{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Accessing all profiles at once "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Conveniently, all the core mission profiles are compacted in a single file, named: `<FloatWmoID>_prof.nc`. However, some information is only in the individual profile files, but we will see it. \n",
    "\n",
    "Let's start loading the neccesary python modules and the netCDF file **6901254/6901254_prof.nc**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import xarray as xr\n",
    "import netCDF4\n",
    "from matplotlib import pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "prof  = xr.open_dataset('../../Data/202107-ArgoData/dac/coriolis/6901254/6901254_prof.nc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
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       "\n",
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       "\n",
       ".xr-attrs dt {\n",
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       "\n",
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       "\n",
       ".xr-attrs dd {\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 892kB\n",
       "Dimensions:                       (N_PROF: 104, N_PARAM: 3, N_LEVELS: 98,\n",
       "                                   N_CALIB: 1, N_HISTORY: 0)\n",
       "Dimensions without coordinates: N_PROF, N_PARAM, N_LEVELS, N_CALIB, N_HISTORY\n",
       "Data variables: (12/64)\n",
       "    DATA_TYPE                     object 8B ...\n",
       "    FORMAT_VERSION                object 8B ...\n",
       "    HANDBOOK_VERSION              object 8B ...\n",
       "    REFERENCE_DATE_TIME           object 8B ...\n",
       "    DATE_CREATION                 object 8B ...\n",
       "    DATE_UPDATE                   object 8B ...\n",
       "    ...                            ...\n",
       "    HISTORY_ACTION                (N_HISTORY, N_PROF) object 0B ...\n",
       "    HISTORY_PARAMETER             (N_HISTORY, N_PROF) object 0B ...\n",
       "    HISTORY_START_PRES            (N_HISTORY, N_PROF) float32 0B ...\n",
       "    HISTORY_STOP_PRES             (N_HISTORY, N_PROF) float32 0B ...\n",
       "    HISTORY_PREVIOUS_VALUE        (N_HISTORY, N_PROF) float32 0B ...\n",
       "    HISTORY_QCTEST                (N_HISTORY, N_PROF) object 0B ...\n",
       "Attributes:\n",
       "    title:                Argo float vertical profile\n",
       "    institution:          FR GDAC\n",
       "    source:               Argo float\n",
       "    history:              2021-07-09T12:28:17Z creation\n",
       "    references:           http://www.argodatamgt.org/Documentation\n",
       "    user_manual_version:  3.1\n",
       "    Conventions:          Argo-3.1 CF-1.6\n",
       "    featureType:          trajectoryProfile</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-daca8891-475e-457b-90d9-aa1866586988' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-daca8891-475e-457b-90d9-aa1866586988' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>N_PROF</span>: 104</li><li><span>N_PARAM</span>: 3</li><li><span>N_LEVELS</span>: 98</li><li><span>N_CALIB</span>: 1</li><li><span>N_HISTORY</span>: 0</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-0f865962-05f0-461f-94f9-e2fd632a97d9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0f865962-05f0-461f-94f9-e2fd632a97d9' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-89aa1ef6-c9f8-47b1-9c98-6c732595ba10' class='xr-section-summary-in' type='checkbox'  ><label for='section-89aa1ef6-c9f8-47b1-9c98-6c732595ba10' class='xr-section-summary' >Data variables: <span>(64)</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>DATA_TYPE</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d494ae58-024f-441c-a0c9-b844339bf80e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d494ae58-024f-441c-a0c9-b844339bf80e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-661d9fa8-872b-4c77-a114-19cd091c0145' class='xr-var-data-in' type='checkbox'><label for='data-661d9fa8-872b-4c77-a114-19cd091c0145' 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>Data type</dd><dt><span>conventions :</span></dt><dd>Argo reference table 1</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FORMAT_VERSION</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d25cb6b2-aa85-4896-a7b5-62007126795e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d25cb6b2-aa85-4896-a7b5-62007126795e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-33e93ffc-cadb-4cda-80b1-f58e05d1d172' class='xr-var-data-in' type='checkbox'><label for='data-33e93ffc-cadb-4cda-80b1-f58e05d1d172' 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>File format version</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HANDBOOK_VERSION</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ff6e4894-88eb-4a21-999c-bae72fd65309' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ff6e4894-88eb-4a21-999c-bae72fd65309' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-167ee5b7-53c4-40ee-b809-8f8f6ff133f2' class='xr-var-data-in' type='checkbox'><label for='data-167ee5b7-53c4-40ee-b809-8f8f6ff133f2' 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>Data handbook version</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>REFERENCE_DATE_TIME</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-34107e54-d0c3-44f5-868e-a79a90e81597' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-34107e54-d0c3-44f5-868e-a79a90e81597' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2531f09-801e-4161-a376-f0cecf307472' class='xr-var-data-in' type='checkbox'><label for='data-e2531f09-801e-4161-a376-f0cecf307472' 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>Date of reference for Julian days</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATE_CREATION</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c392b190-bf65-4323-90e8-b240d84af048' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c392b190-bf65-4323-90e8-b240d84af048' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2f89317-55c9-434c-9c6b-35b83b8cd39e' class='xr-var-data-in' type='checkbox'><label for='data-f2f89317-55c9-434c-9c6b-35b83b8cd39e' 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>Date of file creation</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATE_UPDATE</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-121ab8c8-c019-4803-a0f6-20054aa31be1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-121ab8c8-c019-4803-a0f6-20054aa31be1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1edeca6b-3f74-4368-a3ab-9f308b104d4e' class='xr-var-data-in' type='checkbox'><label for='data-1edeca6b-3f74-4368-a3ab-9f308b104d4e' 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>Date of update of this file</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PLATFORM_NUMBER</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9a80a441-becb-4072-87e0-1a452eef2e73' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9a80a441-becb-4072-87e0-1a452eef2e73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45049c03-90c2-406f-91d2-3833cf80b14f' class='xr-var-data-in' type='checkbox'><label for='data-45049c03-90c2-406f-91d2-3833cf80b14f' 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>Float unique identifier</dd><dt><span>conventions :</span></dt><dd>WMO float identifier : A9IIIII</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PROJECT_NAME</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-041a884d-8145-410e-83a7-79ced9906444' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-041a884d-8145-410e-83a7-79ced9906444' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d59ee50c-90aa-4d53-bfba-5a834611ad3b' class='xr-var-data-in' type='checkbox'><label for='data-d59ee50c-90aa-4d53-bfba-5a834611ad3b' 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>Name of the project</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PI_NAME</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-76011d9e-f7a4-434f-be26-3aca0fa94772' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-76011d9e-f7a4-434f-be26-3aca0fa94772' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c7a87db4-9ada-469f-91f5-e106b6c0414a' class='xr-var-data-in' type='checkbox'><label for='data-c7a87db4-9ada-469f-91f5-e106b6c0414a' 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>Name of the principal investigator</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>STATION_PARAMETERS</span></div><div class='xr-var-dims'>(N_PROF, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-af2f7775-a995-4b98-8edb-453466ba0d53' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-af2f7775-a995-4b98-8edb-453466ba0d53' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4a5331c-c74a-4cf2-9d8b-f5fc65d3dba4' class='xr-var-data-in' type='checkbox'><label for='data-e4a5331c-c74a-4cf2-9d8b-f5fc65d3dba4' 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>List of available parameters for the station</dd><dt><span>conventions :</span></dt><dd>Argo reference table 3</dd></dl></div><div class='xr-var-data'><pre>[312 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>CYCLE_NUMBER</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ceb67ab6-bdc9-4aa3-a3dc-855e2c8b4d4e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ceb67ab6-bdc9-4aa3-a3dc-855e2c8b4d4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e20351e4-2aaf-4be8-90a0-e306a21c62c3' class='xr-var-data-in' type='checkbox'><label for='data-e20351e4-2aaf-4be8-90a0-e306a21c62c3' 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>Float cycle number</dd><dt><span>conventions :</span></dt><dd>0...N, 0 : launch cycle (if exists), 1 : first complete cycle</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DIRECTION</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a9f240a6-6427-4543-b28c-871446606e28' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a9f240a6-6427-4543-b28c-871446606e28' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-915cf7f1-71cf-446d-96c0-aa2f695bf253' class='xr-var-data-in' type='checkbox'><label for='data-915cf7f1-71cf-446d-96c0-aa2f695bf253' 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>Direction of the station profiles</dd><dt><span>conventions :</span></dt><dd>A: ascending profiles, D: descending profiles</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATA_CENTRE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c0a62c26-53aa-46d7-9891-25d95d5ff73a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c0a62c26-53aa-46d7-9891-25d95d5ff73a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7224f970-4822-4445-b078-3758f06055a4' class='xr-var-data-in' type='checkbox'><label for='data-7224f970-4822-4445-b078-3758f06055a4' 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>Data centre in charge of float data processing</dd><dt><span>conventions :</span></dt><dd>Argo reference table 4</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DC_REFERENCE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-72e5b127-ae9b-4165-aa2f-290aef411026' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-72e5b127-ae9b-4165-aa2f-290aef411026' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9f00849e-e49b-4a85-9f67-1fda768d4e24' class='xr-var-data-in' type='checkbox'><label for='data-9f00849e-e49b-4a85-9f67-1fda768d4e24' 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>Station unique identifier in data centre</dd><dt><span>conventions :</span></dt><dd>Data centre convention</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATA_STATE_INDICATOR</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-968ace6a-4944-4dca-8d75-bd778d36618a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-968ace6a-4944-4dca-8d75-bd778d36618a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8fbf62b7-b9b0-4455-b10e-cd8e37dbde82' class='xr-var-data-in' type='checkbox'><label for='data-8fbf62b7-b9b0-4455-b10e-cd8e37dbde82' 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>Degree of processing the data have passed through</dd><dt><span>conventions :</span></dt><dd>Argo reference table 6</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DATA_MODE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-270b61f5-1e13-4dbb-b3c5-b44cacd665df' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-270b61f5-1e13-4dbb-b3c5-b44cacd665df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7dacaf0f-98e4-4780-8791-2598659f24e5' class='xr-var-data-in' type='checkbox'><label for='data-7dacaf0f-98e4-4780-8791-2598659f24e5' 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>Delayed mode or real time data</dd><dt><span>conventions :</span></dt><dd>R : real time; D : delayed mode; A : real time with adjustment</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PLATFORM_TYPE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-542e9a1e-1309-4c73-8c06-29fb0fdeb17e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-542e9a1e-1309-4c73-8c06-29fb0fdeb17e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d8c319a-96e7-47b3-9856-f6edf4265370' class='xr-var-data-in' type='checkbox'><label for='data-7d8c319a-96e7-47b3-9856-f6edf4265370' 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>Type of float</dd><dt><span>conventions :</span></dt><dd>Argo reference table 23</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FLOAT_SERIAL_NO</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fd420c7e-8cf9-427c-80ce-c8e0f7aa11b0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fd420c7e-8cf9-427c-80ce-c8e0f7aa11b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a0e5512b-27eb-467d-8b8c-4988abe1eb9e' class='xr-var-data-in' type='checkbox'><label for='data-a0e5512b-27eb-467d-8b8c-4988abe1eb9e' 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>Serial number of the float</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FIRMWARE_VERSION</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e33e1ae9-41b0-476e-be7c-139d9d2137d2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e33e1ae9-41b0-476e-be7c-139d9d2137d2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c917f11-d6c1-4dcc-95fb-6e7334765503' class='xr-var-data-in' type='checkbox'><label for='data-3c917f11-d6c1-4dcc-95fb-6e7334765503' 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>Instrument firmware version</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WMO_INST_TYPE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-16590ef7-f8b0-4883-a7f3-c99cb7fc1fc6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-16590ef7-f8b0-4883-a7f3-c99cb7fc1fc6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ecb9e42-256f-4206-b127-127385c9b132' class='xr-var-data-in' type='checkbox'><label for='data-8ecb9e42-256f-4206-b127-127385c9b132' 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>Coded instrument type</dd><dt><span>conventions :</span></dt><dd>Argo reference table 8</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>JULD</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fed2c9d0-ebbb-4a0d-803c-b6ffe03372b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fed2c9d0-ebbb-4a0d-803c-b6ffe03372b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2314a474-7ba4-4756-a504-1a25588267e4' class='xr-var-data-in' type='checkbox'><label for='data-2314a474-7ba4-4756-a504-1a25588267e4' 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>Julian day (UTC) of the station relative to REFERENCE_DATE_TIME</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>conventions :</span></dt><dd>Relative julian days with decimal part (as parts of day)</dd><dt><span>resolution :</span></dt><dd>0.0</dd><dt><span>axis :</span></dt><dd>T</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>JULD_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b6044a4e-010f-444c-9739-74cd5bfed62b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b6044a4e-010f-444c-9739-74cd5bfed62b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59b64111-2b4a-4a76-a5bc-329e9eec7110' class='xr-var-data-in' type='checkbox'><label for='data-59b64111-2b4a-4a76-a5bc-329e9eec7110' 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>Quality on date and time</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>JULD_LOCATION</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-46ade10e-57d4-411c-882f-c732fd990dbc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-46ade10e-57d4-411c-882f-c732fd990dbc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61257704-7f98-4c88-ae98-5a36cfc38d73' class='xr-var-data-in' type='checkbox'><label for='data-61257704-7f98-4c88-ae98-5a36cfc38d73' 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>Julian day (UTC) of the location relative to REFERENCE_DATE_TIME</dd><dt><span>conventions :</span></dt><dd>Relative julian days with decimal part (as parts of day)</dd><dt><span>resolution :</span></dt><dd>0.0</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LATITUDE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b741796d-f1dc-42fe-934d-c52ca76961ab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b741796d-f1dc-42fe-934d-c52ca76961ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-437ecbbe-2ff9-42bd-bc9c-4a3253c79866' class='xr-var-data-in' type='checkbox'><label for='data-437ecbbe-2ff9-42bd-bc9c-4a3253c79866' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Latitude of the station, best estimate</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degree_north</dd><dt><span>valid_min :</span></dt><dd>-90.0</dd><dt><span>valid_max :</span></dt><dd>90.0</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LONGITUDE</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7012a4ec-7b42-4d98-a00f-dd195ccdb38e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7012a4ec-7b42-4d98-a00f-dd195ccdb38e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ee03467-86d5-4b65-999e-01b92f37c9d2' class='xr-var-data-in' type='checkbox'><label for='data-6ee03467-86d5-4b65-999e-01b92f37c9d2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Longitude of the station, best estimate</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degree_east</dd><dt><span>valid_min :</span></dt><dd>-180.0</dd><dt><span>valid_max :</span></dt><dd>180.0</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>POSITION_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7dfdf36c-796b-4e01-b3a6-514f39959193' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7dfdf36c-796b-4e01-b3a6-514f39959193' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e28d2fb3-a12f-4238-aedc-a17449e5f527' class='xr-var-data-in' type='checkbox'><label for='data-e28d2fb3-a12f-4238-aedc-a17449e5f527' 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>Quality on position (latitude and longitude)</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>POSITIONING_SYSTEM</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-aaacb233-a25f-4595-8405-094367b1dae0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aaacb233-a25f-4595-8405-094367b1dae0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9216634e-4d06-4a31-af52-c29edb300f1e' class='xr-var-data-in' type='checkbox'><label for='data-9216634e-4d06-4a31-af52-c29edb300f1e' 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>Positioning system</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PROFILE_PRES_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d54bacee-1ae1-4394-a977-07d868e4250b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d54bacee-1ae1-4394-a977-07d868e4250b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-65d369d3-f655-4863-8202-70ce24487a7f' class='xr-var-data-in' type='checkbox'><label for='data-65d369d3-f655-4863-8202-70ce24487a7f' 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>Global quality flag of PRES profile</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2a</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PROFILE_TEMP_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ff01f952-b2a8-4469-92b1-91ead0e35f93' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ff01f952-b2a8-4469-92b1-91ead0e35f93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4cdd5162-8954-4f57-a7ad-87f532069eb4' class='xr-var-data-in' type='checkbox'><label for='data-4cdd5162-8954-4f57-a7ad-87f532069eb4' 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>Global quality flag of TEMP profile</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2a</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PROFILE_PSAL_QC</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e8c52b9d-ea32-4031-b152-d6299ede08a7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e8c52b9d-ea32-4031-b152-d6299ede08a7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-241783bc-b7dd-4cf6-92d8-770b34ca222d' class='xr-var-data-in' type='checkbox'><label for='data-241783bc-b7dd-4cf6-92d8-770b34ca222d' 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>Global quality flag of PSAL profile</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2a</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>VERTICAL_SAMPLING_SCHEME</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d14939d3-18d6-4eca-b1f0-0d47ee2f15d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d14939d3-18d6-4eca-b1f0-0d47ee2f15d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cdc7e931-85b1-49a6-b182-dd34cdb29bbe' class='xr-var-data-in' type='checkbox'><label for='data-cdc7e931-85b1-49a6-b182-dd34cdb29bbe' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Vertical sampling scheme</dd><dt><span>conventions :</span></dt><dd>Argo reference table 16</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>CONFIG_MISSION_NUMBER</span></div><div class='xr-var-dims'>(N_PROF)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-29db2dbe-b90b-46d6-a104-f72ec16cf220' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29db2dbe-b90b-46d6-a104-f72ec16cf220' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dde60522-4158-4217-817d-56b3e81e3239' class='xr-var-data-in' type='checkbox'><label for='data-dde60522-4158-4217-817d-56b3e81e3239' 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>Unique number denoting the missions performed by the float</dd><dt><span>conventions :</span></dt><dd>1...N, 1 : first complete mission</dd></dl></div><div class='xr-var-data'><pre>[104 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2f8e735e-3268-44e2-8c2f-7348a5e958aa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2f8e735e-3268-44e2-8c2f-7348a5e958aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8717751-f764-4173-90be-27e91f425103' class='xr-var-data-in' type='checkbox'><label for='data-a8717751-f764-4173-90be-27e91f425103' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Sea water pressure, equals 0 at sea-level</dd><dt><span>standard_name :</span></dt><dd>sea_water_pressure</dd><dt><span>units :</span></dt><dd>decibar</dd><dt><span>valid_min :</span></dt><dd>0.0</dd><dt><span>valid_max :</span></dt><dd>12000.0</dd><dt><span>C_format :</span></dt><dd>%7.1f</dd><dt><span>FORTRAN_format :</span></dt><dd>F7.1</dd><dt><span>resolution :</span></dt><dd>1.0</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ddf758d0-63ef-491c-b948-aa8b167d2a3a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ddf758d0-63ef-491c-b948-aa8b167d2a3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-503af357-02af-48d6-9b47-59930f322a5b' class='xr-var-data-in' type='checkbox'><label for='data-503af357-02af-48d6-9b47-59930f322a5b' 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>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES_ADJUSTED</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c12839d1-3806-4b02-a2db-fcc89c72b4bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c12839d1-3806-4b02-a2db-fcc89c72b4bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb740d52-5c52-44de-bb51-aa5b16cb77a3' class='xr-var-data-in' type='checkbox'><label for='data-cb740d52-5c52-44de-bb51-aa5b16cb77a3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Sea water pressure, equals 0 at sea-level</dd><dt><span>standard_name :</span></dt><dd>sea_water_pressure</dd><dt><span>units :</span></dt><dd>decibar</dd><dt><span>valid_min :</span></dt><dd>0.0</dd><dt><span>valid_max :</span></dt><dd>12000.0</dd><dt><span>C_format :</span></dt><dd>%7.1f</dd><dt><span>FORTRAN_format :</span></dt><dd>F7.1</dd><dt><span>resolution :</span></dt><dd>1.0</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES_ADJUSTED_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7529fcdb-5595-45f0-aef6-03dbafc9a7a0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7529fcdb-5595-45f0-aef6-03dbafc9a7a0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-359b1c77-673d-4975-9680-1d70dbd8d509' class='xr-var-data-in' type='checkbox'><label for='data-359b1c77-673d-4975-9680-1d70dbd8d509' 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>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PRES_ADJUSTED_ERROR</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-552197f4-3920-462b-ae2e-b71c4c9f8d9e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-552197f4-3920-462b-ae2e-b71c4c9f8d9e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b397ef0d-8531-4044-a4e9-de5a1eddd045' class='xr-var-data-in' type='checkbox'><label for='data-b397ef0d-8531-4044-a4e9-de5a1eddd045' 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>Contains the error on the adjusted values as determined by the delayed mode QC process</dd><dt><span>units :</span></dt><dd>decibar</dd><dt><span>C_format :</span></dt><dd>%7.1f</dd><dt><span>FORTRAN_format :</span></dt><dd>F7.1</dd><dt><span>resolution :</span></dt><dd>1.0</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bb49b1eb-05d8-4bf3-871b-79db84a7c3e1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb49b1eb-05d8-4bf3-871b-79db84a7c3e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-613ca335-1283-46a4-80a8-092c6d5e3657' class='xr-var-data-in' type='checkbox'><label for='data-613ca335-1283-46a4-80a8-092c6d5e3657' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Sea temperature in-situ ITS-90 scale</dd><dt><span>standard_name :</span></dt><dd>sea_water_temperature</dd><dt><span>units :</span></dt><dd>degree_Celsius</dd><dt><span>valid_min :</span></dt><dd>-2.5</dd><dt><span>valid_max :</span></dt><dd>40.0</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6c14dfc4-d698-4c0c-b85c-ffe22b57a176' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6c14dfc4-d698-4c0c-b85c-ffe22b57a176' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-70ecaa00-23d9-446d-89d8-fa0bf0a4b587' class='xr-var-data-in' type='checkbox'><label for='data-70ecaa00-23d9-446d-89d8-fa0bf0a4b587' 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>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP_ADJUSTED</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9dbe38d7-0feb-4c5c-9247-d4727e22cc31' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9dbe38d7-0feb-4c5c-9247-d4727e22cc31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-435feace-54c3-4dbd-bddc-b12e09d15b66' class='xr-var-data-in' type='checkbox'><label for='data-435feace-54c3-4dbd-bddc-b12e09d15b66' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Sea temperature in-situ ITS-90 scale</dd><dt><span>standard_name :</span></dt><dd>sea_water_temperature</dd><dt><span>units :</span></dt><dd>degree_Celsius</dd><dt><span>valid_min :</span></dt><dd>-2.5</dd><dt><span>valid_max :</span></dt><dd>40.0</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP_ADJUSTED_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3308b52c-3597-4979-8f0f-42656404c352' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3308b52c-3597-4979-8f0f-42656404c352' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-142a690d-51d8-478f-93f0-ab06b79e900c' class='xr-var-data-in' type='checkbox'><label for='data-142a690d-51d8-478f-93f0-ab06b79e900c' 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>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TEMP_ADJUSTED_ERROR</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9ff884c3-38d1-4d67-b4fe-2ee4b297071a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9ff884c3-38d1-4d67-b4fe-2ee4b297071a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1ad631d-61ad-4dfd-b9bd-432efebf83b7' class='xr-var-data-in' type='checkbox'><label for='data-f1ad631d-61ad-4dfd-b9bd-432efebf83b7' 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>Contains the error on the adjusted values as determined by the delayed mode QC process</dd><dt><span>units :</span></dt><dd>degree_Celsius</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3df96a5d-8f9b-4af6-a354-e7fd8b0f5dd2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3df96a5d-8f9b-4af6-a354-e7fd8b0f5dd2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-371e5762-0aad-480a-83b1-a953218f99da' class='xr-var-data-in' type='checkbox'><label for='data-371e5762-0aad-480a-83b1-a953218f99da' 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>Practical salinity</dd><dt><span>standard_name :</span></dt><dd>sea_water_salinity</dd><dt><span>units :</span></dt><dd>psu</dd><dt><span>valid_min :</span></dt><dd>2.0</dd><dt><span>valid_max :</span></dt><dd>41.0</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4e9a8664-7bb7-480c-8baa-0beac0e6b1fd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4e9a8664-7bb7-480c-8baa-0beac0e6b1fd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a64b2dbe-9789-4ecd-88f4-ac0cda7a9605' class='xr-var-data-in' type='checkbox'><label for='data-a64b2dbe-9789-4ecd-88f4-ac0cda7a9605' 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>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL_ADJUSTED</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4a9a2d23-e70f-4aad-a97b-c714fea1cafa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4a9a2d23-e70f-4aad-a97b-c714fea1cafa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f7e8eac-d98f-42e7-bee4-50a8cec564e6' class='xr-var-data-in' type='checkbox'><label for='data-2f7e8eac-d98f-42e7-bee4-50a8cec564e6' 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>Practical salinity</dd><dt><span>standard_name :</span></dt><dd>sea_water_salinity</dd><dt><span>units :</span></dt><dd>psu</dd><dt><span>valid_min :</span></dt><dd>2.0</dd><dt><span>valid_max :</span></dt><dd>41.0</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL_ADJUSTED_QC</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0a9268d7-bde1-4334-baff-9c1e8cbf8bf2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0a9268d7-bde1-4334-baff-9c1e8cbf8bf2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-27ed368f-f593-4aa0-a22a-00182f105b78' class='xr-var-data-in' type='checkbox'><label for='data-27ed368f-f593-4aa0-a22a-00182f105b78' 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>quality flag</dd><dt><span>conventions :</span></dt><dd>Argo reference table 2</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PSAL_ADJUSTED_ERROR</span></div><div class='xr-var-dims'>(N_PROF, N_LEVELS)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-94f8f6a7-9c32-4f13-a5ae-0670d3c5703c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-94f8f6a7-9c32-4f13-a5ae-0670d3c5703c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e7ee8a2-8b58-450f-8467-c87888b7baf2' class='xr-var-data-in' type='checkbox'><label for='data-4e7ee8a2-8b58-450f-8467-c87888b7baf2' 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>Contains the error on the adjusted values as determined by the delayed mode QC process</dd><dt><span>units :</span></dt><dd>psu</dd><dt><span>C_format :</span></dt><dd>%9.3f</dd><dt><span>FORTRAN_format :</span></dt><dd>F9.3</dd><dt><span>resolution :</span></dt><dd>0.001</dd></dl></div><div class='xr-var-data'><pre>[10192 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PARAMETER</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-eda8e705-78a0-486c-86a6-d295343ce845' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eda8e705-78a0-486c-86a6-d295343ce845' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb889e5d-771b-485b-96ef-12f7d62b7e0b' class='xr-var-data-in' type='checkbox'><label for='data-bb889e5d-771b-485b-96ef-12f7d62b7e0b' 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>List of parameters with calibration information</dd><dt><span>conventions :</span></dt><dd>Argo reference table 3</dd></dl></div><div class='xr-var-data'><pre>[312 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SCIENTIFIC_CALIB_EQUATION</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-578f2c09-12d0-45a5-93d8-f76d9ea37af0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-578f2c09-12d0-45a5-93d8-f76d9ea37af0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e26a533a-6c11-47e9-9923-86db21c00637' class='xr-var-data-in' type='checkbox'><label for='data-e26a533a-6c11-47e9-9923-86db21c00637' 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>Calibration equation for this parameter</dd></dl></div><div class='xr-var-data'><pre>[312 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SCIENTIFIC_CALIB_COEFFICIENT</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7adafb22-d0e9-46a1-9086-d2619f7d69d9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7adafb22-d0e9-46a1-9086-d2619f7d69d9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9c77b12-ccc0-4b31-b682-d238c7b1b7e8' class='xr-var-data-in' type='checkbox'><label for='data-b9c77b12-ccc0-4b31-b682-d238c7b1b7e8' 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>Calibration coefficients for this equation</dd></dl></div><div class='xr-var-data'><pre>[312 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SCIENTIFIC_CALIB_COMMENT</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2ec6a77b-be92-4466-8193-e42639b40236' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2ec6a77b-be92-4466-8193-e42639b40236' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00325c02-b3ca-4dff-a3c5-90ef2aae2b25' class='xr-var-data-in' type='checkbox'><label for='data-00325c02-b3ca-4dff-a3c5-90ef2aae2b25' 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>Comment applying to this parameter calibration</dd></dl></div><div class='xr-var-data'><pre>[312 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SCIENTIFIC_CALIB_DATE</span></div><div class='xr-var-dims'>(N_PROF, N_CALIB, N_PARAM)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d1ba6404-e180-40a8-8e06-65066e1f9a3a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d1ba6404-e180-40a8-8e06-65066e1f9a3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b745dc6-0b1a-412c-809b-6fcf1e1c5515' class='xr-var-data-in' type='checkbox'><label for='data-5b745dc6-0b1a-412c-809b-6fcf1e1c5515' 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>Date of calibration</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>[312 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_INSTITUTION</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e590755c-2a2a-4e9e-9388-f7598523dd89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e590755c-2a2a-4e9e-9388-f7598523dd89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49c3ee6c-870c-4a1d-aaad-e9b40b3c545a' class='xr-var-data-in' type='checkbox'><label for='data-49c3ee6c-870c-4a1d-aaad-e9b40b3c545a' 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>Institution which performed action</dd><dt><span>conventions :</span></dt><dd>Argo reference table 4</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_STEP</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b07401bb-f15d-4c88-b50f-d2f36893ba87' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b07401bb-f15d-4c88-b50f-d2f36893ba87' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04de4038-5f32-48db-b285-361f9923b6a7' class='xr-var-data-in' type='checkbox'><label for='data-04de4038-5f32-48db-b285-361f9923b6a7' 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>Step in data processing</dd><dt><span>conventions :</span></dt><dd>Argo reference table 12</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_SOFTWARE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-383b25af-4db8-44a6-a2f7-a49e94580ce3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-383b25af-4db8-44a6-a2f7-a49e94580ce3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-447e83ed-8fe2-4a0c-b30b-16f64ac2f6c6' class='xr-var-data-in' type='checkbox'><label for='data-447e83ed-8fe2-4a0c-b30b-16f64ac2f6c6' 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>Name of software which performed action</dd><dt><span>conventions :</span></dt><dd>Institution dependent</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_SOFTWARE_RELEASE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-795b5e05-1faf-4c20-919a-399332b9cd8a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-795b5e05-1faf-4c20-919a-399332b9cd8a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c53b2b80-efa4-4a80-8686-2002af441280' class='xr-var-data-in' type='checkbox'><label for='data-c53b2b80-efa4-4a80-8686-2002af441280' 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>Version/release of software which performed action</dd><dt><span>conventions :</span></dt><dd>Institution dependent</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_REFERENCE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cb60e405-f141-4907-b127-4a26dc35efdf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cb60e405-f141-4907-b127-4a26dc35efdf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d18793dd-da59-478c-8420-f14d82208366' class='xr-var-data-in' type='checkbox'><label for='data-d18793dd-da59-478c-8420-f14d82208366' 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>Reference of database</dd><dt><span>conventions :</span></dt><dd>Institution dependent</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_DATE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-42b8c726-35c1-4c4b-828d-3c0ea0d52ce7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-42b8c726-35c1-4c4b-828d-3c0ea0d52ce7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0fed7363-0c73-49aa-ab00-7d10f33b1305' class='xr-var-data-in' type='checkbox'><label for='data-0fed7363-0c73-49aa-ab00-7d10f33b1305' 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>Date the history record was created</dd><dt><span>conventions :</span></dt><dd>YYYYMMDDHHMISS</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_ACTION</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-67084956-8040-4aaf-9107-12c24aedc1da' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-67084956-8040-4aaf-9107-12c24aedc1da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dbc1607b-bc2d-4178-b3ee-ba09ecf33885' class='xr-var-data-in' type='checkbox'><label for='data-dbc1607b-bc2d-4178-b3ee-ba09ecf33885' 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>Action performed on data</dd><dt><span>conventions :</span></dt><dd>Argo reference table 7</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_PARAMETER</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-57269498-fa4e-4e3a-bd0f-7d9c70a45e65' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-57269498-fa4e-4e3a-bd0f-7d9c70a45e65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e8dbdbac-ca22-4aba-926f-47a1494b644f' class='xr-var-data-in' type='checkbox'><label for='data-e8dbdbac-ca22-4aba-926f-47a1494b644f' 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>Station parameter action is performed on</dd><dt><span>conventions :</span></dt><dd>Argo reference table 3</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_START_PRES</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-45956e52-f95e-4776-ba0a-e03a096e840a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-45956e52-f95e-4776-ba0a-e03a096e840a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e907620-f3f7-4d3c-b1d4-fa1d2582006f' class='xr-var-data-in' type='checkbox'><label for='data-3e907620-f3f7-4d3c-b1d4-fa1d2582006f' 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>Start pressure action applied on</dd><dt><span>units :</span></dt><dd>decibar</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_STOP_PRES</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0c7c82ae-1824-4415-938b-616bc73bb0bd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0c7c82ae-1824-4415-938b-616bc73bb0bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b4e40d6a-6c91-4226-a606-dcfdbfcaf94c' class='xr-var-data-in' type='checkbox'><label for='data-b4e40d6a-6c91-4226-a606-dcfdbfcaf94c' 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>Stop pressure action applied on</dd><dt><span>units :</span></dt><dd>decibar</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_PREVIOUS_VALUE</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1130e5df-7357-47cf-8f46-1f4f9264b603' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1130e5df-7357-47cf-8f46-1f4f9264b603' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b3ffed93-95dd-4ac4-b9be-ac9c2f3729d6' class='xr-var-data-in' type='checkbox'><label for='data-b3ffed93-95dd-4ac4-b9be-ac9c2f3729d6' 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>Parameter/Flag previous value before action</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>HISTORY_QCTEST</span></div><div class='xr-var-dims'>(N_HISTORY, N_PROF)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c16d8f8d-6d51-478f-8461-e85ad81a3cf2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c16d8f8d-6d51-478f-8461-e85ad81a3cf2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-766b53d2-d404-4d57-93b8-a63c6c3a2b82' class='xr-var-data-in' type='checkbox'><label for='data-766b53d2-d404-4d57-93b8-a63c6c3a2b82' 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>Documentation of tests performed, tests failed (in hex form)</dd><dt><span>conventions :</span></dt><dd>Write tests performed when ACTION=QCP$; tests failed when ACTION=QCF$</dd></dl></div><div class='xr-var-data'><pre>[0 values with dtype=object]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b916eadf-0a7b-40a0-84c3-e4b6029c79e5' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b916eadf-0a7b-40a0-84c3-e4b6029c79e5' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-e6202f9c-5875-46bd-bb71-db20aa490f07' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e6202f9c-5875-46bd-bb71-db20aa490f07' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>title :</span></dt><dd>Argo float vertical profile</dd><dt><span>institution :</span></dt><dd>FR GDAC</dd><dt><span>source :</span></dt><dd>Argo float</dd><dt><span>history :</span></dt><dd>2021-07-09T12:28:17Z creation</dd><dt><span>references :</span></dt><dd>http://www.argodatamgt.org/Documentation</dd><dt><span>user_manual_version :</span></dt><dd>3.1</dd><dt><span>Conventions :</span></dt><dd>Argo-3.1 CF-1.6</dd><dt><span>featureType :</span></dt><dd>trajectoryProfile</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 892kB\n",
       "Dimensions:                       (N_PROF: 104, N_PARAM: 3, N_LEVELS: 98,\n",
       "                                   N_CALIB: 1, N_HISTORY: 0)\n",
       "Dimensions without coordinates: N_PROF, N_PARAM, N_LEVELS, N_CALIB, N_HISTORY\n",
       "Data variables: (12/64)\n",
       "    DATA_TYPE                     object 8B ...\n",
       "    FORMAT_VERSION                object 8B ...\n",
       "    HANDBOOK_VERSION              object 8B ...\n",
       "    REFERENCE_DATE_TIME           object 8B ...\n",
       "    DATE_CREATION                 object 8B ...\n",
       "    DATE_UPDATE                   object 8B ...\n",
       "    ...                            ...\n",
       "    HISTORY_ACTION                (N_HISTORY, N_PROF) object 0B ...\n",
       "    HISTORY_PARAMETER             (N_HISTORY, N_PROF) object 0B ...\n",
       "    HISTORY_START_PRES            (N_HISTORY, N_PROF) float32 0B ...\n",
       "    HISTORY_STOP_PRES             (N_HISTORY, N_PROF) float32 0B ...\n",
       "    HISTORY_PREVIOUS_VALUE        (N_HISTORY, N_PROF) float32 0B ...\n",
       "    HISTORY_QCTEST                (N_HISTORY, N_PROF) object 0B ...\n",
       "Attributes:\n",
       "    title:                Argo float vertical profile\n",
       "    institution:          FR GDAC\n",
       "    source:               Argo float\n",
       "    history:              2021-07-09T12:28:17Z creation\n",
       "    references:           http://www.argodatamgt.org/Documentation\n",
       "    user_manual_version:  3.1\n",
       "    Conventions:          Argo-3.1 CF-1.6\n",
       "    featureType:          trajectoryProfile"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "prof"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this case, N_PROF is 66, since there are 66 profiles, including two for the first cycle, the descending and the ascending. These profiles are just the 'Primary sampling', if you need the high-resolution upper 5 dbar you have to use the individual cycle files, LOADING '../../Data/202107-ArgoData/dac/coriolis/6901254/profiles/R6901254_001.nc' as we saw in the previous chapter."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's visualize all the salinity observations, a first a quick-look "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig , ax = plt.subplots(figsize=(10,10))\n",
    "ax.contourf(prof.PSAL);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "However, we want to add the proper pressure levels since each profile has slightly different levels. For instance note the different values of the pressure observations for profile 3 and 4:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([   6.,    7.,    8.,    9.,   10.,   16.,   25.,   36.,   46.,\n",
       "         55.,   66.,   76.,   86.,   96.,  106.,  115.,  125.,  135.,\n",
       "        146.,  156.,  165.,  176.,  186.,  196.,  213.,  237.,  262.,\n",
       "        288.,  313.,  338.,  363.,  388.,  413.,  438.,  463.,  488.,\n",
       "        513.,  538.,  563.,  588.,  613.,  638.,  663.,  687.,  713.,\n",
       "        738.,  763.,  788.,  813.,  838.,  863.,  888.,  914.,  938.,\n",
       "        963.,  988., 1013., 1038., 1063., 1088., 1113., 1139., 1163.,\n",
       "       1188., 1213., 1238., 1263., 1288., 1313., 1338., 1363., 1388.,\n",
       "       1413., 1439., 1463., 1488., 1513., 1538., 1563., 1588., 1613.,\n",
       "       1638., 1663., 1688., 1713., 1738., 1763., 1788., 1813., 1838.,\n",
       "       1863., 1888., 1913., 1938., 1963., 1988., 2013., 2036.],\n",
       "      dtype=float32)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "prof.PRES[3,:].values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([   6.,    7.,    8.,    9.,   10.,   16.,   25.,   35.,   45.,\n",
       "         55.,   66.,   75.,   85.,   95.,  106.,  116.,  125.,  135.,\n",
       "        145.,  156.,  165.,  175.,  186.,  196.,  213.,  238.,  263.,\n",
       "        287.,  313.,  338.,  363.,  388.,  413.,  438.,  463.,  488.,\n",
       "        513.,  538.,  563.,  588.,  613.,  638.,  663.,  689.,  713.,\n",
       "        738.,  763.,  788.,  813.,  838.,  863.,  889.,  913.,  938.,\n",
       "        963.,  988., 1013., 1038., 1063., 1089., 1113., 1138., 1163.,\n",
       "       1188., 1213., 1238., 1263., 1289., 1313., 1338., 1363., 1388.,\n",
       "       1413., 1438., 1462., 1488., 1513., 1538., 1563., 1588., 1613.,\n",
       "       1639., 1663., 1688., 1713., 1737., 1763., 1788., 1813., 1837.,\n",
       "       1863., 1888., 1913., 1938., 1963., 1978.,   nan,   nan],\n",
       "      dtype=float32)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "prof.PRES[4,:].values"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Therefore we need to do a little of interpolation into a common set of pressure values:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "prei=np.arange(5,2005,5) # we define a common set of pressure values:"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We define the new *vectors*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "juld=prof.JULD.values\n",
    "psal=prof.PSAL.values\n",
    "temp=prof.TEMP.values\n",
    "pres=prof.PRES.values\n",
    "\n",
    "psali= np.zeros((juld.shape[0],prei.shape[0]))\n",
    "psali.fill(np.nan)\n",
    "\n",
    "tempi= np.zeros((juld.shape[0],prei.shape[0]))\n",
    "tempi.fill(np.nan)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "and then we interpolate the salinity and the temperature onto the new levels:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "for ip in range(0,pres.shape[0]-1):\n",
    "    psali[ip,:]=np.interp(prei,pres[ip,:],psal[ip,:])\n",
    "    tempi[ip,:]=np.interp(prei,pres[ip,:],temp[ip,:])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "and let's plot the time evolution of the saliniy measured by this float. in oceanography we usually call it a *section*"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*This figure is a little more complex, Unfortunatly we can not teach everything AoS, and therefore we do not explain all the python code, but if you want to get extra information, please make and issue in [GitHub](https://github.com/euroargodev/argoonlineschool/issues)*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(15,10))\n",
    "\n",
    "#Draw the contours for the salinity\n",
    "cs=ax.contourf(juld,prei,psali.transpose(),40,cmap=\"RdBu_r\")\n",
    "\n",
    "#Draw the contours lines to be labelled\n",
    "cs2=ax.contour(juld,prei,psali.transpose(),colors=('k'), levels=cs.levels[::4])\n",
    "\n",
    "#Since pressure increase away from the surface we invert the y-axis\n",
    "ax.invert_yaxis()\n",
    "ax.clabel(cs2, fmt='%2.1f', colors='w', fontsize=10)\n",
    "\n",
    "#Add the titles\n",
    "ax.set_title(f\"Vertical Salinity section for float {prof.PLATFORM_NUMBER[0].astype(str).values}\")\n",
    "ax.set_xlabel(f\"{prof.JULD.standard_name}\")\n",
    "ax.set_ylabel(f\"{prof.PRES.long_name}\")\n",
    "\n",
    "#Add the colorbar\n",
    "cbar=fig.colorbar(cs,ax=ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And the same for temperature:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(15,10))\n",
    "\n",
    "cs=ax.contourf(juld,prei,tempi.transpose(),40,cmap=\"RdBu_r\")\n",
    "cs2=ax.contour(juld,prei,tempi.transpose(),colors=('k'), levels=cs.levels[::4])\n",
    "\n",
    "ax.invert_yaxis()\n",
    "ax.clabel(cs2, fmt='%2.1f', colors='w', fontsize=10)\n",
    "\n",
    "ax.set_title(f\"Vertical Temperature section for float {prof.PLATFORM_NUMBER[0].astype(str).values}\")\n",
    "ax.set_xlabel(f\"{prof.JULD.standard_name}\")\n",
    "ax.set_ylabel(f\"{prof.PRES.long_name}\")\n",
    "\n",
    "cbar=fig.colorbar(cs,ax=ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### TS-diagram"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In oceanography, temperature-salinity diagrams, sometimes called T-S diagrams, are used to identify water masses. In a **T-S diagram**, rather than plotting plotting temperatute and salinity as a separate \"profile,\" with pressure or depth as the vertical coordinate, potential temperature (on the vertical axis) is plotted versus salinity (on the horizontal axis). \n",
    "\n",
    "This diagrams area very useful since as long as it remains isolated from the surface, where heat or fresh water can be gained or lost, and in the absence of mixing with other water masses, a water parcel's potential temperature and salinity are conserved. Deep water masses thus retain their T-S characteristics for long periods of time, and can be identified readily on a T-S plot. \n",
    "\n",
    "In this case we add a colobar bar to show the pressure of each data point.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/tj/cj2twzcd30jbzn574lsp6phw0000gn/T/ipykernel_56518/1793873256.py:1: UserWarning: The seawater library is deprecated! Please use gsw instead.\n",
      "  import seawater as sw\n"
     ]
    }
   ],
   "source": [
    "import seawater as sw"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "temp=prof.TEMP.values.flatten()\n",
    "psal=prof.PSAL.values.flatten()\n",
    "pres=prof.PRES.values.flatten()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "compute potential temperature"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "ptmp=sw.ptmp(psal, temp, pres, pr=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10,10))\n",
    "sc=ax.scatter(psal, ptmp, c=pres,alpha=0.5, cmap=\"RdBu_r\",vmin=0, vmax=2000)\n",
    "ax.set_title(f\"T/S diagram for float {prof.PLATFORM_NUMBER[0].astype(str).values}\")\n",
    "ax.set_ylabel(\"potential temperature [C]\")\n",
    "ax.set_xlabel(f\"{prof.PSAL.long_name}\")\n",
    "cbar=fig.colorbar(sc,extend='both');\n",
    "cbar.set_label('Pressure [dbar]')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Metadata"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And of course, all the metadata information for each profile is included in the netCDF file:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Cycle 1 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 11 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 21 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 31 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 41 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 51 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 61 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 71 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 81 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 91 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n",
      "Cycle 101 Direction A WMO 6901254  Data Center IF Project ARGO SPAIN                                                      \n"
     ]
    }
   ],
   "source": [
    "for i1 in range(1,prof.sizes['N_PROF'],10):\n",
    "    print(f\"Cycle {prof.data_vars['CYCLE_NUMBER'].values.astype(int)[i1]}\"\n",
    "          f\" Direction {prof.data_vars['DIRECTION'].values.astype(str)[i1]}\"\n",
    "          f\" WMO {prof.data_vars['PLATFORM_NUMBER'].values.astype(str)[i1]}\"\n",
    "          f\" Data Center {prof.data_vars['DATA_CENTRE'].values.astype(str)[i1]}\"   \n",
    "          f\" Project {prof.data_vars['PROJECT_NAME'].values.astype(str)[i1]}\" )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can see the WMO number, the DAC (IF, for Ifremer) and the owner of the float: Argo Spain "
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}