.6875,\n",
       "       156.5625, 158.4375, 160.3125, 162.1875, 164.0625, 165.9375, 167.8125,\n",
       "       169.6875, 171.5625, 173.4375, 175.3125, 177.1875, 179.0625, 180.9375,\n",
       "       182.8125, 184.6875, 186.5625, 188.4375, 190.3125, 192.1875, 194.0625,\n",
       "       195.9375, 197.8125, 199.6875, 201.5625, 203.4375, 205.3125, 207.1875,\n",
       "       209.0625, 210.9375, 212.8125, 214.6875, 216.5625, 218.4375, 220.3125,\n",
       "       222.1875, 224.0625, 225.9375, 227.8125, 229.6875, 231.5625, 233.4375,\n",
       "       235.3125, 237.1875, 239.0625, 240.9375, 242.8125, 244.6875, 246.5625,\n",
       "       248.4375, 250.3125, 252.1875, 254.0625, 255.9375, 257.8125, 259.6875,\n",
       "       261.5625, 263.4375, 265.3125, 267.1875, 269.0625, 270.9375, 272.8125,\n",
       "       274.6875, 276.5625, 278.4375, 280.3125, 282.1875, 284.0625, 285.9375,\n",
       "       287.8125, 289.6875, 291.5625, 293.4375, 295.3125, 297.1875, 299.0625,\n",
       "       300.9375, 302.8125, 304.6875, 306.5625, 308.4375, 310.3125, 312.1875,\n",
       "       314.0625, 315.9375, 317.8125, 319.6875, 321.5625, 323.4375, 325.3125,\n",
       "       327.1875, 329.0625, 330.9375, 332.8125, 334.6875, 336.5625, 338.4375,\n",
       "       340.3125, 342.1875, 344.0625, 345.9375, 347.8125, 349.6875, 351.5625,\n",
       "       353.4375, 355.3125, 357.1875], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dxg</span></div><div class='xr-var-dims'>(lon_left, lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>5.296e+03 1.215e+04 ... 5.296e+03</div><input id='attrs-ba95c8ce-644e-48e7-a517-61a71bf3ffe6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ba95c8ce-644e-48e7-a517-61a71bf3ffe6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1bc9a9f5-c2da-4489-ab14-c8912f1bab31' class='xr-var-data-in' type='checkbox'><label for='data-1bc9a9f5-c2da-4489-ab14-c8912f1bab31' 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><div class='xr-var-data'><pre>array([[ 5295.579, 12150.587, 19032.219, ..., 19032.219, 12150.587,\n",
       "         5295.579],\n",
       "       [ 5295.579, 12150.587, 19032.219, ..., 19032.219, 12150.587,\n",
       "         5295.579],\n",
       "       [ 5295.579, 12150.587, 19032.219, ..., 19032.219, 12150.587,\n",
       "         5295.579],\n",
       "       ...,\n",
       "       [ 5295.579, 12150.587, 19032.219, ..., 19032.219, 12150.587,\n",
       "         5295.579],\n",
       "       [ 5295.579, 12150.587, 19032.219, ..., 19032.219, 12150.587,\n",
       "         5295.579],\n",
       "       [ 5295.579, 12150.587, 19032.219, ..., 19032.219, 12150.587,\n",
       "         5295.579]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9ff41437-cbec-4b9a-bc3a-19604103c215' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9ff41437-cbec-4b9a-bc3a-19604103c215' 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: 71, lat: 94, lon_left: 192)>\n",
       "array([[[ 0.0000000e+00,  0.0000000e+00,  0.0000000e+00, ...,\n",
       "          0.0000000e+00, -1.1802297e-05,  0.0000000e+00],\n",
       "        [ 0.0000000e+00,  5.1437846e-06,  0.0000000e+00, ...,\n",
       "          0.0000000e+00,  5.1437846e-06,  0.0000000e+00],\n",
       "        [-9.8517148e-06, -1.3135620e-05, -9.8517148e-06, ...,\n",
       "         -6.5678100e-06, -6.5678100e-06, -9.8517148e-06],\n",
       "        ...,\n",
       "        [ 6.5678100e-06,  6.5678100e-06,  6.5678100e-06, ...,\n",
       "          0.0000000e+00,  3.2839050e-06,  6.5678100e-06],\n",
       "        [ 1.5431353e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          1.5431353e-05,  1.5431353e-05,  1.5431353e-05],\n",
       "        [ 4.7209189e-05,  3.5406894e-05,  4.7209189e-05, ...,\n",
       "          4.7209189e-05,  3.5406894e-05,  4.7209189e-05]],\n",
       "\n",
       "       [[ 0.0000000e+00, -1.1802297e-05,  0.0000000e+00, ...,\n",
       "          0.0000000e+00, -2.3604594e-05,  0.0000000e+00],\n",
       "        [-5.1437846e-06, -5.1437846e-06, -5.1437846e-06, ...,\n",
       "         -5.1437846e-06, -5.1437846e-06,  0.0000000e+00],\n",
       "        [-6.5678100e-06, -9.8517148e-06, -1.3135620e-05, ...,\n",
       "         -6.5678100e-06, -6.5678100e-06, -1.3135620e-05],\n",
       "...\n",
       "        [ 1.3135620e-05,  1.6419526e-05,  9.8517148e-06, ...,\n",
       "          2.2987335e-05,  1.6419526e-05,  1.9703430e-05],\n",
       "        [ 2.5718922e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          2.5718922e-05,  2.0575138e-05,  2.0575138e-05],\n",
       "        [ 3.5406894e-05,  3.5406894e-05,  3.5406894e-05, ...,\n",
       "          4.7209189e-05,  4.7209189e-05,  3.5406894e-05]],\n",
       "\n",
       "       [[ 0.0000000e+00,  1.1802297e-05,  0.0000000e+00, ...,\n",
       "          1.1802297e-05,  1.1802297e-05,  1.1802297e-05],\n",
       "        [-5.1437846e-06, -5.1437846e-06, -1.0287569e-05, ...,\n",
       "         -1.0287569e-05, -5.1437846e-06, -5.1437846e-06],\n",
       "        [-1.3135620e-05, -1.3135620e-05, -9.8517148e-06, ...,\n",
       "         -1.3135620e-05, -1.3135620e-05, -1.6419526e-05],\n",
       "        ...,\n",
       "        [ 1.3135620e-05,  1.3135620e-05,  9.8517148e-06, ...,\n",
       "          1.9703430e-05,  1.9703430e-05,  1.9703430e-05],\n",
       "        [ 1.5431353e-05,  2.0575138e-05,  1.5431353e-05, ...,\n",
       "          2.0575138e-05,  2.5718922e-05,  2.0575138e-05],\n",
       "        [ 4.7209189e-05,  4.7209189e-05,  4.7209189e-05, ...,\n",
       "          4.7209189e-05,  3.5406894e-05,  3.5406894e-05]]], dtype=float32)\n",
       "Coordinates:\n",
       "  * time      (time) datetime64[ns] 2018-01-01 2018-01-02 ... 2018-03-12\n",
       "  * lat       (lat) float32 88.54 86.65 84.75 82.85 ... -84.75 -86.65 -88.54\n",
       "  * lon_left  (lon_left) float32 -0.9375 0.9375 2.812 ... 353.4 355.3 357.2\n",
       "    dxg       (lon_left, lat) float32 5.296e+03 1.215e+04 ... 5.296e+03"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "du_dx = grid.diff(ds_full.uwnd, 'X') / ds_full.dxg\n",
    "du_dx"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The values of the gradient are correctly located on the cell boundary on the x-axis and on the cell center in the y-axis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/srv/conda/envs/notebook/lib/python3.8/site-packages/cartopy/io/__init__.py:260: DownloadWarning: Downloading: https://naciscdn.org/naturalearth/110m/physical/ne_110m_coastline.zip\n",
      "  warnings.warn('Downloading: {}'.format(url), DownloadWarning)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x1440 with 12 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import cartopy.crs as ccrs\n",
    "\n",
    "fig, axarr = plt.subplots(ncols=2, nrows=3, figsize=[16,20], \n",
    "                               subplot_kw=dict(projection=ccrs.Orthographic(0, -30)))\n",
    "\n",
    "for ti,tt in enumerate(np.arange(0,30, 10)):\n",
    "    ax1 = axarr[ti,0]\n",
    "    ax2 = axarr[ti,1]\n",
    "    time = ds_full.time.isel(time=tt).data\n",
    "    ds_full.uwnd.isel(time=tt).plot(ax=ax1, transform=ccrs.PlateCarree(),robust=True)\n",
    "\n",
    "    du_dx.isel(time=tt).plot(ax=ax2, transform=ccrs.PlateCarree(), robust=True)\n",
    "\n",
    "    ax1.set_title('Zonal Surface Wind %s' %time)\n",
    "    ax2.set_title('Zonal Gradient of Zonal Surface Wind %s' %time)\n",
    "\n",
    "\n",
    "    for ax in [ax1, ax2]:\n",
    "        ax.set_global(); ax.coastlines();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The resulting gradient is correctly computed across the periodic (x-axis) boundary."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Area weighted average\n",
    "By using the approximated cell area, we can easily compute the area weighted average of the zonal wind."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "u = ds_full.uwnd.mean('time')\n",
    "\n",
    "u_mean = u.mean('lat')\n",
    "u_mean_weighted = (u * u.area_c).sum('lat') / (u.area_c).sum('lat')\n",
    "\n",
    "\n",
    "u_mean.plot(label='unweighted mean')\n",
    "u_mean_weighted.plot(label='area weighted mean')\n",
    "plt.legend()\n",
    "plt.ylabel('zonal wind [m/s]')\n",
    "plt.gca().autoscale('tight')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Thes two lines show the importance of applying a weighted mean, when the grid spacing is irregular (e.g. datasets gridded on a regular lat-lon grid)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "\n"
   ]
  }
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