BATS_CLIM_UPTAKE.ipynb

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    "# BATS climatologies \n",
    "\n",
    "The objective of the present notebook is to display the climatologies generated for the BATS station in the frame of the SEAMLESS project for the purpose of initialisation and overview of local dynamics. \n",
    "\n",
    "The steps involves : \n",
    "1. Loading the files generated in gotm-friendly formats. \n",
    "2. Integrate the data in an xarray structure\n",
    "3. Make some plots\n",
    "4. Output netcdf equivalent to these files, for any type of later usage. \n",
    "\n",
    "We assume the climatology files have been produced using  `python reader_bats_bottle.py` "
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    "# System setup and user definitions\n",
    "from matplotlib import pyplot as plt\n",
    "import datetime as dt\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "\n",
    "filedir = './GOTM_INPUT_CLIM/'\n",
    "varlist = ['Temp', 'Sal1','NO3','NO2','Chl','PO41','O2','CO2', 'Alk','Si1','POC','PON','POP','DOC','DON','DOP']\n",
    "# AC 15.09.2021 : Paolo, please check the units.\n",
    "units= {'Temp':'°C',\n",
    "        'Sal1':'-',\n",
    "        'NO3':'mmolN/m3',\n",
    "        'NO2':'mmolN/m3',\n",
    "        'Chl':'mg/m3',\n",
    "        'PO41':'mmolP/m3',\n",
    "        'O2':'mmolO2/m3',\n",
    "        'CO2':'mmolC/m3',\n",
    "        'Alk':'mmol/m3',\n",
    "        'Si1':'mmolSi/m3',\n",
    "        'POC':'mmolC/m3',\n",
    "        'PON':'mmolN/m3',\n",
    "        'POP':'mmolP/m3',\n",
    "        'DOC' : 'mg C/m3',\n",
    "        'DON' : 'mmolN/m3',\n",
    "        'DOP' : 'mmolP/m3'}"
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    "# AC 15.09.2021 This can be removed if O2_clim.txt is generated instead of 'O2(1)_clim.txt', which is a strange filename\n",
    "import os\n",
    "#os.system(\"cp '\"+ filedir+\"O2(1)_clim.txt' \"+filedir+\"O2_clim.txt\")"
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    "def gotm_to_xr(var, units,filedir=filedir):\n",
    "    '''\n",
    "    Read and load GOTM-friendly files into xarray structure.\n",
    "    A. Capet 15/09/2021\n",
    "    \n",
    "    Parameters\n",
    "    ----------\n",
    "    var : str\n",
    "        name of a variable. Should correspond to a 'var'_clim.txt file in filedir\n",
    "    filedir : str\n",
    "        directory for the climatology files\n",
    "                \n",
    "    Returns    \n",
    "    ----------\n",
    "    An xarray with the variable var\n",
    "    '''\n",
    "    \n",
    "    fn=filedir+var+'_clim.txt'\n",
    "\n",
    "    with open(fn) as f:\n",
    "        tcount=0\n",
    "        while True:\n",
    "            txt = f.readline()\n",
    "            if not txt:\n",
    "                break\n",
    "            date,nrow,_=txt.split('\\t')\n",
    "            npa=np.empty([int(nrow),2])\n",
    "            for n in range(int(nrow)):\n",
    "                d,v = f.readline().split('\\t')\n",
    "                npa[n,:]=[float(d),float(v)]\n",
    "            xrl=xr.DataArray(npa[:,1],coords={\"depth\":npa[:,0]}, dims=['depth'])\n",
    "            xrl=xrl.expand_dims({\"time\":[np.datetime64(date)]})\n",
    "            if tcount==0:\n",
    "                xrlo=xrl.copy()\n",
    "            else:\n",
    "                xrlo=xr.concat([xrlo, xrl],dim=\"time\")\n",
    "            tcount+=1\n",
    "\n",
    "    xrlo.attrs[\"units\"] = units[var]\n",
    "    xrd=xr.Dataset({var:xrlo})\n",
    "    \n",
    "    return(xrd)\n",
    "    \n",
    "def gotm_clim_load(varlist,filedir,units):\n",
    "    '''\n",
    "    Read and load GOTM-friendly files into xarray structure.\n",
    "    A. Capet 15/09/2021\n",
    "    \n",
    "    Parameters\n",
    "    ----------\n",
    "    varlist : list of str\n",
    "        list of variable names. Each should correspond to a 'var'_clim.txt file in filedir\n",
    "    filedir : str\n",
    "        directory for the climatology files\n",
    "    units : dict\n",
    "        associate units (str) to each var of varlist\n",
    "                \n",
    "    Returns    \n",
    "    ----------\n",
    "    An xarray dataset with all variables\n",
    "    '''\n",
    "    xs = [gotm_to_xr(v,units,filedir) for v in varlist]\n",
    "    \n",
    "    xs = xr.merge(xs)\n",
    "    return(xs)"
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       "    Si1      (time, depth) float64 37.16 37.16 35.39 ... 0.8151 0.8561 0.7331\n",
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       "    DOC      (time, depth) float64 530.3 nan nan nan ... 791.3 804.9 808.5 827.6\n",
       "    DON      (time, depth) float64 0.0 nan nan nan ... 3.582 3.978 3.845 3.587\n",
       "    DOP      (time, depth) float64 0.0 nan nan nan ... 0.07382 0.06254 0.06562</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-d61ae8dd-8f7d-4465-b49a-304ce8de3d77' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d61ae8dd-8f7d-4465-b49a-304ce8de3d77' 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'>depth</span>: 39</li><li><span class='xr-has-index'>time</span>: 84</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-303c2cf6-86b8-4b76-affb-9b264ed19929' class='xr-section-summary-in' type='checkbox'  checked><label for='section-303c2cf6-86b8-4b76-affb-9b264ed19929' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>depth</span></div><div class='xr-var-dims'>(depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-1.2e+04 -4.2e+03 ... -10.0 -0.0</div><input id='attrs-48b54738-ea47-489a-bf47-598a788a553a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-48b54738-ea47-489a-bf47-598a788a553a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3113bbdf-2c0d-42d9-b17e-5f419d642bb8' class='xr-var-data-in' type='checkbox'><label for='data-3113bbdf-2c0d-42d9-b17e-5f419d642bb8' 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([-1.2e+04, -4.2e+03, -4.0e+03, -3.8e+03, -3.6e+03, -3.4e+03, -3.2e+03,\n",
       "       -3.0e+03, -2.8e+03, -2.6e+03, -2.4e+03, -2.2e+03, -2.0e+03, -1.8e+03,\n",
       "       -1.6e+03, -1.4e+03, -1.3e+03, -1.2e+03, -1.1e+03, -1.0e+03, -9.0e+02,\n",
       "       -8.0e+02, -7.0e+02, -6.0e+02, -5.0e+02, -4.0e+02, -3.0e+02, -2.5e+02,\n",
       "       -2.0e+02, -1.6e+02, -1.4e+02, -1.2e+02, -1.0e+02, -8.0e+01, -6.0e+01,\n",
       "       -4.0e+01, -2.0e+01, -1.0e+01, -0.0e+00])</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'>2014-01-16T12:00:00 ... 2020-12-...</div><input id='attrs-99b68743-571f-4860-9a9e-2ee87b8f6149' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-99b68743-571f-4860-9a9e-2ee87b8f6149' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6e60d550-b9bf-4c4e-9d80-d1e0bf42cd3f' class='xr-var-data-in' type='checkbox'><label for='data-6e60d550-b9bf-4c4e-9d80-d1e0bf42cd3f' 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([&#x27;2014-01-16T12:00:00.000000000&#x27;, &#x27;2014-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-03-16T12:00:00.000000000&#x27;, &#x27;2014-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-05-16T12:00:00.000000000&#x27;, &#x27;2014-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-07-16T12:00:00.000000000&#x27;, &#x27;2014-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2014-09-16T00:00:00.000000000&#x27;, &#x27;2014-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2014-11-16T00:00:00.000000000&#x27;, &#x27;2014-12-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2015-01-16T12:00:00.000000000&#x27;, &#x27;2015-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-03-16T12:00:00.000000000&#x27;, &#x27;2015-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-05-16T12:00:00.000000000&#x27;, &#x27;2015-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-07-16T12:00:00.000000000&#x27;, &#x27;2015-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2015-09-16T00:00:00.000000000&#x27;, &#x27;2015-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2015-11-16T00:00:00.000000000&#x27;, &#x27;2015-12-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2016-01-16T12:00:00.000000000&#x27;, &#x27;2016-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-03-16T12:00:00.000000000&#x27;, &#x27;2016-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-05-16T12:00:00.000000000&#x27;, &#x27;2016-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-07-16T12:00:00.000000000&#x27;, &#x27;2016-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2016-09-16T00:00:00.000000000&#x27;, &#x27;2016-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2016-11-16T00:00:00.000000000&#x27;, &#x27;2016-12-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2017-01-16T12:00:00.000000000&#x27;, &#x27;2017-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-03-16T12:00:00.000000000&#x27;, &#x27;2017-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-05-16T12:00:00.000000000&#x27;, &#x27;2017-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-07-16T12:00:00.000000000&#x27;, &#x27;2017-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2017-09-16T00:00:00.000000000&#x27;, &#x27;2017-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2017-11-16T00:00:00.000000000&#x27;, &#x27;2017-12-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2018-01-16T12:00:00.000000000&#x27;, &#x27;2018-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-03-16T12:00:00.000000000&#x27;, &#x27;2018-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-05-16T12:00:00.000000000&#x27;, &#x27;2018-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-07-16T12:00:00.000000000&#x27;, &#x27;2018-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2018-09-16T00:00:00.000000000&#x27;, &#x27;2018-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2018-11-16T00:00:00.000000000&#x27;, &#x27;2018-12-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2019-01-16T12:00:00.000000000&#x27;, &#x27;2019-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2019-03-16T12:00:00.000000000&#x27;, &#x27;2019-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2019-05-16T12:00:00.000000000&#x27;, &#x27;2019-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2019-07-16T12:00:00.000000000&#x27;, &#x27;2019-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2019-09-16T00:00:00.000000000&#x27;, &#x27;2019-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2019-11-16T00:00:00.000000000&#x27;, &#x27;2019-12-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2020-01-16T12:00:00.000000000&#x27;, &#x27;2020-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-03-16T12:00:00.000000000&#x27;, &#x27;2020-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-05-16T12:00:00.000000000&#x27;, &#x27;2020-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-07-16T12:00:00.000000000&#x27;, &#x27;2020-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2020-09-16T00:00:00.000000000&#x27;, &#x27;2020-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;2020-11-16T00:00:00.000000000&#x27;, &#x27;2020-12-16T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f5c473d0-51ed-4428-9ec8-76fd57383f1b' class='xr-section-summary-in' type='checkbox'  ><label for='section-f5c473d0-51ed-4428-9ec8-76fd57383f1b' class='xr-section-summary' >Data variables: <span>(16)</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>Temp</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.227 2.227 2.218 ... 22.77 22.63</div><input id='attrs-f71f9333-5087-4fda-8f09-b057b007b432' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f71f9333-5087-4fda-8f09-b057b007b432' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b655b8e-1e7f-4d9a-acd7-8b60c4185945' class='xr-var-data-in' type='checkbox'><label for='data-3b655b8e-1e7f-4d9a-acd7-8b60c4185945' 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>°C</dd></dl></div><div class='xr-var-data'><pre>array([[ 2.227 ,  2.227 ,  2.2175, ..., 21.06  , 20.7195, 21.416 ],\n",
       "       [ 2.226 ,  2.226 ,  2.214 , ..., 20.344 , 20.304 , 20.6425],\n",
       "       [ 2.226 ,  2.226 ,  2.22  , ..., 19.9775, 20.178 , 19.477 ],\n",
       "       ...,\n",
       "       [ 2.227 ,  2.227 ,  2.221 , ..., 26.0025, 25.816 , 25.944 ],\n",
       "       [ 2.223 ,  2.223 ,  2.214 , ..., 24.2445, 24.175 , 24.176 ],\n",
       "       [ 2.225 ,  2.225 ,  2.2185, ..., 22.7635, 22.765 , 22.633 ]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Sal1</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>34.88 34.88 34.89 ... 36.56 36.65</div><input id='attrs-61f87398-fd29-4158-9e6d-57204428be43' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-61f87398-fd29-4158-9e6d-57204428be43' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-564ae6e7-949a-4551-a788-ad1d68239b0d' class='xr-var-data-in' type='checkbox'><label for='data-564ae6e7-949a-4551-a788-ad1d68239b0d' 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>-</dd></dl></div><div class='xr-var-data'><pre>array([[34.883 , 34.883 , 34.8865, ..., 36.658 , 36.597 , 36.666 ],\n",
       "       [34.883 , 34.883 , 34.886 , ..., 36.6375, 36.627 , 36.664 ],\n",
       "       [34.882 , 34.882 , 34.8865, ..., 36.663 , 36.665 , 36.681 ],\n",
       "       ...,\n",
       "       [34.8825, 34.8825, 34.887 , ..., 36.516 , 36.5155, 36.6115],\n",
       "       [34.883 , 34.883 , 34.8865, ..., 36.5015, 36.533 , 36.5705],\n",
       "       [34.883 , 34.883 , 34.887 , ..., 36.629 , 36.56  , 36.6505]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>NO3</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>20.43 20.43 ... 0.02563 0.02563</div><input id='attrs-0171aebc-47cc-45bf-88ae-797ce873ba30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0171aebc-47cc-45bf-88ae-797ce873ba30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fe7c575-b102-47db-8c12-ac7c6cc53462' class='xr-var-data-in' type='checkbox'><label for='data-3fe7c575-b102-47db-8c12-ac7c6cc53462' 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>mmolN/m3</dd></dl></div><div class='xr-var-data'><pre>array([[20.43251294, 20.43251294, 20.14384757, ...,  0.02564568,\n",
       "         0.02564576,  0.0256412 ],\n",
       "       [20.1969983 , 20.1969983 , 19.7673317 , ...,  0.04104026,\n",
       "         0.05129828,  0.05129295],\n",
       "       [20.00333526, 20.00333526, 20.1020033 , ...,  0.0513062 ,\n",
       "         0.05130142,  0.18984381],\n",
       "       ...,\n",
       "       [20.04520897, 20.04520897, 19.98695933, ...,  0.02560657,\n",
       "         0.02560694,  0.02560668],\n",
       "       [20.32785253, 20.32785253, 19.82486298, ...,  0.02561979,\n",
       "         0.02561983,  0.02561946],\n",
       "       [20.2807417 , 20.2807417 , 19.97650904, ...,  0.02563312,\n",
       "         0.02563072,  0.0256323 ]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>NO2</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.01047 0.01047 ... 0.00769</div><input id='attrs-a0463c55-28ff-42ae-a4f2-7dce951b08b4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a0463c55-28ff-42ae-a4f2-7dce951b08b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1ec46bd2-bb4c-4fa9-ac03-d5953bbb9b4a' class='xr-var-data-in' type='checkbox'><label for='data-1ec46bd2-bb4c-4fa9-ac03-d5953bbb9b4a' 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>mmolN/m3</dd></dl></div><div class='xr-var-data'><pre>array([[0.01046748, 0.01046748, 0.0104589 , ..., 0.02513277, 0.02974908,\n",
       "        0.02512838],\n",
       "       [0.01046748, 0.01046748, 0.00784418, ..., 0.02975419, 0.029753  ,\n",
       "        0.02051718],\n",
       "       [0.00523374, 0.00523374, 0.00522945, ..., 0.01539186, 0.02052057,\n",
       "        0.0297593 ],\n",
       "       ...,\n",
       "       [0.01046747, 0.01046747, 0.0104589 , ..., 0.00512131, 0.00512139,\n",
       "        0.00512134],\n",
       "       [0.01046748, 0.01046748, 0.00522945, ..., 0.00512396, 0.00512397,\n",
       "        0.00512389],\n",
       "       [0.01046748, 0.01046748,        nan, ..., 0.00768994, 0.00512614,\n",
       "        0.00768969]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Chl</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 nan nan ... 0.1251 0.1097</div><input id='attrs-226c78c1-5eb0-4ab4-901d-d931a2f111b8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-226c78c1-5eb0-4ab4-901d-d931a2f111b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2f6fc6f-eb6b-4f64-a37d-194a9eb454c4' class='xr-var-data-in' type='checkbox'><label for='data-c2f6fc6f-eb6b-4f64-a37d-194a9eb454c4' 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>mg/m3</dd></dl></div><div class='xr-var-data'><pre>array([[0.        ,        nan,        nan, ..., 0.10976351, 0.22978601,\n",
       "        0.10974433],\n",
       "       [0.        ,        nan,        nan, ..., 0.30985395, 0.28008863,\n",
       "        0.2698009 ],\n",
       "       [0.        ,        nan,        nan, ..., 0.28474942, 0.25035095,\n",
       "        0.29964536],\n",
       "       ...,\n",
       "       [0.        ,        nan,        nan, ..., 0.06504068, 0.06043239,\n",
       "        0.06043177],\n",
       "       [0.        ,        nan,        nan, ..., 0.10042959, 0.11990082,\n",
       "        0.10042827],\n",
       "       [0.        ,        nan,        nan, ..., 0.12508961, 0.12507789,\n",
       "        0.10970626]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PO41</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.34 1.34 ... 0.005126 0.005126</div><input id='attrs-d65223a9-9c38-499a-8b2d-0b855f00a6d0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d65223a9-9c38-499a-8b2d-0b855f00a6d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a64f6836-adb7-48dc-b7b7-49975a0d6279' class='xr-var-data-in' type='checkbox'><label for='data-a64f6836-adb7-48dc-b7b7-49975a0d6279' 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>mmolP/m3</dd></dl></div><div class='xr-var-data'><pre>array([[1.33983691, 1.33983691, 1.32828071, ..., 0.00512914, 0.00512915,\n",
       "        0.00512824],\n",
       "       [1.3189022 , 1.3189022 , 1.2969043 , ..., 0.00513003, 0.00512983,\n",
       "        0.00512929],\n",
       "       [1.37647231, 1.37647231, 1.37534518, ..., 0.00513062, 0.00513014,\n",
       "        0.00513091],\n",
       "       ...,\n",
       "       [1.33983642, 1.33983642, 1.30736259, ..., 0.00512131, 0.00512139,\n",
       "        0.00512134],\n",
       "       [1.44451269, 1.44451269, 1.41718224, ..., 0.00512396, 0.00512397,\n",
       "        0.00512389],\n",
       "       [1.44451218, 1.44451218, 1.45378783, ..., 0.00512662, 0.00512614,\n",
       "        0.00512646]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>O2</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>274.2 274.2 276.2 ... 217.7 219.2</div><input id='attrs-c94aad75-bf54-4648-b4ef-f63b6cac05d7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c94aad75-bf54-4648-b4ef-f63b6cac05d7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2951f137-da2b-4a9a-a95f-06784cb6ae1d' class='xr-var-data-in' type='checkbox'><label for='data-2951f137-da2b-4a9a-a95f-06784cb6ae1d' 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>mmolO2/m3</dd></dl></div><div class='xr-var-data'><pre>array([[274.24786835, 274.24786835, 276.16733914, ..., 224.14324041,\n",
       "        224.24652776, 222.66817792],\n",
       "       [274.50960369, 274.50960369, 275.69675321, ..., 228.38903731,\n",
       "        228.48255476, 227.63809521],\n",
       "       [274.14304051, 274.14304051, 275.6965697 , ..., 231.23705389,\n",
       "        232.44675024, 229.5570769 ],\n",
       "       ...,\n",
       "       [274.19543022, 274.19543022, 276.32415779, ..., 209.25687619,\n",
       "        209.36238218, 209.05295607],\n",
       "       [273.88170001, 273.88170001, 275.80144388, ..., 213.87402781,\n",
       "        214.0793195 , 213.10264294],\n",
       "       [274.09095295, 274.09095295, 275.69674255, ..., 218.85555676,\n",
       "        217.70729474, 219.20745186]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>CO2</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.739e+04 2.739e+04 ... 2.532e+04</div><input id='attrs-3a3a01b3-564c-4a29-b363-b7772a243098' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3a3a01b3-564c-4a29-b363-b7772a243098' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d5d57719-6342-4761-b946-41a81822d00a' class='xr-var-data-in' type='checkbox'><label for='data-d5d57719-6342-4761-b946-41a81822d00a' 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>mmolC/m3</dd></dl></div><div class='xr-var-data'><pre>array([[27392.96570793, 27392.96570793, 27323.46626799, ...,\n",
       "        25535.71100613, 25461.93145518, 25531.25020414],\n",
       "       [27382.92176358, 27382.92176358, 27318.45240714, ...,\n",
       "        25666.98792831, 25667.8143305 , 25692.84192019],\n",
       "       [27382.27359246, 27382.27359246, 27316.55162151, ...,\n",
       "        25631.14210954, 25575.811711  , 25711.41879601],\n",
       "       ...,\n",
       "       [27372.85809648, 27372.85809648, 27336.63806607, ...,\n",
       "        25156.30240803, 25154.2141957 , 25180.9970267 ],\n",
       "       [27381.68016174, 27381.68016174, 27334.15083597, ...,\n",
       "        25225.8625725 , 25240.04400064, 25247.66739478],\n",
       "       [27364.0851326 , 27364.0851326 , 27291.46737503, ...,\n",
       "        25315.88198463, 25309.81862577, 25317.53792712]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Alk</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.449e+03 2.449e+03 ... 2.455e+03</div><input id='attrs-113260ba-3850-4717-854a-9df89ad8a15e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-113260ba-3850-4717-854a-9df89ad8a15e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5e257a7-3261-47f3-a9c1-5c473383ee2a' class='xr-var-data-in' type='checkbox'><label for='data-f5e257a7-3261-47f3-a9c1-5c473383ee2a' 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>mmol/m3</dd></dl></div><div class='xr-var-data'><pre>array([[2449.23234638, 2449.23234638, 2439.43458363, ..., 2463.88302963,\n",
       "        2456.9664164 , 2461.76029776],\n",
       "       [2441.95788158, 2441.95788158, 2439.64433437, ..., 2457.49066556,\n",
       "        2457.70076299, 2463.24115506],\n",
       "       [2446.40476183, 2446.40476183, 2443.40791401, ..., 2461.87681252,\n",
       "        2462.87874317, 2462.17153541],\n",
       "       ...,\n",
       "       [2443.1079753 , 2443.1079753 , 2440.47990081, ..., 2443.58360022,\n",
       "        2445.77052922, 2451.63499753],\n",
       "       [2443.84332131, 2443.84332131, 2442.10307691, ..., 2454.78603837,\n",
       "        2454.99481952, 2453.31919792],\n",
       "       [2445.83127996, 2445.83127996, 2438.91211665, ..., 2457.4982358 ,\n",
       "        2456.44774283, 2454.8568849 ]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Si1</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>37.16 37.16 35.39 ... 0.8561 0.7331</div><input id='attrs-48f10f7b-f651-453b-8a02-8815493972c4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48f10f7b-f651-453b-8a02-8815493972c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-466a32fe-130a-4c31-b824-cbf066c4002a' class='xr-var-data-in' type='checkbox'><label for='data-466a32fe-130a-4c31-b824-cbf066c4002a' 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>mmolSi/m3</dd></dl></div><div class='xr-var-data'><pre>array([[37.16477315, 37.16477315, 35.39292845, ...,  0.86169484,\n",
       "         0.84118094,  0.90257023],\n",
       "       [33.6895771 , 33.6895771 , 33.60446389, ...,  0.80028504,\n",
       "         0.76947425,  0.83094573],\n",
       "       [34.77816923, 34.77816923, 34.42023562, ...,  0.87220544,\n",
       "         0.81569263,  0.92869537],\n",
       "       ...,\n",
       "       [36.50007502, 36.50007502, 33.91821513, ...,  0.8603807 ,\n",
       "         0.85015057,  0.86038453],\n",
       "       [36.64665896, 36.64665896, 35.70671708, ...,  0.81983336,\n",
       "         0.8095867 ,  0.91205267],\n",
       "       [36.21224563, 36.21224563, 34.0332777 , ...,  0.81513313,\n",
       "         0.85606589,  0.73308385]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>POC</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 nan nan ... 23.12 24.39 22.62</div><input id='attrs-4088e6c1-d240-4373-bbcb-86faa3c23f49' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4088e6c1-d240-4373-bbcb-86faa3c23f49' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7c185374-d4a0-4896-a61f-cf74272a0583' class='xr-var-data-in' type='checkbox'><label for='data-7c185374-d4a0-4896-a61f-cf74272a0583' 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>mmolC/m3</dd></dl></div><div class='xr-var-data'><pre>array([[ 0.        ,         nan,         nan, ..., 25.6764545 ,\n",
       "        24.05572313, 24.51298688],\n",
       "       [ 0.        ,         nan,         nan, ..., 28.81539134,\n",
       "        31.58948299, 25.91319642],\n",
       "       [ 0.        ,         nan,         nan, ..., 29.57802564,\n",
       "        27.86693329, 32.49920709],\n",
       "       ...,\n",
       "       [ 0.        ,         nan,         nan, ..., 21.91410116,\n",
       "        21.90930213, 24.47998849],\n",
       "       [ 0.        ,         nan,         nan, ..., 28.00755716,\n",
       "        23.38065904, 22.51950266],\n",
       "       [ 0.        ,         nan,         nan, ..., 23.11594531,\n",
       "        24.39018857, 22.61794382]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PON</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 nan nan ... 0.3325 0.2838</div><input id='attrs-1eda9f55-4484-40a6-b393-c1a830d01a4c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1eda9f55-4484-40a6-b393-c1a830d01a4c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06246994-2a02-4c8c-8bff-03ad8839d370' class='xr-var-data-in' type='checkbox'><label for='data-06246994-2a02-4c8c-8bff-03ad8839d370' 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>mmolN/m3</dd></dl></div><div class='xr-var-data'><pre>array([[0.        ,        nan,        nan, ..., 0.34731578, 0.32386932,\n",
       "        0.29377489],\n",
       "       [0.        ,        nan,        nan, ..., 0.37632451, 0.35542382,\n",
       "        0.33780069],\n",
       "       [0.        ,        nan,        nan, ..., 0.41154904, 0.37963053,\n",
       "        0.45225339],\n",
       "       ...,\n",
       "       [0.        ,        nan,        nan, ..., 0.25862634, 0.26484897,\n",
       "        0.24582415],\n",
       "       [0.        ,        nan,        nan, ..., 0.3089015 , 0.28657613,\n",
       "        0.26790632],\n",
       "       [0.        ,        nan,        nan, ..., 0.30320316, 0.33246699,\n",
       "        0.28378621]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>POP</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 nan nan ... 0.007177 0.01025</div><input id='attrs-d7fe437d-bbf0-459a-ad26-f2946bd0ca25' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d7fe437d-bbf0-459a-ad26-f2946bd0ca25' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb15f33e-66e7-4810-83bc-ec23a70b0af8' class='xr-var-data-in' type='checkbox'><label for='data-fb15f33e-66e7-4810-83bc-ec23a70b0af8' 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>mmolP/m3</dd></dl></div><div class='xr-var-data'><pre>array([[0.        ,        nan,        nan, ..., 0.01743906, 0.01846495,\n",
       "        0.0107693 ],\n",
       "       [0.        ,        nan,        nan, ..., 0.01333808, 0.01333755,\n",
       "        0.01333617],\n",
       "       [0.        ,        nan,        nan, ..., 0.01282655, 0.01539043,\n",
       "        0.01026183],\n",
       "       ...,\n",
       "       [0.        ,        nan,        nan, ..., 0.00768197, 0.00716994,\n",
       "        0.0061456 ],\n",
       "       [0.        ,        nan,        nan, ..., 0.00819833, 0.00819835,\n",
       "        0.00871062],\n",
       "       [0.        ,        nan,        nan, ..., 0.00717727, 0.0071766 ,\n",
       "        0.01025292]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DOC</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>530.3 nan nan ... 804.9 808.5 827.6</div><input id='attrs-660b6314-89a1-4a7b-8959-91ae967219fa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-660b6314-89a1-4a7b-8959-91ae967219fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c34426a0-413b-4d75-9ab7-d71a6ed42a59' class='xr-var-data-in' type='checkbox'><label for='data-c34426a0-413b-4d75-9ab7-d71a6ed42a59' 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>mg C/m3</dd></dl></div><div class='xr-var-data'><pre>array([[530.30568644,          nan,          nan, ..., 772.00676629,\n",
       "        789.63295855, 731.18444974],\n",
       "       [532.99113139,          nan,          nan, ..., 756.69515206,\n",
       "        742.19382549, 727.47759728],\n",
       "       [533.12155919,          nan,          nan, ..., 735.08961386,\n",
       "        745.34812289, 727.28648688],\n",
       "       ...,\n",
       "       [532.81533818,          nan,          nan, ..., 802.82225082,\n",
       "        805.2974486 , 801.48916278],\n",
       "       [537.18717357,          nan,          nan, ..., 802.0737199 ,\n",
       "        811.00604243, 804.47656782],\n",
       "       [542.68060053,          nan,          nan, ..., 804.93628067,\n",
       "        808.50553192, 827.55426892]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DON</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 nan nan ... 3.978 3.845 3.587</div><input id='attrs-edb8214e-dc28-4f7c-a151-b2b221a6988f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-edb8214e-dc28-4f7c-a151-b2b221a6988f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67167930-bce0-43ee-893a-a1915440dd1f' class='xr-var-data-in' type='checkbox'><label for='data-67167930-bce0-43ee-893a-a1915440dd1f' 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>mmolN/m3</dd></dl></div><div class='xr-var-data'><pre>array([[0.        ,        nan,        nan, ..., 4.03809545, 3.75380657,\n",
       "        3.57804626],\n",
       "       [0.        ,        nan,        nan, ..., 4.09706364, 4.15882513,\n",
       "        3.56046322],\n",
       "       [0.        ,        nan,        nan, ..., 3.84686576, 3.77578478,\n",
       "        3.77048855],\n",
       "       ...,\n",
       "       [0.        ,        nan,        nan, ..., 4.22252311, 4.11393862,\n",
       "        4.03049183],\n",
       "       [0.        ,        nan,        nan, ..., 3.86712468, 4.19689454,\n",
       "        4.01054299],\n",
       "       [0.        ,        nan,        nan, ..., 3.97752745, 3.84533958,\n",
       "        3.58669149]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DOP</span></div><div class='xr-var-dims'>(time, depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 nan nan ... 0.06254 0.06562</div><input id='attrs-2c97555a-121c-4737-ae72-4eb2ac24fbae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2c97555a-121c-4737-ae72-4eb2ac24fbae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1a0da540-abee-4148-8e0c-dc9f5d484d2e' class='xr-var-data-in' type='checkbox'><label for='data-1a0da540-abee-4148-8e0c-dc9f5d484d2e' 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>mmolP/m3</dd></dl></div><div class='xr-var-data'><pre>array([[0.        ,        nan,        nan, ..., 0.03282647, 0.03282657,\n",
       "        0.02871814],\n",
       "       [0.        ,        nan,        nan, ..., 0.06463841, 0.06463584,\n",
       "        0.05847396],\n",
       "       [0.        ,        nan,        nan, ..., 0.09748178, 0.09234256,\n",
       "        0.10159209],\n",
       "       ...,\n",
       "       [0.        ,        nan,        nan, ..., 0.0440433 , 0.05018961,\n",
       "        0.04506776],\n",
       "       [0.        ,        nan,        nan, ..., 0.06661146, 0.06661156,\n",
       "        0.05687519],\n",
       "       [0.        ,        nan,        nan, ..., 0.07382338, 0.06253895,\n",
       "        0.06561869]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-40248176-eb5d-4520-85c2-b65d793f562a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-40248176-eb5d-4520-85c2-b65d793f562a' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (depth: 39, time: 84)\n",
       "Coordinates:\n",
       "  * depth    (depth) float64 -1.2e+04 -4.2e+03 -4e+03 ... -20.0 -10.0 -0.0\n",
       "  * time     (time) datetime64[ns] 2014-01-16T12:00:00 ... 2020-12-16T12:00:00\n",
       "Data variables:\n",
       "    Temp     (time, depth) float64 2.227 2.227 2.218 2.237 ... 22.76 22.77 22.63\n",
       "    Sal1     (time, depth) float64 34.88 34.88 34.89 34.89 ... 36.63 36.56 36.65\n",
       "    NO3      (time, depth) float64 20.43 20.43 20.14 ... 0.02563 0.02563 0.02563\n",
       "    NO2      (time, depth) float64 0.01047 0.01047 0.01046 ... 0.005126 0.00769\n",
       "    Chl      (time, depth) float64 0.0 nan nan nan ... 0.1251 0.1251 0.1097\n",
       "    PO41     (time, depth) float64 1.34 1.34 1.328 ... 0.005126 0.005126\n",
       "    O2       (time, depth) float64 274.2 274.2 276.2 277.5 ... 218.9 217.7 219.2\n",
       "    CO2      (time, depth) float64 2.739e+04 2.739e+04 ... 2.531e+04 2.532e+04\n",
       "    Alk      (time, depth) float64 2.449e+03 2.449e+03 ... 2.456e+03 2.455e+03\n",
       "    Si1      (time, depth) float64 37.16 37.16 35.39 ... 0.8151 0.8561 0.7331\n",
       "    POC      (time, depth) float64 0.0 nan nan nan ... 23.39 23.12 24.39 22.62\n",
       "    PON      (time, depth) float64 0.0 nan nan nan ... 0.3032 0.3325 0.2838\n",
       "    POP      (time, depth) float64 0.0 nan nan nan ... 0.007177 0.007177 0.01025\n",
       "    DOC      (time, depth) float64 530.3 nan nan nan ... 791.3 804.9 808.5 827.6\n",
       "    DON      (time, depth) float64 0.0 nan nan nan ... 3.582 3.978 3.845 3.587\n",
       "    DOP      (time, depth) float64 0.0 nan nan nan ... 0.07382 0.06254 0.06562"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "xrN=gotm_clim_load(varlist,filedir,units)\n",
    "\n",
    "xrN"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "51399831",
   "metadata": {
    "hideCode": false,
    "hideOutput": false,
    "hidePrompt": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x2160 with 32 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "###########\n",
    "ncolplot=3\n",
    "ylim =-4000\n",
    "###########\n",
    "\n",
    "nrowplot=int(np.ceil(len(varlist)/ncolplot))\n",
    "\n",
    "f=plt.figure(figsize=(ncolplot*5,nrowplot*5))\n",
    "for i,v in enumerate(varlist) : \n",
    "    ax=f.add_subplot(nrowplot,ncolplot,i+1)\n",
    "    xrN[v].plot(x='time',y='depth', ylim=[ylim,0], xlim =[xrN.time.values[0],xrN.time.values[24]], ax=ax, cmap='YlGnBu_r')\n",
    "    ax.set_title(v, fontsize=15)\n",
    "f.tight_layout()\n",
    "\n",
    "#plt.savefig(filedir+'BatsClims.png', facecolor='white')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "8798e9f1",
   "metadata": {
    "hideCode": false,
    "hidePrompt": false
   },
   "outputs": [
    {
     "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": [
    "# Some examples\n",
    "_=xrN.NO3.plot.contourf(x='time',y='depth', ylim=[-300,0], vmax=2.5, levels=20, cmap='YlGnBu_r')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "4debaebc",
   "metadata": {
    "hideCode": false,
    "hidePrompt": false
   },
   "outputs": [
    {
     "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": [
    "# Some examples\n",
    "_=xrN.NO3.plot(x='time',y='depth', ylim=[-2000,0], vmax=15, cmap='YlGnBu_r')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "c0be3a95",
   "metadata": {},
   "outputs": [],
   "source": [
    "xrN['NOX']=xrN['NO3']+xrN['NO2']\n",
    "\n",
    "# Netcdf export\n",
    "xrN.to_netcdf(filedir+'BATS_CLIM.nc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b2398712-86b0-4960-896e-ca02239fabf5",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "81c67891-523d-4e76-a6cf-b353ba466a5a",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "celltoolbar": "Hide code",
  "hide_code_all_hidden": true,
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
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