ex_aviso_download_swot.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![](https://img.shields.io/badge/CNES_AVISO-Contribution-%20?color=grey&labelColor=blue)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "# Download SWOT from AVISO\n",
    "This notebook explains how to explore and retrieve available SWOT LR data from AVISO's THREDDS Data Server and FTP Server, presented [here](https://www.aviso.altimetry.fr/en/missions/current-missions/swot/access-to-data.html).\n",
    "\n",
    "L2 data can be explored at: https://tds.aviso.altimetry.fr/thredds/L2/L2-SWOT-DATA/L2-SWOT.html\n",
    "\n",
    "L3 data can be explored at: https://tds.aviso.altimetry.fr/thredds/catalog/dataset-l3-swot-karin-nadir-validated/l3_lr_ssh/catalog.html\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Tutorial Objectives\n",
    "* Discover Aviso's Thredds Data Server catalogue\n",
    "* Download files through HTTP and FTP\n",
    "* Download a dataset through Opendap"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Import + code\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "warnings.filterwarnings('ignore')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "import os\n",
    "import re\n",
    "from getpass import getpass\n",
    "import threddsclient\n",
    "import numpy as np\n",
    "import requests as rq\n",
    "import ftplib\n",
    "import xarray as xr\n",
    "from xarray.backends import PydapDataStore"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "def _get_filename_from_cd(cd):\n",
    "    \"\"\" Get filename from content-disposition \"\"\"\n",
    "    if not cd:\n",
    "        return None\n",
    "    fname = re.findall('filename=\"(.+)\"', cd)\n",
    "    if len(fname) == 0:\n",
    "        return None\n",
    "    return fname[0]\n",
    "\n",
    "def http_download_file(dataset_url:str, output_path:str):\n",
    "    response = rq.get(dataset_url, auth=(username, password))\n",
    "\n",
    "    try:\n",
    "        response.raise_for_status()\n",
    "    except rq.exceptions.HTTPError as err:\n",
    "        raise Exception(err)\n",
    "        \n",
    "    filename = _get_filename_from_cd(response.headers['content-disposition'])\n",
    "    file_path = os.path.join(output_path, filename)\n",
    "    \n",
    "    open(file_path, 'wb').write(response.content)\n",
    "    return file_path\n",
    "\n",
    "def _download_file(ftp:str, filename:str, target_directory:str):\n",
    "    try:\n",
    "        local_filepath = os.path.join(target_directory, filename)\n",
    "        with open(local_filepath, 'wb') as file:\n",
    "            ftp.retrbinary('RETR %s' % filename, file.write)\n",
    "            print(f\"Downloaded {filename} to {target_directory}\")\n",
    "            return local_filepath\n",
    "    except Exception as e:\n",
    "        print(f\"Error downloading {filename}: {e}\")\n",
    "        \n",
    "def ftp_download_file(ftp_path:str, filename:str, output_path:str):\n",
    "    # Set up FTP server details\n",
    "    ftpAVISO = 'ftp-access.aviso.altimetry.fr'\n",
    "    try:\n",
    "        # Logging into FTP server using provided credentials\n",
    "        with ftplib.FTP(ftpAVISO) as ftp:\n",
    "            ftp.login(username, password)\n",
    "            ftp.cwd(ftp_path)\n",
    "            print(f\"Connection Established {ftp.getwelcome()}\")\n",
    "\n",
    "            # Check if the file exists in the directory\n",
    "            if filename in ftp.nlst():\n",
    "                return _download_file(ftp, filename, output_path)\n",
    "            else:\n",
    "                print(f\"File {filename} does not exist in the directory {ftp_path}.\")\n",
    "    except ftplib.error_perm as e:\n",
    "        print(f\"FTP error: {e}\")\n",
    "    except Exception as e:\n",
    "        print(f\"Error: {e}\")\n",
    "    \n",
    "def open_dataset(dataset_url):\n",
    "    \"\"\" Open the dataset at dataset_url.\n",
    "    Args:\n",
    "        dataset_url\n",
    "\n",
    "    Returns:\n",
    "        xr.Dataset\n",
    "    \"\"\"\n",
    "    session = rq.Session()\n",
    "    session.auth = (username, password)\n",
    "    try:\n",
    "        store = PydapDataStore.open(dataset_url, session=session, timeout=300, user_charset='UTF-8')\n",
    "        return xr.open_dataset(store)\n",
    "    except Exception as e:\n",
    "        print(f\"Something wrong with opendap url {dataset_url}: {e}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Parameters\n",
    "Define **existing** output folder to save results\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "output_dir = \"downloads\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Authentication parameters\n",
    "Enter your AVISO+ credentials\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [
    {
     "name": "stdin",
     "output_type": "stream",
     "text": [
      "Enter username: aviso-swot@altimetry.fr\n"
     ]
    }
   ],
   "source": [
    "username = input(\"Enter username:\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [
    {
     "name": "stdin",
     "output_type": "stream",
     "text": [
      "Enter password for aviso-swot@altimetry.fr: ········\n"
     ]
    }
   ],
   "source": [
    "password = getpass(f\"Enter password for {username}:\")"
   ]
  },
  {
   "attachments": {
    "323fd6f4-7290-4c8b-bc11-250f85d93475.png": {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download files through HTTP\n",
    "To find the data you want to download, you can explore the [Swot LR L2](https://tds.aviso.altimetry.fr/thredds/L2/L2-SWOT-DATA/L2-SWOT.html) or [Swot LR L3](https://tds.aviso.altimetry.fr/thredds/catalog/dataset-l3-swot-karin-nadir-validated/l3_lr_ssh/catalog.html) catalogues.\n",
    "\n",
    "Copy the **FileServer** url to download data through HTTP : \n",
    "![TDS_file_server.png](attachment:323fd6f4-7290-4c8b-bc11-250f85d93475.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "swot_lr_dataset_url = \"https://tds.aviso.altimetry.fr/thredds/fileServer/dataset-l2-swot-karin-lr-ssh-validated/PIC0/Basic/cycle_014/SWOT_L2_LR_SSH_Basic_014_001_20240417T111950_20240417T121118_PIC0_01.nc\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'downloads/SWOT_L2_LR_SSH_Basic_014_001_20240417T111950_20240417T121118_PIC0_01.nc'"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "swot_lr_file = http_download_file(swot_lr_dataset_url, output_dir)\n",
    "swot_lr_file"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download files through FTP\n",
    "Files available through FTP follow the same file tree as in the THREDDS Data Server.\n",
    "\n",
    "| Data | FTP starting point | Browsing files URL |\n",
    "| --- | --- | --- |\n",
    "| Swot LR L2 | */swot_products/l2_karin/l2_lr_ssh* | https://tds.aviso.altimetry.fr/thredds/catalog/dataset-l2-swot-karin-lr-ssh-validated/catalog.html |\n",
    "| Swot LR L3 | */swot_products/l3_karin_nadir/l3_lr_ssh* | https://tds.aviso.altimetry.fr/thredds/catalog/dataset-l3-swot-karin-nadir-validated/l3_lr_ssh/catalog.html |"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "ftp_path = '/swot_products/l2_karin/l2_lr_ssh/PIC0/Expert/cycle_008/'\n",
    "ftp_file = 'SWOT_L2_LR_SSH_Expert_008_001_20231214T064919_20231214T074047_PIC0_01.nc'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Connection Established 220 192.168.10.119 FTP server ready\n",
      "Downloaded SWOT_L2_LR_SSH_Expert_008_001_20231214T064919_20231214T074047_PIC0_01.nc to downloads\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "'downloads/SWOT_L2_LR_SSH_Expert_008_001_20231214T064919_20231214T074047_PIC0_01.nc'"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "swot_lr_file = ftp_download_file(ftp_path, ftp_file, output_dir)\n",
    "swot_lr_file"
   ]
  },
  {
   "attachments": {
    "157bc3b8-a7d1-48ae-a17e-a02a5444dd16.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load a dataset via OPeNDAP\n",
    "To find the data you want to load, you can explore the [Swot LR L2](https://tds.aviso.altimetry.fr/thredds/L2/L2-SWOT-DATA/L2-SWOT.html) or [Swot LR L3](https://tds.aviso.altimetry.fr/thredds/catalog/dataset-l3-swot-karin-nadir-validated/l3_lr_ssh/catalog.html) catalogues.\n",
    "\n",
    "Copy the **OPeNDAP** url to load dataset through Opendap : \n",
    "![TDS_opendap.png](attachment:157bc3b8-a7d1-48ae-a17e-a02a5444dd16.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "swot_lr_dataset_url = \"https://tds.aviso.altimetry.fr/thredds/dodsC/dataset-l3-swot-karin-nadir-validated/l3_lr_ssh/v1_0_2/Basic/cycle_014/SWOT_L3_LR_SSH_Basic_014_001_20240417T111950_20240417T121116_v1.0.2.nc\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:         (num_lines: 9860, num_pixels: 69, num_nadir: 1450)\n",
       "Coordinates:\n",
       "    latitude        (num_lines, num_pixels) float64 ...\n",
       "    longitude       (num_lines, num_pixels) float64 ...\n",
       "Dimensions without coordinates: num_lines, num_pixels, num_nadir\n",
       "Data variables:\n",
       "    time            (num_lines) datetime64[ns] ...\n",
       "    mdt             (num_lines, num_pixels) float64 ...\n",
       "    ssha            (num_lines, num_pixels) float64 ...\n",
       "    ssha_noiseless  (num_lines, num_pixels) float64 ...\n",
       "    i_num_line      (num_nadir) int16 ...\n",
       "    i_num_pixel     (num_nadir) int8 ...\n",
       "Attributes: (12/43)\n",
       "    Conventions:                     CF-1.7\n",
       "    Metadata_Conventions:            Unidata Dataset Discovery v1.0\n",
       "    cdm_data_type:                   Swath\n",
       "    comment:                         Sea Surface Height measured by Altimetry\n",
       "    doi:                             https://doi.org/10.24400/527896/A01-2023...\n",
       "    geospatial_lat_units:            degrees_north\n",
       "    ...                              ...\n",
       "    date_modified:                   2024-08-07T12:52:54Z\n",
       "    history:                         2024-08-07T12:52:54Z: Created by DUACS K...\n",
       "    date_created:                    2024-08-07T12:52:54Z\n",
       "    date_issued:                     2024-08-07T12:52:54Z\n",
       "    _NCProperties:                   version=2,netcdf=4.9.2,hdf5=1.14.2\n",
       "    data_used:                       SWOT KaRIn L2_LR_SSH PGC0/PIC0 (NASA/CNE...</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-d3793d98-c5fd-4dc7-817b-dc5a0f0cbc57' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d3793d98-c5fd-4dc7-817b-dc5a0f0cbc57' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>num_lines</span>: 9860</li><li><span>num_pixels</span>: 69</li><li><span>num_nadir</span>: 1450</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6699651c-1d64-4867-b98a-8e0200075df7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6699651c-1d64-4867-b98a-8e0200075df7' 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>latitude</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dd364a77-5747-4993-8af2-3b4eae4b58ce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dd364a77-5747-4993-8af2-3b4eae4b58ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f91f5399-6ba5-4cf4-b99c-6879e399cfa9' class='xr-var-data-in' type='checkbox'><label for='data-f91f5399-6ba5-4cf4-b99c-6879e399cfa9' 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>comment :</span></dt><dd>Latitude of measurement [-80,80]. Positive latitude is North latitude, negative latitude is South latitude.</dd><dt><span>long_name :</span></dt><dd>latitude (positive N, negative S)</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>[680340 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'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d0b21250-349c-4fdd-9a27-b9bd6f53959d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d0b21250-349c-4fdd-9a27-b9bd6f53959d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d4a5d1f-91c0-47db-938f-b8f40bfe38fa' class='xr-var-data-in' type='checkbox'><label for='data-7d4a5d1f-91c0-47db-938f-b8f40bfe38fa' 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>comment :</span></dt><dd>Longitude of measurement. East longitude relative to Greenwich meridian.</dd><dt><span>long_name :</span></dt><dd>longitude (degrees East)</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>[680340 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8c6ce53c-920b-4a69-9627-84493289fa96' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8c6ce53c-920b-4a69-9627-84493289fa96' class='xr-section-summary' >Data variables: <span>(6)</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>time</span></div><div class='xr-var-dims'>(num_lines)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3980b99d-9009-431d-8e07-8580014ccbc3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3980b99d-9009-431d-8e07-8580014ccbc3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2e9e39b-aa78-4019-bf74-1360bf5cd005' class='xr-var-data-in' type='checkbox'><label for='data-e2e9e39b-aa78-4019-bf74-1360bf5cd005' 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>comment :</span></dt><dd>Time of measurement in seconds in the UTC time scale since 1 Jan 2000 00:00:00 UTC. [tai_utc_difference] is the difference between TAI and UTC reference time (seconds) for the first measurement of the data set. If a leap second occurs within the data set, the attribute leap_second is set to the UTC time at which the leap second occurs.</dd><dt><span>leap_second :</span></dt><dd>0000-00-00T00:00:00Z</dd><dt><span>long_name :</span></dt><dd>time in UTC</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>tai_utc_difference :</span></dt><dd>37.0</dd><dt><span>_ChunkSizes :</span></dt><dd>9860</dd></dl></div><div class='xr-var-data'><pre>[9860 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mdt</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e76affb5-715b-4a40-b036-ee916d2e99e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e76affb5-715b-4a40-b036-ee916d2e99e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b5838e2c-fc49-48f7-b801-2a91a6631ea1' class='xr-var-data-in' type='checkbox'><label for='data-b5838e2c-fc49-48f7-b801-2a91a6631ea1' 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>comment :</span></dt><dd>The mean dynamic topography is the sea surface height above geoid; it is used to compute the absolute dynamic topography adt=ssha+mdt</dd><dt><span>long_name :</span></dt><dd>mean dynamic topography</dd><dt><span>standard_name :</span></dt><dd>mean_dynamic_topography_cnes_cls</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>[680340 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssha</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-070befe8-bebc-4b77-88d6-fbcd24127e78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-070befe8-bebc-4b77-88d6-fbcd24127e78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-185630e2-b2d2-4421-8b0e-32aed0b2f8df' class='xr-var-data-in' type='checkbox'><label for='data-185630e2-b2d2-4421-8b0e-32aed0b2f8df' 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>comment :</span></dt><dd>Height of the sea surface anomaly with all corrections applied.</dd><dt><span>long_name :</span></dt><dd>sea surface height anomaly</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_reference_ellipsoid</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>[680340 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssha_noiseless</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5f157ef6-0f6b-4e71-8e83-16161e5bdf39' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5f157ef6-0f6b-4e71-8e83-16161e5bdf39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a7101c7-066d-438c-8216-d28e62a61901' class='xr-var-data-in' type='checkbox'><label for='data-5a7101c7-066d-438c-8216-d28e62a61901' 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>comment :</span></dt><dd>Height of the sea surface anomaly with all corrections applied and denoised using Unet model.</dd><dt><span>long_name :</span></dt><dd>sea surface height anomaly without noise</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_reference_ellipsoid</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>[680340 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>i_num_line</span></div><div class='xr-var-dims'>(num_nadir)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e3205ef4-debe-400c-8510-4ed070d5cc11' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e3205ef4-debe-400c-8510-4ed070d5cc11' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-93f5855f-d84e-4cc1-9824-0c110aaf3513' class='xr-var-data-in' type='checkbox'><label for='data-93f5855f-d84e-4cc1-9824-0c110aaf3513' 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>comment :</span></dt><dd>alongtrack indice of the nearest karin pixel from the nadir data</dd><dt><span>long_name :</span></dt><dd>alongtrack indice of the nearest karin pixel from the nadir data</dd><dt><span>units :</span></dt><dd>count</dd><dt><span>_ChunkSizes :</span></dt><dd>1450</dd></dl></div><div class='xr-var-data'><pre>[1450 values with dtype=int16]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>i_num_pixel</span></div><div class='xr-var-dims'>(num_nadir)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f931166a-517b-4b8a-8811-810519421f2b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f931166a-517b-4b8a-8811-810519421f2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-017fce27-88c5-42fe-b31f-1f3d0001a716' class='xr-var-data-in' type='checkbox'><label for='data-017fce27-88c5-42fe-b31f-1f3d0001a716' 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>comment :</span></dt><dd>acrosstrack indice of the nearest karin pixel from the nadir data</dd><dt><span>long_name :</span></dt><dd>acrosstrack indice of the nearest karin pixel from the nadir data</dd><dt><span>units :</span></dt><dd>count</dd><dt><span>_ChunkSizes :</span></dt><dd>1450</dd></dl></div><div class='xr-var-data'><pre>[1450 values with dtype=int8]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-17acdb35-2508-48fa-a26d-58be9afaeb7b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-17acdb35-2508-48fa-a26d-58be9afaeb7b' 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-4a8669a0-038c-478b-b0d5-036d7a58a438' class='xr-section-summary-in' type='checkbox'  ><label for='section-4a8669a0-038c-478b-b0d5-036d7a58a438' class='xr-section-summary' >Attributes: <span>(43)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>Metadata_Conventions :</span></dt><dd>Unidata Dataset Discovery v1.0</dd><dt><span>cdm_data_type :</span></dt><dd>Swath</dd><dt><span>comment :</span></dt><dd>Sea Surface Height measured by Altimetry</dd><dt><span>doi :</span></dt><dd>https://doi.org/10.24400/527896/A01-2023.017</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>geospatial_vertical_max :</span></dt><dd>0,</dd><dt><span>geospatial_vertical_min :</span></dt><dd>0,</dd><dt><span>geospatial_vertical_positive :</span></dt><dd>down</dd><dt><span>geospatial_vertical_resolution :</span></dt><dd>point</dd><dt><span>geospatial_vertical_units :</span></dt><dd>m</dd><dt><span>institution :</span></dt><dd>CLS, CNES</dd><dt><span>keywords :</span></dt><dd>Oceans &gt; Ocean Topography &gt; Sea Surface Height</dd><dt><span>keywords_vocabulary :</span></dt><dd>NetCDF COARDS Climate and Forecast Standard Names</dd><dt><span>platform :</span></dt><dd>Swot</dd><dt><span>processing_level :</span></dt><dd>L3</dd><dt><span>product_version :</span></dt><dd>1.0.2</dd><dt><span>project :</span></dt><dd>SSALTO/DUACS</dd><dt><span>reference_altimeter :</span></dt><dd>S6</dd><dt><span>source :</span></dt><dd>Altimetry measurements</dd><dt><span>ssalto_duacs_comment :</span></dt><dd>The reference mission used for the altimeter inter-calibration processing is Sentinel-6A</dd><dt><span>standard_name_vocabulary :</span></dt><dd>NetCDF Climate and Forecast (CF) Metadata Convention Standard Name Table v37</dd><dt><span>time_coverage_resolution :</span></dt><dd>P1S</dd><dt><span>title :</span></dt><dd>NRT SWOT KaRIn &amp; nadir Global Ocean swath SSALTO/DUACS Sea Surface Height L3 product</dd><dt><span>contact :</span></dt><dd>aviso@altimetry.fr</dd><dt><span>creator_email :</span></dt><dd>aviso@altimetry.fr</dd><dt><span>creator_name :</span></dt><dd>DUACS - Data Unification and Altimeter Combination System</dd><dt><span>creator_url :</span></dt><dd>https://aviso.altimetry.fr</dd><dt><span>license :</span></dt><dd>https://www.aviso.altimetry.fr/fileadmin/documents/data/License_Aviso.pdf</dd><dt><span>references :</span></dt><dd>https://aviso.altimetry.fr</dd><dt><span>time_coverage_begin :</span></dt><dd>2024-04-17T11:19:50Z</dd><dt><span>time_coverage_end :</span></dt><dd>2024-04-17T12:11:16Z</dd><dt><span>geospatial_lat_min :</span></dt><dd>-78.271942</dd><dt><span>geospatial_lat_max :</span></dt><dd>78.272019</dd><dt><span>geospatial_lon_min :</span></dt><dd>5e-06</dd><dt><span>geospatial_lon_max :</span></dt><dd>359.999986</dd><dt><span>date_modified :</span></dt><dd>2024-08-07T12:52:54Z</dd><dt><span>history :</span></dt><dd>2024-08-07T12:52:54Z: Created by DUACS KaRIn prototype</dd><dt><span>date_created :</span></dt><dd>2024-08-07T12:52:54Z</dd><dt><span>date_issued :</span></dt><dd>2024-08-07T12:52:54Z</dd><dt><span>_NCProperties :</span></dt><dd>version=2,netcdf=4.9.2,hdf5=1.14.2</dd><dt><span>data_used :</span></dt><dd>SWOT KaRIn L2_LR_SSH PGC0/PIC0 (NASA/CNES). DOI associated: https://doi.org/10.24400/527896/a01-2023.015</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:         (num_lines: 9860, num_pixels: 69, num_nadir: 1450)\n",
       "Coordinates:\n",
       "    latitude        (num_lines, num_pixels) float64 ...\n",
       "    longitude       (num_lines, num_pixels) float64 ...\n",
       "Dimensions without coordinates: num_lines, num_pixels, num_nadir\n",
       "Data variables:\n",
       "    time            (num_lines) datetime64[ns] ...\n",
       "    mdt             (num_lines, num_pixels) float64 ...\n",
       "    ssha            (num_lines, num_pixels) float64 ...\n",
       "    ssha_noiseless  (num_lines, num_pixels) float64 ...\n",
       "    i_num_line      (num_nadir) int16 ...\n",
       "    i_num_pixel     (num_nadir) int8 ...\n",
       "Attributes: (12/43)\n",
       "    Conventions:                     CF-1.7\n",
       "    Metadata_Conventions:            Unidata Dataset Discovery v1.0\n",
       "    cdm_data_type:                   Swath\n",
       "    comment:                         Sea Surface Height measured by Altimetry\n",
       "    doi:                             https://doi.org/10.24400/527896/A01-2023...\n",
       "    geospatial_lat_units:            degrees_north\n",
       "    ...                              ...\n",
       "    date_modified:                   2024-08-07T12:52:54Z\n",
       "    history:                         2024-08-07T12:52:54Z: Created by DUACS K...\n",
       "    date_created:                    2024-08-07T12:52:54Z\n",
       "    date_issued:                     2024-08-07T12:52:54Z\n",
       "    _NCProperties:                   version=2,netcdf=4.9.2,hdf5=1.14.2\n",
       "    data_used:                       SWOT KaRIn L2_LR_SSH PGC0/PIC0 (NASA/CNE..."
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "swot_lr_dataset = open_dataset(swot_lr_dataset_url)\n",
    "swot_lr_dataset"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Select variables\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "variables = ['time', 'ssha']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
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   },
   "outputs": [
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       ".xr-dim-list:before {\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (num_lines: 9860, num_pixels: 69)\n",
       "Coordinates:\n",
       "    latitude   (num_lines, num_pixels) float64 ...\n",
       "    longitude  (num_lines, num_pixels) float64 ...\n",
       "Dimensions without coordinates: num_lines, num_pixels\n",
       "Data variables:\n",
       "    time       (num_lines) datetime64[ns] ...\n",
       "    ssha       (num_lines, num_pixels) float64 ...\n",
       "Attributes: (12/43)\n",
       "    Conventions:                     CF-1.7\n",
       "    Metadata_Conventions:            Unidata Dataset Discovery v1.0\n",
       "    cdm_data_type:                   Swath\n",
       "    comment:                         Sea Surface Height measured by Altimetry\n",
       "    doi:                             https://doi.org/10.24400/527896/A01-2023...\n",
       "    geospatial_lat_units:            degrees_north\n",
       "    ...                              ...\n",
       "    date_modified:                   2024-08-07T12:52:54Z\n",
       "    history:                         2024-08-07T12:52:54Z: Created by DUACS K...\n",
       "    date_created:                    2024-08-07T12:52:54Z\n",
       "    date_issued:                     2024-08-07T12:52:54Z\n",
       "    _NCProperties:                   version=2,netcdf=4.9.2,hdf5=1.14.2\n",
       "    data_used:                       SWOT KaRIn L2_LR_SSH PGC0/PIC0 (NASA/CNE...</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-70bb44d2-381e-45ca-b767-76de6cc45c5a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-70bb44d2-381e-45ca-b767-76de6cc45c5a' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>num_lines</span>: 9860</li><li><span>num_pixels</span>: 69</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-b01fe20d-a6e6-42b8-abe1-406a48f7d5a3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b01fe20d-a6e6-42b8-abe1-406a48f7d5a3' 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>latitude</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0e4199b8-d104-46da-971f-72962cde5aa6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0e4199b8-d104-46da-971f-72962cde5aa6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1bb8733e-fbe1-4127-95ce-0c6f65346fb7' class='xr-var-data-in' type='checkbox'><label for='data-1bb8733e-fbe1-4127-95ce-0c6f65346fb7' 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>comment :</span></dt><dd>Latitude of measurement [-80,80]. Positive latitude is North latitude, negative latitude is South latitude.</dd><dt><span>long_name :</span></dt><dd>latitude (positive N, negative S)</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>[680340 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'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9f038ee1-4db9-471e-a6b3-ccc3bc8c8623' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9f038ee1-4db9-471e-a6b3-ccc3bc8c8623' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cf58c510-2c2f-4e15-81e8-1827e3bd908e' class='xr-var-data-in' type='checkbox'><label for='data-cf58c510-2c2f-4e15-81e8-1827e3bd908e' 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>comment :</span></dt><dd>Longitude of measurement. East longitude relative to Greenwich meridian.</dd><dt><span>long_name :</span></dt><dd>longitude (degrees East)</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>[680340 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9d8f8f3a-5c72-4a31-8c71-d8afea96f893' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9d8f8f3a-5c72-4a31-8c71-d8afea96f893' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(num_lines)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5eba4f26-7122-430a-910d-f34743f8001a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5eba4f26-7122-430a-910d-f34743f8001a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a81a848-a193-4514-a27c-7948c586d21d' class='xr-var-data-in' type='checkbox'><label for='data-7a81a848-a193-4514-a27c-7948c586d21d' 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>comment :</span></dt><dd>Time of measurement in seconds in the UTC time scale since 1 Jan 2000 00:00:00 UTC. [tai_utc_difference] is the difference between TAI and UTC reference time (seconds) for the first measurement of the data set. If a leap second occurs within the data set, the attribute leap_second is set to the UTC time at which the leap second occurs.</dd><dt><span>leap_second :</span></dt><dd>0000-00-00T00:00:00Z</dd><dt><span>long_name :</span></dt><dd>time in UTC</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>tai_utc_difference :</span></dt><dd>37.0</dd><dt><span>_ChunkSizes :</span></dt><dd>9860</dd></dl></div><div class='xr-var-data'><pre>[9860 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssha</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9a7b1678-7014-4328-92b6-53fb909e34e4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9a7b1678-7014-4328-92b6-53fb909e34e4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a5d3521b-0e9e-4f40-938f-35e2716911af' class='xr-var-data-in' type='checkbox'><label for='data-a5d3521b-0e9e-4f40-938f-35e2716911af' 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>comment :</span></dt><dd>Height of the sea surface anomaly with all corrections applied.</dd><dt><span>long_name :</span></dt><dd>sea surface height anomaly</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_reference_ellipsoid</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>[680340 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-79d209ac-f9cf-495b-9a9d-f5ff7baac067' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-79d209ac-f9cf-495b-9a9d-f5ff7baac067' 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-4164206e-3e53-4f93-a56e-e8d94a37d621' class='xr-section-summary-in' type='checkbox'  ><label for='section-4164206e-3e53-4f93-a56e-e8d94a37d621' class='xr-section-summary' >Attributes: <span>(43)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>Metadata_Conventions :</span></dt><dd>Unidata Dataset Discovery v1.0</dd><dt><span>cdm_data_type :</span></dt><dd>Swath</dd><dt><span>comment :</span></dt><dd>Sea Surface Height measured by Altimetry</dd><dt><span>doi :</span></dt><dd>https://doi.org/10.24400/527896/A01-2023.017</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>geospatial_vertical_max :</span></dt><dd>0,</dd><dt><span>geospatial_vertical_min :</span></dt><dd>0,</dd><dt><span>geospatial_vertical_positive :</span></dt><dd>down</dd><dt><span>geospatial_vertical_resolution :</span></dt><dd>point</dd><dt><span>geospatial_vertical_units :</span></dt><dd>m</dd><dt><span>institution :</span></dt><dd>CLS, CNES</dd><dt><span>keywords :</span></dt><dd>Oceans &gt; Ocean Topography &gt; Sea Surface Height</dd><dt><span>keywords_vocabulary :</span></dt><dd>NetCDF COARDS Climate and Forecast Standard Names</dd><dt><span>platform :</span></dt><dd>Swot</dd><dt><span>processing_level :</span></dt><dd>L3</dd><dt><span>product_version :</span></dt><dd>1.0.2</dd><dt><span>project :</span></dt><dd>SSALTO/DUACS</dd><dt><span>reference_altimeter :</span></dt><dd>S6</dd><dt><span>source :</span></dt><dd>Altimetry measurements</dd><dt><span>ssalto_duacs_comment :</span></dt><dd>The reference mission used for the altimeter inter-calibration processing is Sentinel-6A</dd><dt><span>standard_name_vocabulary :</span></dt><dd>NetCDF Climate and Forecast (CF) Metadata Convention Standard Name Table v37</dd><dt><span>time_coverage_resolution :</span></dt><dd>P1S</dd><dt><span>title :</span></dt><dd>NRT SWOT KaRIn &amp; nadir Global Ocean swath SSALTO/DUACS Sea Surface Height L3 product</dd><dt><span>contact :</span></dt><dd>aviso@altimetry.fr</dd><dt><span>creator_email :</span></dt><dd>aviso@altimetry.fr</dd><dt><span>creator_name :</span></dt><dd>DUACS - Data Unification and Altimeter Combination System</dd><dt><span>creator_url :</span></dt><dd>https://aviso.altimetry.fr</dd><dt><span>license :</span></dt><dd>https://www.aviso.altimetry.fr/fileadmin/documents/data/License_Aviso.pdf</dd><dt><span>references :</span></dt><dd>https://aviso.altimetry.fr</dd><dt><span>time_coverage_begin :</span></dt><dd>2024-04-17T11:19:50Z</dd><dt><span>time_coverage_end :</span></dt><dd>2024-04-17T12:11:16Z</dd><dt><span>geospatial_lat_min :</span></dt><dd>-78.271942</dd><dt><span>geospatial_lat_max :</span></dt><dd>78.272019</dd><dt><span>geospatial_lon_min :</span></dt><dd>5e-06</dd><dt><span>geospatial_lon_max :</span></dt><dd>359.999986</dd><dt><span>date_modified :</span></dt><dd>2024-08-07T12:52:54Z</dd><dt><span>history :</span></dt><dd>2024-08-07T12:52:54Z: Created by DUACS KaRIn prototype</dd><dt><span>date_created :</span></dt><dd>2024-08-07T12:52:54Z</dd><dt><span>date_issued :</span></dt><dd>2024-08-07T12:52:54Z</dd><dt><span>_NCProperties :</span></dt><dd>version=2,netcdf=4.9.2,hdf5=1.14.2</dd><dt><span>data_used :</span></dt><dd>SWOT KaRIn L2_LR_SSH PGC0/PIC0 (NASA/CNES). DOI associated: https://doi.org/10.24400/527896/a01-2023.015</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (num_lines: 9860, num_pixels: 69)\n",
       "Coordinates:\n",
       "    latitude   (num_lines, num_pixels) float64 ...\n",
       "    longitude  (num_lines, num_pixels) float64 ...\n",
       "Dimensions without coordinates: num_lines, num_pixels\n",
       "Data variables:\n",
       "    time       (num_lines) datetime64[ns] ...\n",
       "    ssha       (num_lines, num_pixels) float64 ...\n",
       "Attributes: (12/43)\n",
       "    Conventions:                     CF-1.7\n",
       "    Metadata_Conventions:            Unidata Dataset Discovery v1.0\n",
       "    cdm_data_type:                   Swath\n",
       "    comment:                         Sea Surface Height measured by Altimetry\n",
       "    doi:                             https://doi.org/10.24400/527896/A01-2023...\n",
       "    geospatial_lat_units:            degrees_north\n",
       "    ...                              ...\n",
       "    date_modified:                   2024-08-07T12:52:54Z\n",
       "    history:                         2024-08-07T12:52:54Z: Created by DUACS K...\n",
       "    date_created:                    2024-08-07T12:52:54Z\n",
       "    date_issued:                     2024-08-07T12:52:54Z\n",
       "    _NCProperties:                   version=2,netcdf=4.9.2,hdf5=1.14.2\n",
       "    data_used:                       SWOT KaRIn L2_LR_SSH PGC0/PIC0 (NASA/CNE..."
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = swot_lr_dataset[variables]\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Select lines\n",
    "Select lines to load\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "idx_first, idx_last = 5000, 6000"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "ds = xr.merge([ds[var][idx_first:idx_last] for var in variables])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (num_lines: 1000, num_pixels: 69)\n",
       "Coordinates:\n",
       "    latitude   (num_lines, num_pixels) float64 1.333 1.33 1.328 ... 19.0 19.0\n",
       "    longitude  (num_lines, num_pixels) float64 359.7 359.8 359.8 ... 3.734 3.753\n",
       "Dimensions without coordinates: num_lines, num_pixels\n",
       "Data variables:\n",
       "    time       (num_lines) datetime64[ns] 2024-04-17T11:45:58.011918720 ... 2...\n",
       "    ssha       (num_lines, num_pixels) float64 nan nan nan ... nan nan nan\n",
       "Attributes:\n",
       "    comment:             Time of measurement in seconds in the UTC time scale...\n",
       "    leap_second:         0000-00-00T00:00:00Z\n",
       "    long_name:           time in UTC\n",
       "    standard_name:       time\n",
       "    tai_utc_difference:  37.0\n",
       "    _ChunkSizes:         9860</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-df720754-d9a5-4d6e-a0d8-df9963b1df93' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-df720754-d9a5-4d6e-a0d8-df9963b1df93' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>num_lines</span>: 1000</li><li><span>num_pixels</span>: 69</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-46a4a3aa-39e0-4ab5-8dd1-fb21ec528a74' class='xr-section-summary-in' type='checkbox'  checked><label for='section-46a4a3aa-39e0-4ab5-8dd1-fb21ec528a74' 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>latitude</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.333 1.33 1.328 ... 19.0 19.0 19.0</div><input id='attrs-900cb273-89bf-4b88-830a-0714890afb8d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-900cb273-89bf-4b88-830a-0714890afb8d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22fca22b-9d63-4777-ab53-dc0d75741c23' class='xr-var-data-in' type='checkbox'><label for='data-22fca22b-9d63-4777-ab53-dc0d75741c23' 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>comment :</span></dt><dd>Latitude of measurement [-80,80]. Positive latitude is North latitude, negative latitude is South latitude.</dd><dt><span>long_name :</span></dt><dd>latitude (positive N, negative S)</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>array([[ 1.332832,  1.330215,  1.327598, ...,  1.159859,  1.157235,\n",
       "         1.15461 ],\n",
       "       [ 1.350728,  1.348111,  1.345495, ...,  1.177754,  1.175129,\n",
       "         1.172504],\n",
       "       [ 1.368625,  1.366008,  1.363391, ...,  1.195648,  1.193023,\n",
       "         1.190398],\n",
       "       ...,\n",
       "       [19.161645, 19.158794, 19.15594 , ..., 18.969351, 18.966374,\n",
       "        18.963395],\n",
       "       [19.179494, 19.176642, 19.173788, ..., 18.987163, 18.984185,\n",
       "        18.981205],\n",
       "       [19.197343, 19.194491, 19.191636, ..., 19.004974, 19.001996,\n",
       "        18.999015]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>359.7 359.8 359.8 ... 3.734 3.753</div><input id='attrs-d13097d7-1a17-4a04-ae74-fe091845c711' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d13097d7-1a17-4a04-ae74-fe091845c711' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-357fbc68-4e9c-43f1-9be7-5db58afbec99' class='xr-var-data-in' type='checkbox'><label for='data-357fbc68-4e9c-43f1-9be7-5db58afbec99' 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>comment :</span></dt><dd>Longitude of measurement. East longitude relative to Greenwich meridian.</dd><dt><span>long_name :</span></dt><dd>longitude (degrees East)</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>array([[359.747946, 359.765728, 359.78351 , ...,   0.921484,   0.939264,\n",
       "          0.957044],\n",
       "       [359.750548, 359.76833 , 359.786112, ...,   0.924094,   0.941874,\n",
       "          0.959654],\n",
       "       [359.75315 , 359.770932, 359.788714, ...,   0.926704,   0.944484,\n",
       "          0.962264],\n",
       "       ...,\n",
       "       [  2.471335,   2.49011 ,   2.508884, ...,   3.709073,   3.727804,\n",
       "          3.746535],\n",
       "       [  2.474338,   2.493115,   2.511891, ...,   3.712202,   3.730936,\n",
       "          3.749669],\n",
       "       [  2.477343,   2.496121,   2.514899, ...,   3.715333,   3.734068,\n",
       "          3.752803]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3cb3e3a2-5a96-4017-a380-f5aff3b23b49' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3cb3e3a2-5a96-4017-a380-f5aff3b23b49' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(num_lines)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-04-17T11:45:58.011918720 .....</div><input id='attrs-32f003a6-d8fd-42b7-bd3c-6f790096bc9f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-32f003a6-d8fd-42b7-bd3c-6f790096bc9f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca814233-531b-4dd0-ad9b-10d908f3060f' class='xr-var-data-in' type='checkbox'><label for='data-ca814233-531b-4dd0-ad9b-10d908f3060f' 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>comment :</span></dt><dd>Time of measurement in seconds in the UTC time scale since 1 Jan 2000 00:00:00 UTC. [tai_utc_difference] is the difference between TAI and UTC reference time (seconds) for the first measurement of the data set. If a leap second occurs within the data set, the attribute leap_second is set to the UTC time at which the leap second occurs.</dd><dt><span>leap_second :</span></dt><dd>0000-00-00T00:00:00Z</dd><dt><span>long_name :</span></dt><dd>time in UTC</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>tai_utc_difference :</span></dt><dd>37.0</dd><dt><span>_ChunkSizes :</span></dt><dd>9860</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2024-04-17T11:45:58.011918720&#x27;, &#x27;2024-04-17T11:45:58.324126336&#x27;,\n",
       "       &#x27;2024-04-17T11:45:58.636632448&#x27;, &#x27;2024-04-17T11:45:58.948842624&#x27;,\n",
       "       &#x27;2024-04-17T11:45:59.261201920&#x27;, &#x27;2024-04-17T11:45:59.573493888&#x27;,\n",
       "       &#x27;2024-04-17T11:45:59.885746176&#x27;, &#x27;2024-04-17T11:46:00.198138112&#x27;,\n",
       "       &#x27;2024-04-17T11:46:00.510316544&#x27;, &#x27;2024-04-17T11:46:00.822737280&#x27;,\n",
       "       &#x27;2024-04-17T11:46:01.134936192&#x27;, &#x27;2024-04-17T11:46:01.447291392&#x27;,\n",
       "       &#x27;2024-04-17T11:46:01.759580160&#x27;, &#x27;2024-04-17T11:46:02.071867392&#x27;,\n",
       "       &#x27;2024-04-17T11:46:02.384406912&#x27;, &#x27;2024-04-17T11:46:02.696587520&#x27;,\n",
       "       &#x27;2024-04-17T11:46:03.008988928&#x27;, &#x27;2024-04-17T11:46:03.321217152&#x27;,\n",
       "       &#x27;2024-04-17T11:46:03.633529216&#x27;, &#x27;2024-04-17T11:46:03.945865984&#x27;,\n",
       "       &#x27;2024-04-17T11:46:04.258070656&#x27;, &#x27;2024-04-17T11:46:04.570487680&#x27;,\n",
       "       &#x27;2024-04-17T11:46:04.882656256&#x27;, &#x27;2024-04-17T11:46:05.195049600&#x27;,\n",
       "       &#x27;2024-04-17T11:46:05.507287936&#x27;, &#x27;2024-04-17T11:46:05.819598592&#x27;,\n",
       "       &#x27;2024-04-17T11:46:06.131989120&#x27;, &#x27;2024-04-17T11:46:06.444171648&#x27;,\n",
       "       &#x27;2024-04-17T11:46:06.756592256&#x27;, &#x27;2024-04-17T11:46:07.068769792&#x27;,\n",
       "       &#x27;2024-04-17T11:46:07.381140608&#x27;, &#x27;2024-04-17T11:46:07.693411456&#x27;,\n",
       "       &#x27;2024-04-17T11:46:08.005666688&#x27;, &#x27;2024-04-17T11:46:08.318048896&#x27;,\n",
       "       &#x27;2024-04-17T11:46:08.630220160&#x27;, &#x27;2024-04-17T11:46:08.942639744&#x27;,\n",
       "       &#x27;2024-04-17T11:46:09.254833920&#x27;, &#x27;2024-04-17T11:46:09.567073408&#x27;,\n",
       "       &#x27;2024-04-17T11:46:09.879276416&#x27;, &#x27;2024-04-17T11:46:10.191523712&#x27;,\n",
       "...\n",
       "       &#x27;2024-04-17T11:50:58.395778048&#x27;, &#x27;2024-04-17T11:50:58.707942912&#x27;,\n",
       "       &#x27;2024-04-17T11:50:59.020237440&#x27;, &#x27;2024-04-17T11:50:59.332458624&#x27;,\n",
       "       &#x27;2024-04-17T11:50:59.644699136&#x27;, &#x27;2024-04-17T11:50:59.956986112&#x27;,\n",
       "       &#x27;2024-04-17T11:51:00.269182592&#x27;, &#x27;2024-04-17T11:51:00.581741568&#x27;,\n",
       "       &#x27;2024-04-17T11:51:00.893962880&#x27;, &#x27;2024-04-17T11:51:01.206237952&#x27;,\n",
       "       &#x27;2024-04-17T11:51:01.518493440&#x27;, &#x27;2024-04-17T11:51:01.830679680&#x27;,\n",
       "       &#x27;2024-04-17T11:51:02.143004800&#x27;, &#x27;2024-04-17T11:51:02.455142528&#x27;,\n",
       "       &#x27;2024-04-17T11:51:02.767491328&#x27;, &#x27;2024-04-17T11:51:03.079657216&#x27;,\n",
       "       &#x27;2024-04-17T11:51:03.391962624&#x27;, &#x27;2024-04-17T11:51:03.704151808&#x27;,\n",
       "       &#x27;2024-04-17T11:51:04.016548096&#x27;, &#x27;2024-04-17T11:51:04.329433216&#x27;,\n",
       "       &#x27;2024-04-17T11:51:04.641645952&#x27;, &#x27;2024-04-17T11:51:04.953932672&#x27;,\n",
       "       &#x27;2024-04-17T11:51:05.266154368&#x27;, &#x27;2024-04-17T11:51:05.578387968&#x27;,\n",
       "       &#x27;2024-04-17T11:51:05.890693248&#x27;, &#x27;2024-04-17T11:51:06.202845696&#x27;,\n",
       "       &#x27;2024-04-17T11:51:06.515208960&#x27;, &#x27;2024-04-17T11:51:06.827345152&#x27;,\n",
       "       &#x27;2024-04-17T11:51:07.139678336&#x27;, &#x27;2024-04-17T11:51:07.451913600&#x27;,\n",
       "       &#x27;2024-04-17T11:51:07.764018304&#x27;, &#x27;2024-04-17T11:51:08.076135424&#x27;,\n",
       "       &#x27;2024-04-17T11:51:08.388306432&#x27;, &#x27;2024-04-17T11:51:08.700673664&#x27;,\n",
       "       &#x27;2024-04-17T11:51:09.012828032&#x27;, &#x27;2024-04-17T11:51:09.325139584&#x27;,\n",
       "       &#x27;2024-04-17T11:51:09.637370880&#x27;, &#x27;2024-04-17T11:51:09.949582336&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ssha</span></div><div class='xr-var-dims'>(num_lines, num_pixels)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan 0.1486 ... nan nan nan</div><input id='attrs-89213525-0d05-4151-9da3-44e85bb80267' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-89213525-0d05-4151-9da3-44e85bb80267' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f3387c2a-84fe-43af-9281-734a19c2c795' class='xr-var-data-in' type='checkbox'><label for='data-f3387c2a-84fe-43af-9281-734a19c2c795' 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>comment :</span></dt><dd>Height of the sea surface anomaly with all corrections applied.</dd><dt><span>long_name :</span></dt><dd>sea surface height anomaly</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_reference_ellipsoid</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>_ChunkSizes :</span></dt><dd>[9860, 69]</dd></dl></div><div class='xr-var-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e0c95472-454e-4f12-8bbc-e457b0b9703a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e0c95472-454e-4f12-8bbc-e457b0b9703a' 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-afcde184-619d-4417-9c25-408d32c50630' class='xr-section-summary-in' type='checkbox'  checked><label for='section-afcde184-619d-4417-9c25-408d32c50630' class='xr-section-summary' >Attributes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>comment :</span></dt><dd>Time of measurement in seconds in the UTC time scale since 1 Jan 2000 00:00:00 UTC. [tai_utc_difference] is the difference between TAI and UTC reference time (seconds) for the first measurement of the data set. If a leap second occurs within the data set, the attribute leap_second is set to the UTC time at which the leap second occurs.</dd><dt><span>leap_second :</span></dt><dd>0000-00-00T00:00:00Z</dd><dt><span>long_name :</span></dt><dd>time in UTC</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>tai_utc_difference :</span></dt><dd>37.0</dd><dt><span>_ChunkSizes :</span></dt><dd>9860</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (num_lines: 1000, num_pixels: 69)\n",
       "Coordinates:\n",
       "    latitude   (num_lines, num_pixels) float64 1.333 1.33 1.328 ... 19.0 19.0\n",
       "    longitude  (num_lines, num_pixels) float64 359.7 359.8 359.8 ... 3.734 3.753\n",
       "Dimensions without coordinates: num_lines, num_pixels\n",
       "Data variables:\n",
       "    time       (num_lines) datetime64[ns] 2024-04-17T11:45:58.011918720 ... 2...\n",
       "    ssha       (num_lines, num_pixels) float64 nan nan nan ... nan nan nan\n",
       "Attributes:\n",
       "    comment:             Time of measurement in seconds in the UTC time scale...\n",
       "    leap_second:         0000-00-00T00:00:00Z\n",
       "    long_name:           time in UTC\n",
       "    standard_name:       time\n",
       "    tai_utc_difference:  37.0\n",
       "    _ChunkSizes:         9860"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.load()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Store the dataset to a NetCDF file\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Set encoding for each variable\n",
    "for var in list(ds.keys()):\n",
    "    ds[var].encoding = {'zlib':True, 'complevel':5}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    }
   },
   "outputs": [],
   "source": [
    "ds.to_netcdf(os.path.join(output_dir, 'dataset.nc'))"
   ]
  }
 ],
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