{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "5be70c4e",
   "metadata": {},
   "source": [
    "![logo](../img/LogoLine_horizon_C3S.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "673ffda9",
   "metadata": {},
   "source": [
    "# Exploring Total Column Water Vapour information in the COMBI dataset"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0e2684b7",
   "metadata": {},
   "source": [
    "This notebook-tutorial provides an introduction to the use of the\n",
    "combined global near-infrared (NIR) and microwave (MW) imager total column water vapour ([TCWV](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=overview)) data record (COMBI) for climate studies."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "37f353c4",
   "metadata": {},
   "source": [
    "The Water Vapour (WV) Essential Climate Variable (ECV) and the COMBI TCWV product are described in introduction. Then, a first use case provides an analysis of the time averaged global and seasonal climatological distributions of the total column water vapour as well as the monthly mean climatology. The second use case presents the time series and trend analysis of TCWV. Step-by-step instructions are provided on data preparation; the use cases are extensively documented and each line of code is explained.\n",
    "\n",
    "The two figures below show some results from both of the use cases and illustrate the successful run of the code."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "39777513",
   "metadata": {},
   "source": [
    "This tutorial is in the form of a [Jupyter notebook](https://jupyter.org/), written in [Python 3.9.4](https://www.python.org/downloads/release/python-394/). You will not need to install any software for the training as there are a number of free cloud-based services to create, edit, run and export Jupyter notebooks such as this. Here are some suggestions (simply click on one of the links below to run the notebook):"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d0cc7c60",
   "metadata": {},
   "source": [
    "<style>\n",
    "td, th {\n",
    "   border: 1px solid white;\n",
    "   border-collapse: collapse;\n",
    "}\n",
    "</style>\n",
    "<table align=\"left\">\n",
    "  <tr>\n",
    "    <th>Run the tutorial via free cloud platforms: </th>\n",
    "    <th><a href=\"https://mybinder.org/v2/gh/ecmwf-projects/copernicus-training-c3s/main?labpath=ecv-notebooks/total-column-water-vapour-combi.ipynb\">\n",
    "        <img src = \"https://mybinder.org/badge.svg\" alt = \"Binder\"></th>\n",
    "    <th><a href=\"https://colab.research.google.com/github/ecmwf-projects/copernicus-training-c3s/blob/main/ecv-notebooks/total-column-water-vapour-combi.ipynb\">\n",
    "        <img src = \"https://colab.research.google.com/assets/colab-badge.svg\" alt = \"Colab\"></th>\n",
    "  </tr>\n",
    "</table>\n",
    "<br>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fd6aae66",
   "metadata": {},
   "source": [
    "<br>\n",
    "![](./img/wv-combi_banner.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9228ff61",
   "metadata": {},
   "source": [
    "##  Introduction\n",
    "\n",
    "Anthropogenic activities and natural variations from years to decades shape the Earth's climate. Water vapour has been recognised as an Essential Climate Variable (ECV) as it provides the basis for all cloud formation, cloud physics, and furthermore influences the Earth's heat budget due to its high absorbance of long and short-wave radiation. It is a natural greenhouse gas with a global warming potential much higher than carbon dioxide. An increase in temperature will lead to an increase in water vapour and due to this coupling mechanism to the acceleration of global warming. Total column water vapour (TCWV) is a measure of the integrated water vapour content of the atmosphere.\n",
    "\n",
    "In the Copernicus Climate Data Store (CDS), the EUMETSAT Satellite Application Facility on Climate Monitoring has brokered the COMBI product. It combines the Special Sensor Microwave - Imager/Sensor (SSMI/S) TCWV retrievals in the microwave (MW) spectrum over ocean surfaces with the Medium Resolution Imaging Spectrometer (MERIS) retrievals, the Moderate-resolution Imaging Spectro-radiometer (MODIS) retrievals and the Ocean and Land Colour Imager (OLCI) retrievals in the near-infrared (NIR) domain over land surfaces. The COMBI product also covers sea-ice and coastal regions, but with a reduced quality. The TCWV dataset covers the time period July 2002 to December 2017.\n",
    "\n",
    "In this Jupyter notebook tutorial, we present examples, based on monthly mean TCWV products, to illustrate the philosophy on the usage, visualisation, and analysis of the TCWV dataset. First you get to sort out data access and retrieval, and get all the right libraries in place for the computations. Then we take you through a short process of inspecting the retrieved data to see if it's all ok for analysis. You then have a chance to visualise your data, before we take you through some climatology analyses that you could use in your work."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e739f0f3",
   "metadata": {},
   "source": [
    "##  Dataset description\n",
    "\n",
    "\n",
    "You will find further information about the dataset in the Climate Data Store catalogue entry total column water vapour (see link to the entry below), sections \"[Overview](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=overview)\", \"[Download data](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=form)\" and \"[Documentation](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=doc)\":\n",
    "- [Global monthly and daily high-spatial resolution of total column water vapour from 2002 to 2017 derived from satellite observations](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=overview)\n",
    "\n",
    "The \"[Overview](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=overview)\" section provides you with a general introduction to water vapour and its role in the atmosphere. In addition, the available datasets are described by an overview text and a table containing information about the coverage, resolution, etc.\n",
    "\n",
    "\n",
    "The \"[Download data](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=form)\" section provides you with the download form and access to the data.\n",
    "\n",
    "In the \"[Documentation](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=doc)\" you will find useful documents like the Product User Guide and Specification (PUGS) with general information on TCWV, the Validation Report, or the Algorithm Theoretical Basis Document (ATBD) that describes the retrieval algorithms."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e8b9e385",
   "metadata": {},
   "source": [
    "##  Search, download and view data\n",
    "\n",
    "Before we begin we must prepare our environment. This includes installing the Application Programming Interface (API) of the Climate Data Store (CDS), setting up our CDS API credentials and importing the various Python libraries that we will need."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7621b926",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Ensure that the cdsapi package is installed\n",
    "!pip install -q cdsapi"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc035a2c",
   "metadata": {},
   "source": [
    "###  Import libraries\n",
    "\n",
    "The data have been stored in files written in NetCDF format. To best handle these, we will import the library [Xarray](http://xarray.pydata.org/en/stable/) which is specifically designed for manipulating multidimensional arrays in the field of geosciences. The libraries [Matplotlib](https://matplotlib.org/) and [Cartopy](https://scitools.org.uk/cartopy/docs/latest/) will also be imported for plotting and visualising the analysed data. We will also import the libraries [zipfile](https://docs.python.org/3/library/zipfile.html) to work with zip-archives, [OS](https://docs.python.org/3/library/os.html) to use OS-functions and pattern expansion, and [urllib3](https://urllib3.readthedocs.io/en/stable/) for disabling warnings for data download via CDS API."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "898c4be1",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "\n",
    "# Libraries to work with zip-archives, OS functions and pattern expansion\n",
    "import zipfile\n",
    "import os\n",
    "\n",
    "# Disable warnings for data download via API\n",
    "import urllib3\n",
    "urllib3.disable_warnings()\n",
    "\n",
    "# CDS API library\n",
    "import cdsapi\n",
    "\n",
    "# Libraries for working with multidimensional arrays\n",
    "import xarray as xr\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "# Import a sublibrary method for the seasonal decomposition of the time series\n",
    "from statsmodels.tsa.seasonal import seasonal_decompose\n",
    "\n",
    "# Libraries for plotting and visualising the data\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "from cartopy.mpl.ticker import (LongitudeFormatter, LatitudeFormatter)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e1b15788",
   "metadata": {},
   "source": [
    "###  Download Data Using CDS API\n",
    "\n",
    "#### Set up CDS API credentials \n",
    "\n",
    "To set up your CDS API credentials, please login/register on the [CDS](https://cds.climate.copernicus.eu/), then follow the [instructions here](https://cds.climate.copernicus.eu/how-to-api) to obtain your API key.\n",
    "\n",
    "You can add this API key to your current session by uncommenting the code below and replacing `#########` with your API key."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9e537766",
   "metadata": {},
   "outputs": [],
   "source": [
    "URL = 'https://cds.climate.copernicus.eu/api'\n",
    "KEY = '######################################'"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6be06cea",
   "metadata": {},
   "source": [
    "Here we specify a data directory in which we will download our data and all output files that we will generate:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "fb19ed11",
   "metadata": {},
   "outputs": [],
   "source": [
    "DATADIR = './'\n",
    "# Filename for the zip file downloaded from the CDS\n",
    "download_zip_file = os.path.join(DATADIR, 'combi-tcwv-monthly.zip')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "17056ab7",
   "metadata": {},
   "source": [
    "#### Search for data\n",
    "\n",
    "To search for data, we will visit the CDS website: https://cds.climate.copernicus.eu/cdsapp#!/home.\n",
    "Here we can search for COMBI data using the search bar. The data we need for this use case is the [Global monthly and daily high-spatial resolution of total column water vapour from 2002 to 2017 derived from satellite observations](https://cds.climate.copernicus.eu/cdsapp#!/dataset/satellite-total-column-water-vapour-land-ocean?tab=overview).\n",
    "This catalogue entry provides data from various sources: C3S MERIS & SSMI product and Near-infrared & HOAPS combined product."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5c793c1a",
   "metadata": {},
   "source": [
    "After selecting the correct catalogue entry, we will specify the product family, the horizontal aggregation, the vertical aggregation and the temporal coverage we are interested in.\n",
    "These can all be selected in the **\"Download data\"** tab. In this tab a form appears in which we will select the following parameters to download:\n",
    "\n",
    "- Product: `Near-infrared & HOAPS combined`\n",
    "- Horizontal aggregation: `0.5`\n",
    "- Temporal aggregation: `Monthly`\n",
    "- Year: `all` (use **\"Select all\"** button)\n",
    "- Month: `all` (use **\"Select all\"** button)\n",
    "- Format: `Compressed zip file (.zip)`\n",
    "\n",
    "If you have not already done so, you will need to accept the **\"terms & conditions\"** of the data before you can download it.\n",
    "\n",
    "At the end of the download form, select **\"Show API request\"**. This will reveal a block of code, which you can simply copy and paste into a cell of your Jupyter Notebook (see cell below) ..."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "79cf2251",
   "metadata": {},
   "source": [
    "#### Download data\n",
    "\n",
    "… Having copied the API request into the cell below, running this will retrieve and download the data we requested into our local directory. However, before we run the cell below, the terms and conditions of this particular dataset need to have been accepted in the CDS. The option to view and accept these conditions is given at the end of the download form, just above the **“Show API request”** option."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "fd274ba0",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2024-11-22 08:24:03,270 WARNING [2024-11-22T08:24:03.281457] You are using a deprecated API endpoint. If you are using cdsapi, please upgrade to the latest version.\n",
      "2024-11-22 08:24:03,271 INFO Request ID is 1409a25c-689e-4cc4-a8f2-ffbd20fd5f25\n",
      "2024-11-22 08:24:03,331 INFO status has been updated to accepted\n",
      "2024-11-22 08:24:07,683 INFO status has been updated to successful\n"
     ]
    },
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      "text/plain": [
       "1a3dcf1ddb1c2877423a0fc8227ec953.zip:   0%|          | 0.00/545M [00:00<?, ?B/s]"
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    {
     "data": {
      "text/plain": [
       "'./combi-tcwv-monthly.zip'"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "c = cdsapi.Client(url=URL, key=KEY)\n",
    "c.retrieve(\n",
    "    'satellite-total-column-water-vapour-land-ocean',\n",
    "    {\n",
    "        'variable': 'all',\n",
    "        'format': 'zip',\n",
    "        'product': 'near_infrared_hoaps_combined',\n",
    "        'horizontal_aggregation': '0_5_x_0_5',\n",
    "        'temporal_aggregation': 'monthly',\n",
    "        'year': ['%04d' % (year) for year in range(2002, 2018)],\n",
    "        'month': ['%02d' % (month) for month in range(1, 13)],\n",
    "        'variable': 'all',\n",
    "    },\n",
    "    download_zip_file\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "95814390",
   "metadata": {},
   "source": [
    "###  View data\n",
    "\n",
    "#### Inspect data\n",
    "\n",
    "The data have been downloaded. We can now unzip the archive and merge all files into one NetCDF file to inspect them. NetCDF is a commonly used format for array-oriented scientifc data. We use the [Xarray](https://docs.xarray.dev/en/stable/index.html) library to read and process these data. Xarray is an open source project and Python package that makes working with labelled multi-dimensional arrays simple and efficient. We will read the data from our NetCDF file into an [Xarray Dataset](https://docs.xarray.dev/en/stable/generated/xarray.Dataset.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b2874198",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Unzip the data. The dataset is split in monthly files.\n",
    "with zipfile.ZipFile(download_zip_file, 'r') as zip_ref:\n",
    "    filelist = [os.path.join(DATADIR, f) for f in zip_ref.namelist()]\n",
    "    zip_ref.extractall(DATADIR)\n",
    "# Ensure the filelist is in the correct order\n",
    "filelist = sorted(filelist)\n",
    "\n",
    "# Merge all unpacked files into one.\n",
    "ds_combi = xr.open_mfdataset(filelist)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "abec7acd",
   "metadata": {},
   "source": [
    "Now we can query our newly created Xarray..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "e1c6001f",
   "metadata": {},
   "outputs": [
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       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
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       "  padding: 0 !important;\n",
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       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
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       "\n",
       ".xr-dim-list:before {\n",
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       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
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       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
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       "\n",
       ".xr-has-index {\n",
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       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
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       "\n",
       ".xr-var-item > div,\n",
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       ".xr-var-item > .xr-var-name span {\n",
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       "  padding-right: 5px;\n",
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       "\n",
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       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
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       "\n",
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       "\n",
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       "\n",
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       ".xr-var-name:hover,\n",
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       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
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       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
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       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
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       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
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       "  vertical-align: middle;\n",
       "  width: 1em;\n",
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       "  stroke: currentColor;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 1GB\n",
       "Dimensions:            (time: 186, nv: 2, lat: 360, lon: 720)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 1kB 2002-07-01 ... 2017-12-01\n",
       "  * lat                (lat) float32 1kB 89.75 89.25 88.75 ... -89.25 -89.75\n",
       "  * lon                (lon) float32 3kB -179.8 -179.2 -178.8 ... 179.2 179.8\n",
       "Dimensions without coordinates: nv\n",
       "Data variables:\n",
       "    record_status      (time) int8 186B dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;\n",
       "    time_bnds          (time, nv) datetime64[ns] 3kB dask.array&lt;chunksize=(1, 2), meta=np.ndarray&gt;\n",
       "    lat_bnds           (time, lat, nv) float32 536kB dask.array&lt;chunksize=(1, 360, 2), meta=np.ndarray&gt;\n",
       "    lon_bnds           (time, lon, nv) float32 1MB dask.array&lt;chunksize=(1, 720, 2), meta=np.ndarray&gt;\n",
       "    surface_type_flag  (time, lat, lon) int8 48MB dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;\n",
       "    num_days_tcwv      (time, lat, lon) float64 386MB dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;\n",
       "    tcwv               (time, lat, lon) float32 193MB dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;\n",
       "    num_obs            (time, lat, lon) float32 193MB dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;\n",
       "    stdv               (time, lat, lon) float32 193MB dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;\n",
       "    tcwv_err           (time, lat, lon) float32 193MB dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;\n",
       "    tcwv_ran           (time, lat, lon) float32 193MB dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;\n",
       "    crs                (time) int32 744B 1178880137 1178880137 ... 1178880137\n",
       "Attributes: (12/50)\n",
       "    title:                      Global Total Column of Water Vapour Product f...\n",
       "    institution:                EUMETSAT/CMSAF\n",
       "    publisher_name:             EUMETSAT/CMSAF\n",
       "    publisher_email:            contact.cmsaf@dwd.de\n",
       "    publisher_url:              http://www.cmsaf.eu/\n",
       "    source:                     Near-infrared Level 3 data (land, sea-ice and...\n",
       "    ...                         ...\n",
       "    platform_vocabulary:        GCMD Platforms, Version 8.6\n",
       "    instrument_vocabulary:      GCMD Instruments, Version 8.6\n",
       "    variable_id:                tcwv\n",
       "    platform:                   ENVISAT &gt; Environmental Satellite,&quot;AQUA &gt; Ear...\n",
       "    sensor:                     MERIS &gt; Medium Resolution Imaging Spectromete...\n",
       "    instrument:                 MERIS &gt; Medium Resolution Imaging Spectromete...</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-72a48431-98e0-4416-991f-0e67465f7168' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-72a48431-98e0-4416-991f-0e67465f7168' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 186</li><li><span>nv</span>: 2</li><li><span class='xr-has-index'>lat</span>: 360</li><li><span class='xr-has-index'>lon</span>: 720</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-3da50119-3d17-4dff-94e8-a1321f96d13e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3da50119-3d17-4dff-94e8-a1321f96d13e' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2002-07-01 ... 2017-12-01</div><input id='attrs-f9b6d1eb-fefe-4b92-979c-7738add9d7e8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f9b6d1eb-fefe-4b92-979c-7738add9d7e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4810c361-7d5a-4f33-906d-46a9d22a3c76' class='xr-var-data-in' type='checkbox'><label for='data-4810c361-7d5a-4f33-906d-46a9d22a3c76' 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>Product dataset time given as days since 1970-01-01</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2002-07-01T00:00:00.000000000&#x27;, &#x27;2002-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-09-01T00:00:00.000000000&#x27;, &#x27;2002-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-11-01T00:00:00.000000000&#x27;, &#x27;2002-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-01-01T00:00:00.000000000&#x27;, &#x27;2003-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-03-01T00:00:00.000000000&#x27;, &#x27;2003-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-05-01T00:00:00.000000000&#x27;, &#x27;2003-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-07-01T00:00:00.000000000&#x27;, &#x27;2003-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-09-01T00:00:00.000000000&#x27;, &#x27;2003-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-11-01T00:00:00.000000000&#x27;, &#x27;2003-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-01-01T00:00:00.000000000&#x27;, &#x27;2004-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-03-01T00:00:00.000000000&#x27;, &#x27;2004-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-05-01T00:00:00.000000000&#x27;, &#x27;2004-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-07-01T00:00:00.000000000&#x27;, &#x27;2004-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-09-01T00:00:00.000000000&#x27;, &#x27;2004-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-11-01T00:00:00.000000000&#x27;, &#x27;2004-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-01-01T00:00:00.000000000&#x27;, &#x27;2005-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-03-01T00:00:00.000000000&#x27;, &#x27;2005-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-05-01T00:00:00.000000000&#x27;, &#x27;2005-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-07-01T00:00:00.000000000&#x27;, &#x27;2005-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-09-01T00:00:00.000000000&#x27;, &#x27;2005-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-11-01T00:00:00.000000000&#x27;, &#x27;2005-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-01-01T00:00:00.000000000&#x27;, &#x27;2006-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-03-01T00:00:00.000000000&#x27;, &#x27;2006-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-05-01T00:00:00.000000000&#x27;, &#x27;2006-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-07-01T00:00:00.000000000&#x27;, &#x27;2006-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-09-01T00:00:00.000000000&#x27;, &#x27;2006-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-11-01T00:00:00.000000000&#x27;, &#x27;2006-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-01-01T00:00:00.000000000&#x27;, &#x27;2007-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-03-01T00:00:00.000000000&#x27;, &#x27;2007-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-05-01T00:00:00.000000000&#x27;, &#x27;2007-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-07-01T00:00:00.000000000&#x27;, &#x27;2007-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-09-01T00:00:00.000000000&#x27;, &#x27;2007-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-11-01T00:00:00.000000000&#x27;, &#x27;2007-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-01-01T00:00:00.000000000&#x27;, &#x27;2008-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-03-01T00:00:00.000000000&#x27;, &#x27;2008-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-05-01T00:00:00.000000000&#x27;, &#x27;2008-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-07-01T00:00:00.000000000&#x27;, &#x27;2008-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-09-01T00:00:00.000000000&#x27;, &#x27;2008-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-11-01T00:00:00.000000000&#x27;, &#x27;2008-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-01-01T00:00:00.000000000&#x27;, &#x27;2009-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-03-01T00:00:00.000000000&#x27;, &#x27;2009-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-05-01T00:00:00.000000000&#x27;, &#x27;2009-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-07-01T00:00:00.000000000&#x27;, &#x27;2009-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-09-01T00:00:00.000000000&#x27;, &#x27;2009-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-11-01T00:00:00.000000000&#x27;, &#x27;2009-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-01-01T00:00:00.000000000&#x27;, &#x27;2010-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-03-01T00:00:00.000000000&#x27;, &#x27;2010-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-05-01T00:00:00.000000000&#x27;, &#x27;2010-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-07-01T00:00:00.000000000&#x27;, &#x27;2010-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-09-01T00:00:00.000000000&#x27;, &#x27;2010-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-11-01T00:00:00.000000000&#x27;, &#x27;2010-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-01-01T00:00:00.000000000&#x27;, &#x27;2011-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-03-01T00:00:00.000000000&#x27;, &#x27;2011-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-05-01T00:00:00.000000000&#x27;, &#x27;2011-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-07-01T00:00:00.000000000&#x27;, &#x27;2011-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-09-01T00:00:00.000000000&#x27;, &#x27;2011-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-11-01T00:00:00.000000000&#x27;, &#x27;2011-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-01-01T00:00:00.000000000&#x27;, &#x27;2012-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-03-01T00:00:00.000000000&#x27;, &#x27;2012-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-05-01T00:00:00.000000000&#x27;, &#x27;2012-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-07-01T00:00:00.000000000&#x27;, &#x27;2012-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-09-01T00:00:00.000000000&#x27;, &#x27;2012-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-11-01T00:00:00.000000000&#x27;, &#x27;2012-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-01T00:00:00.000000000&#x27;, &#x27;2013-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-03-01T00:00:00.000000000&#x27;, &#x27;2013-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-05-01T00:00:00.000000000&#x27;, &#x27;2013-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-07-01T00:00:00.000000000&#x27;, &#x27;2013-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-09-01T00:00:00.000000000&#x27;, &#x27;2013-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-11-01T00:00:00.000000000&#x27;, &#x27;2013-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-01-01T00:00:00.000000000&#x27;, &#x27;2014-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-03-01T00:00:00.000000000&#x27;, &#x27;2014-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-05-01T00:00:00.000000000&#x27;, &#x27;2014-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-07-01T00:00:00.000000000&#x27;, &#x27;2014-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-09-01T00:00:00.000000000&#x27;, &#x27;2014-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-11-01T00:00:00.000000000&#x27;, &#x27;2014-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-01-01T00:00:00.000000000&#x27;, &#x27;2015-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-03-01T00:00:00.000000000&#x27;, &#x27;2015-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-05-01T00:00:00.000000000&#x27;, &#x27;2015-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-07-01T00:00:00.000000000&#x27;, &#x27;2015-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-09-01T00:00:00.000000000&#x27;, &#x27;2015-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-11-01T00:00:00.000000000&#x27;, &#x27;2015-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-01-01T00:00:00.000000000&#x27;, &#x27;2016-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-03-01T00:00:00.000000000&#x27;, &#x27;2016-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-05-01T00:00:00.000000000&#x27;, &#x27;2016-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-07-01T00:00:00.000000000&#x27;, &#x27;2016-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-09-01T00:00:00.000000000&#x27;, &#x27;2016-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-11-01T00:00:00.000000000&#x27;, &#x27;2016-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-01-01T00:00:00.000000000&#x27;, &#x27;2017-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-03-01T00:00:00.000000000&#x27;, &#x27;2017-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-05-01T00:00:00.000000000&#x27;, &#x27;2017-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-07-01T00:00:00.000000000&#x27;, &#x27;2017-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-09-01T00:00:00.000000000&#x27;, &#x27;2017-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-11-01T00:00:00.000000000&#x27;, &#x27;2017-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>89.75 89.25 88.75 ... -89.25 -89.75</div><input id='attrs-7edd6f84-b0ec-4685-add7-73b857339869' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7edd6f84-b0ec-4685-add7-73b857339869' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-125bb964-51b3-429f-9f2a-799f6def1801' class='xr-var-data-in' type='checkbox'><label for='data-125bb964-51b3-429f-9f2a-799f6def1801' 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</dd><dt><span>units :</span></dt><dd>degrees_north </dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_range :</span></dt><dd>[-90.  90.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd></dl></div><div class='xr-var-data'><pre>array([ 89.75,  89.25,  88.75, ..., -88.75, -89.25, -89.75], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-179.8 -179.2 ... 179.2 179.8</div><input id='attrs-ba216dea-3ac8-4879-a125-ec6d3669a3e3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ba216dea-3ac8-4879-a125-ec6d3669a3e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04393a29-83c2-4472-98e9-adf05abb98a8' class='xr-var-data-in' type='checkbox'><label for='data-04393a29-83c2-4472-98e9-adf05abb98a8' 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</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>valid_range :</span></dt><dd>[-180.  180.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>lon_bnds</dd></dl></div><div class='xr-var-data'><pre>array([-179.75, -179.25, -178.75, ...,  178.75,  179.25,  179.75],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-96e7c566-e364-40be-ac79-33ac29f0114f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-96e7c566-e364-40be-ac79-33ac29f0114f' class='xr-section-summary' >Data variables: <span>(12)</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>record_status</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1,), meta=np.ndarray&gt;</div><input id='attrs-3c12a756-698a-4450-95b9-57ccad9110ec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3c12a756-698a-4450-95b9-57ccad9110ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0c6974dc-72b0-43c4-91a1-0a84138836af' class='xr-var-data-in' type='checkbox'><label for='data-0c6974dc-72b0-43c4-91a1-0a84138836af' 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>Record Status</dd><dt><span>comment :</span></dt><dd>Overall status of each record (timestamp) in this file. If a record is flagged as not ok, it is recommended not to use it.</dd><dt><span>flag_values :</span></dt><dd>[0 1 2]</dd><dt><span>flag_meanings :</span></dt><dd>ok void bad_quality</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 186 B </td>\n",
       "                        <td> 1 B </td>\n",
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       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
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       "                        <td> (1,) </td>\n",
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       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 186 chunks in 373 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> int8 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, nv)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 2), meta=np.ndarray&gt;</div><input id='attrs-e6ade1cb-8dd0-4d0c-96cd-9a764c04ee6c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e6ade1cb-8dd0-4d0c-96cd-9a764c04ee6c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d2253e6-ec12-4822-975d-c38d7f9f0887' class='xr-var-data-in' type='checkbox'><label for='data-7d2253e6-ec12-4822-975d-c38d7f9f0887' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time cell boundaries</dd><dt><span>comment :</span></dt><dd>Contains the start and end times for the time period the data represent.</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 2.91 kiB </td>\n",
       "                        <td> 16 B </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (186, 2) </td>\n",
       "                        <td> (1, 2) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 186 chunks in 373 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> datetime64[ns] numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_bnds</span></div><div class='xr-var-dims'>(time, lat, nv)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 360, 2), meta=np.ndarray&gt;</div><input id='attrs-c230531d-c4f7-4ff3-811f-87cc0627289e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c230531d-c4f7-4ff3-811f-87cc0627289e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4255d333-4440-42f3-ae39-efc223403859' class='xr-var-data-in' type='checkbox'><label for='data-4255d333-4440-42f3-ae39-efc223403859' 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 cell boundaries</dd><dt><span>valid_range :</span></dt><dd>[-90.  90.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>comment :</span></dt><dd>Contains the northern and southern boundaries of the grid cells.</dd></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
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       "                    <tr>\n",
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       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
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       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 523.12 kiB </td>\n",
       "                        <td> 2.81 kiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 1.02 MiB </td>\n",
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       "                        <th> Shape </th>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_type_flag</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;</div><input id='attrs-dd809b6f-fb67-4a7f-92ef-9dc1b1a50c15' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dd809b6f-fb67-4a7f-92ef-9dc1b1a50c15' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f70291c2-ad8c-4488-aaa2-8a33aef095d4' class='xr-var-data-in' type='checkbox'><label for='data-f70291c2-ad8c-4488-aaa2-8a33aef095d4' 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>Surface type flag</dd><dt><span>units :</span></dt><dd> </dd><dt><span>standard_name :</span></dt><dd>status_flag </dd><dt><span>valid_range :</span></dt><dd>[0 7]</dd><dt><span>flag_values :</span></dt><dd>[0 1 2 3 4 5 6 7]</dd><dt><span>flag_meanings :</span></dt><dd>LAND OCEAN CLOUD_OVER_LAND HEAVY_PRECIP_OVER_OCEAN SEA_ICE COAST PARTLY_CLOUDY_OVER_LAND PARTLY_SEA_ICE</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 45.98 MiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "                        <th> Shape </th>\n",
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       "                        <td> (1, 360, 720) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> int8 numpy.ndarray </td>\n",
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       "                        <th> Bytes </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tcwv</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;</div><input id='attrs-045fd00b-11cc-4283-b09b-b753337b4ae2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-045fd00b-11cc-4283-b09b-b753337b4ae2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5e7de3a-c524-4f9d-ba7a-fe49cd02e641' class='xr-var-data-in' type='checkbox'><label for='data-f5e7de3a-c524-4f9d-ba7a-fe49cd02e641' 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>Total Column of Water</dd><dt><span>units :</span></dt><dd>kg/m2</dd><dt><span>standard_name :</span></dt><dd>atmosphere_water_vapor_content </dd><dt><span>ancillary_variables :</span></dt><dd>stdv num_obs</dd><dt><span>valid_range :</span></dt><dd>[ 0. 70.]</dd><dt><span>actual_range :</span></dt><dd>[ 0.7819019 68.77021  ]</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 183.91 MiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>num_obs</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;</div><input id='attrs-d73d0459-2006-429c-ad06-79354412d72d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d73d0459-2006-429c-ad06-79354412d72d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21e6d97a-6598-4a26-837b-f3f34f39fbae' class='xr-var-data-in' type='checkbox'><label for='data-21e6d97a-6598-4a26-837b-f3f34f39fbae' 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>Number of Total Column of Water Vapour retrievals contributing to L3 grid cell</dd><dt><span>units :</span></dt><dd> </dd></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 183.91 MiB </td>\n",
       "                        <td> 0.99 MiB </td>\n",
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       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 183.91 MiB </td>\n",
       "                        <td> 0.99 MiB </td>\n",
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       "                        <th> Shape </th>\n",
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       "                        <th> Dask graph </th>\n",
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       "        <td>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 183.91 MiB </td>\n",
       "                        <td> 0.99 MiB </td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tcwv_ran</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;</div><input id='attrs-5416b52d-e423-4d1f-b244-ee1f59c834a1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5416b52d-e423-4d1f-b244-ee1f59c834a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bad11d41-56a6-4e49-8226-82bc312eae9c' class='xr-var-data-in' type='checkbox'><label for='data-bad11d41-56a6-4e49-8226-82bc312eae9c' 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>Random retrieval uncertainty</dd><dt><span>units :</span></dt><dd>kg/m2</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 183.91 MiB </td>\n",
       "                        <td> 0.99 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (186, 360, 720) </td>\n",
       "                        <td> (1, 360, 720) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 186 chunks in 373 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>crs</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1178880137 ... 1178880137</div><input id='attrs-5878fe28-cbad-44d5-ac0b-e6fc65269218' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5878fe28-cbad-44d5-ac0b-e6fc65269218' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef117a79-97b6-4fe8-bb32-f10e51665373' class='xr-var-data-in' type='checkbox'><label for='data-ef117a79-97b6-4fe8-bb32-f10e51665373' 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>wkt :</span></dt><dd>GEOGCS[&quot;WGS84(DD)&quot;, \n",
       "  DATUM[&quot;WGS84&quot;, \n",
       "    SPHEROID[&quot;WGS84&quot;, 6378137.0, 298.257223563]], \n",
       "  PRIMEM[&quot;Greenwich&quot;, 0.0], \n",
       "  UNIT[&quot;degree&quot;, 0.017453292519943295], \n",
       "  AXIS[&quot;Geodetic longitude&quot;, EAST], \n",
       "  AXIS[&quot;Geodetic latitude&quot;, NORTH]]</dd><dt><span>i2m :</span></dt><dd>0.5,0.0,0.0,-0.5,-180.0,90.0</dd><dt><span>long_name :</span></dt><dd>Coordinate Reference System </dd><dt><span>comment :</span></dt><dd>A coordinate reference system (CRS) defines how the georeferenced spatial data relates to real locations on the Earth&#x27;s surface </dd></dl></div><div class='xr-var-data'><pre>array([1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137, 1178880137, 1178880137, 1178880137, 1178880137,\n",
       "       1178880137], dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f83744bc-a282-4a58-93b2-a989864b450f' class='xr-section-summary-in' type='checkbox'  ><label for='section-f83744bc-a282-4a58-93b2-a989864b450f' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-44165fd3-2400-4b0c-aa3e-adcfe0d2e06a' class='xr-index-data-in' type='checkbox'/><label for='index-44165fd3-2400-4b0c-aa3e-adcfe0d2e06a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2002-07-01&#x27;, &#x27;2002-08-01&#x27;, &#x27;2002-09-01&#x27;, &#x27;2002-10-01&#x27;,\n",
       "               &#x27;2002-11-01&#x27;, &#x27;2002-12-01&#x27;, &#x27;2003-01-01&#x27;, &#x27;2003-02-01&#x27;,\n",
       "               &#x27;2003-03-01&#x27;, &#x27;2003-04-01&#x27;,\n",
       "               ...\n",
       "               &#x27;2017-03-01&#x27;, &#x27;2017-04-01&#x27;, &#x27;2017-05-01&#x27;, &#x27;2017-06-01&#x27;,\n",
       "               &#x27;2017-07-01&#x27;, &#x27;2017-08-01&#x27;, &#x27;2017-09-01&#x27;, &#x27;2017-10-01&#x27;,\n",
       "               &#x27;2017-11-01&#x27;, &#x27;2017-12-01&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=186, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7c7e3d30-210f-4422-9ddc-064bceec0ab7' class='xr-index-data-in' type='checkbox'/><label for='index-7c7e3d30-210f-4422-9ddc-064bceec0ab7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 89.75,  89.25,  88.75,  88.25,  87.75,  87.25,  86.75,  86.25,  85.75,\n",
       "        85.25,\n",
       "       ...\n",
       "       -85.25, -85.75, -86.25, -86.75, -87.25, -87.75, -88.25, -88.75, -89.25,\n",
       "       -89.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lat&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-aeaf8ef3-6196-482e-bb9e-a9a17a2cf7f5' class='xr-index-data-in' type='checkbox'/><label for='index-aeaf8ef3-6196-482e-bb9e-a9a17a2cf7f5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-179.75, -179.25, -178.75, -178.25, -177.75, -177.25, -176.75, -176.25,\n",
       "       -175.75, -175.25,\n",
       "       ...\n",
       "        175.25,  175.75,  176.25,  176.75,  177.25,  177.75,  178.25,  178.75,\n",
       "        179.25,  179.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lon&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f1a72e89-82be-4a5f-b68f-9af03a9d87f3' class='xr-section-summary-in' type='checkbox'  ><label for='section-f1a72e89-82be-4a5f-b68f-9af03a9d87f3' class='xr-section-summary' >Attributes: <span>(50)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>title :</span></dt><dd>Global Total Column of Water Vapour Product from Microwave and Near Infrared Imagers</dd><dt><span>institution :</span></dt><dd>EUMETSAT/CMSAF</dd><dt><span>publisher_name :</span></dt><dd>EUMETSAT/CMSAF</dd><dt><span>publisher_email :</span></dt><dd>contact.cmsaf@dwd.de</dd><dt><span>publisher_url :</span></dt><dd>http://www.cmsaf.eu/</dd><dt><span>source :</span></dt><dd>Near-infrared Level 3 data (land, sea-ice and coast) from Brockmann Consult and Spectral Earth : microwave imager Level 3 data (ice-free ocean) from EUMETSAT CM SAF : combined NIR and MW data from Brockmann Consult and Spectral Earth : the combined product was funded by and generated within the ESA Water_Vapour_cci project</dd><dt><span>history :</span></dt><dd>python nc-compliance-py-process.py /hd3/yarn/local/usercache/olaf/appcache/application_1608030060513_159307/container_1608030060513_159307_01_000003/l3_tcwv_meris-cmsaf_hoaps_05deg_2002-07-01_2002-07-31.nc</dd><dt><span>references :</span></dt><dd>&quot;WV_cci D2.2: ATBD Part 1 - MERIS-MODIS-OLCI L2 Products, Issue 1.1, 3 April 2019&quot;,&quot;WV_cci D4.2: CRDP Issue 2.1, 30 September 2020&quot;,https://doi.org/10.5676/EUM_SAF_CM/COMBI/V001</dd><dt><span>tracking_id :</span></dt><dd>f96dc014-4f9b-11eb-ae10-00259070131d</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>product_version :</span></dt><dd>3.1</dd><dt><span>format_version :</span></dt><dd>CCI Data Standards v2.0</dd><dt><span>summary :</span></dt><dd>This global TCWV data record makes use of the complementary spatial coverage of near infrared (NIR) and microwave imager (MW) observations: SSM/I observations were used to generate TCWV data over the global ice-free ocean while MERIS, MODIS and OLCI observations were used over land, coastal areas and sea-ice. The product covers the period 2002-2017 with daily and montlhy as well as 0.05 degree and 0.5 degree temporal and spatial resolutions, respectively.</dd><dt><span>keywords :</span></dt><dd>EARTH SCIENCE &gt; ATMOSPHERE &gt; ATMOSPHERIC WATER VAPOR &gt; WATER VAPOR INDICATORS &gt; WATER VAPOR,EARTH SCIENCE &gt; ATMOSPHERE &gt; ATMOSPHERIC WATER VAPOR &gt; WATER VAPOR INDICATORS &gt; TOTAL PRECIPITABLE WATER</dd><dt><span>id :</span></dt><dd>DOI:10.5676/EUM_SAF_CM/COMBI/V001</dd><dt><span>naming_authority :</span></dt><dd>EUMETSAT/CMSAF</dd><dt><span>esa_filename :</span></dt><dd>ESACCI-WATERVAPOUR-L3S-TCWV-meris-cmsaf_hoaps-05deg-200207-fv3.1.nc</dd><dt><span>keywords_vocabulary :</span></dt><dd>GCMD Science Keywords, Version 8.6</dd><dt><span>cdm_data_type :</span></dt><dd>grid</dd><dt><span>comment :</span></dt><dd>These data were produced in the frame of the Water Vapour ECV (Water_Vapour_cci) of the ESA Climate Change Initiative Extension (CCI+) Phase 1. They include CM SAF products over the ocean.</dd><dt><span>date_created :</span></dt><dd>2021-01-05T21:21:28Z</dd><dt><span>creator_name :</span></dt><dd>ESA Water_Vapour_cci,Brockmann Consult,DE/DWD,EUMETSAT/CMSAF,Spectral Earth</dd><dt><span>creator_url :</span></dt><dd>http://cci.esa.int/watervapour</dd><dt><span>creator_email :</span></dt><dd>contact.cmsaf@dwd.de</dd><dt><span>project :</span></dt><dd>Satellite Application Facility on Climate Monitoring (CM SAF)</dd><dt><span>acknowledgement :</span></dt><dd>The combined MW and NIR product was initiated and funded by the ESA Water_Vapour_cci project. The NIR retrieval was developed by Spectral Earth. The NIR data was processed and combined with the MW data by Brockmann Consult. NIR data is owned by Brockmann Consult and Spectral Earth.</dd><dt><span>geospatial_lat_min :</span></dt><dd>-90.0</dd><dt><span>geospatial_lat_max :</span></dt><dd>90.0</dd><dt><span>geospatial_lon_min :</span></dt><dd>-180.0</dd><dt><span>geospatial_lon_max :</span></dt><dd>180.0</dd><dt><span>geospatial_vertical_min :</span></dt><dd>0.0</dd><dt><span>geospatial_vertical_max :</span></dt><dd>0.0</dd><dt><span>time_coverage_duration :</span></dt><dd>P1M</dd><dt><span>time_coverage_resolution :</span></dt><dd>P1M</dd><dt><span>time_coverage_start :</span></dt><dd>2002-07-01T00:00:00Z</dd><dt><span>time_coverage_end :</span></dt><dd>2002-08-01T00:00:00Z</dd><dt><span>standard_name_vocabulary :</span></dt><dd>Standard Name Table (v67, 18 June 2019)</dd><dt><span>license :</span></dt><dd>The CM SAF data are owned by EUMETSAT and are available to all users free of charge and with no conditions to use. If you wish to use these products, EUMETSAT&#x27;s copyright credit must be shown by displaying the words &quot;Copyright (c) (2022) EUMETSAT&quot; under/in each of these SAF Products used in a project or shown in a publication or website.\n",
       "\n",
       "Please follow the citation guidelines given at https://doi.org/10.5676/EUM_SAF_CM/COMBI/V001 and also register as a user at http://cm-saf.eumetsat.int/ to receive latest information on CM SAF services and to get access to the CM SAF User Help Desk.</dd><dt><span>spatial_resolution :</span></dt><dd>56km at Equator</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_lat_resolution :</span></dt><dd>0.5 degree</dd><dt><span>geospatial_lon_resolution :</span></dt><dd>0.5 degree</dd><dt><span>key_variables :</span></dt><dd>tcwv</dd><dt><span>platform_vocabulary :</span></dt><dd>GCMD Platforms, Version 8.6</dd><dt><span>instrument_vocabulary :</span></dt><dd>GCMD Instruments, Version 8.6</dd><dt><span>variable_id :</span></dt><dd>tcwv</dd><dt><span>platform :</span></dt><dd>ENVISAT &gt; Environmental Satellite,&quot;AQUA &gt; Earth Observing System, AQUA&quot;,DMSP 5D-2/F13 &gt; Defense Meteorological Satellite Program-F13,DMSP 5D-2/F14 &gt; Defense Meteorological Satellite Program-F14,DMSP 5D-2/F15 &gt; Defense Meteorological Satellite Program-F15,TRMM &gt; Tropical Rainfall Measuring Mission</dd><dt><span>sensor :</span></dt><dd>MERIS &gt; Medium Resolution Imaging Spectrometer,AMSR-E &gt; Advanced Microwave Scanning Radiometer-EOS,SSM/I &gt; Special Sensor Microwave/Imager,TMI &gt; TRMM Microwave Imager</dd><dt><span>instrument :</span></dt><dd>MERIS &gt; Medium Resolution Imaging Spectrometer,AMSR-E &gt; Advanced Microwave Scanning Radiometer-EOS,SSM/I &gt; Special Sensor Microwave/Imager,TMI &gt; TRMM Microwave Imager</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 1GB\n",
       "Dimensions:            (time: 186, nv: 2, lat: 360, lon: 720)\n",
       "Coordinates:\n",
       "  * time               (time) datetime64[ns] 1kB 2002-07-01 ... 2017-12-01\n",
       "  * lat                (lat) float32 1kB 89.75 89.25 88.75 ... -89.25 -89.75\n",
       "  * lon                (lon) float32 3kB -179.8 -179.2 -178.8 ... 179.2 179.8\n",
       "Dimensions without coordinates: nv\n",
       "Data variables:\n",
       "    record_status      (time) int8 186B dask.array<chunksize=(1,), meta=np.ndarray>\n",
       "    time_bnds          (time, nv) datetime64[ns] 3kB dask.array<chunksize=(1, 2), meta=np.ndarray>\n",
       "    lat_bnds           (time, lat, nv) float32 536kB dask.array<chunksize=(1, 360, 2), meta=np.ndarray>\n",
       "    lon_bnds           (time, lon, nv) float32 1MB dask.array<chunksize=(1, 720, 2), meta=np.ndarray>\n",
       "    surface_type_flag  (time, lat, lon) int8 48MB dask.array<chunksize=(1, 360, 720), meta=np.ndarray>\n",
       "    num_days_tcwv      (time, lat, lon) float64 386MB dask.array<chunksize=(1, 360, 720), meta=np.ndarray>\n",
       "    tcwv               (time, lat, lon) float32 193MB dask.array<chunksize=(1, 360, 720), meta=np.ndarray>\n",
       "    num_obs            (time, lat, lon) float32 193MB dask.array<chunksize=(1, 360, 720), meta=np.ndarray>\n",
       "    stdv               (time, lat, lon) float32 193MB dask.array<chunksize=(1, 360, 720), meta=np.ndarray>\n",
       "    tcwv_err           (time, lat, lon) float32 193MB dask.array<chunksize=(1, 360, 720), meta=np.ndarray>\n",
       "    tcwv_ran           (time, lat, lon) float32 193MB dask.array<chunksize=(1, 360, 720), meta=np.ndarray>\n",
       "    crs                (time) int32 744B 1178880137 1178880137 ... 1178880137\n",
       "Attributes: (12/50)\n",
       "    title:                      Global Total Column of Water Vapour Product f...\n",
       "    institution:                EUMETSAT/CMSAF\n",
       "    publisher_name:             EUMETSAT/CMSAF\n",
       "    publisher_email:            contact.cmsaf@dwd.de\n",
       "    publisher_url:              http://www.cmsaf.eu/\n",
       "    source:                     Near-infrared Level 3 data (land, sea-ice and...\n",
       "    ...                         ...\n",
       "    platform_vocabulary:        GCMD Platforms, Version 8.6\n",
       "    instrument_vocabulary:      GCMD Instruments, Version 8.6\n",
       "    variable_id:                tcwv\n",
       "    platform:                   ENVISAT > Environmental Satellite,\"AQUA > Ear...\n",
       "    sensor:                     MERIS > Medium Resolution Imaging Spectromete...\n",
       "    instrument:                 MERIS > Medium Resolution Imaging Spectromete..."
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_combi"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "31f68c2c",
   "metadata": {},
   "source": [
    "We see that the dataset has twelve variables among which **\"tcwv\"**, which stands for \"total column water vapour\", and three dimension coordinates of **lon**, **lat** and **time**."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f3cb513b",
   "metadata": {},
   "source": [
    "While an Xarray `Dataset` may contain multiple variables, an Xarray `DataArray` holds a single multi-dimensional variable and its coordinates. We convert the **tcwv** data into an Xarray `DataArray` to make the processing easier."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "cb5140df",
   "metadata": {},
   "outputs": [],
   "source": [
    "da_tcwv = ds_combi['tcwv']"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "03a5431e",
   "metadata": {},
   "source": [
    "Let us view these data:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "9b6eec41",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;tcwv&#x27; (time: 186, lat: 360, lon: 720)&gt; Size: 193MB\n",
       "dask.array&lt;concatenate, shape=(186, 360, 720), dtype=float32, chunksize=(1, 360, 720), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1kB 2002-07-01 2002-08-01 ... 2017-12-01\n",
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       "Attributes:\n",
       "    long_name:            Total Column of Water\n",
       "    units:                kg/m2\n",
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       "    valid_range:          [ 0. 70.]\n",
       "    actual_range:         [ 0.7819019 68.77021  ]</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'tcwv'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 186</li><li><span class='xr-has-index'>lat</span>: 360</li><li><span class='xr-has-index'>lon</span>: 720</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-98bf9959-8330-404c-b7bf-d87c0b72ce8c' class='xr-array-in' type='checkbox' checked><label for='section-98bf9959-8330-404c-b7bf-d87c0b72ce8c' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
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       "       &#x27;2014-07-01T00:00:00.000000000&#x27;, &#x27;2014-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-09-01T00:00:00.000000000&#x27;, &#x27;2014-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-11-01T00:00:00.000000000&#x27;, &#x27;2014-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-01-01T00:00:00.000000000&#x27;, &#x27;2015-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-03-01T00:00:00.000000000&#x27;, &#x27;2015-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-05-01T00:00:00.000000000&#x27;, &#x27;2015-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-07-01T00:00:00.000000000&#x27;, &#x27;2015-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-09-01T00:00:00.000000000&#x27;, &#x27;2015-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-11-01T00:00:00.000000000&#x27;, &#x27;2015-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-01-01T00:00:00.000000000&#x27;, &#x27;2016-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-03-01T00:00:00.000000000&#x27;, &#x27;2016-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-05-01T00:00:00.000000000&#x27;, &#x27;2016-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-07-01T00:00:00.000000000&#x27;, &#x27;2016-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-09-01T00:00:00.000000000&#x27;, &#x27;2016-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-11-01T00:00:00.000000000&#x27;, &#x27;2016-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-01-01T00:00:00.000000000&#x27;, &#x27;2017-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-03-01T00:00:00.000000000&#x27;, &#x27;2017-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-05-01T00:00:00.000000000&#x27;, &#x27;2017-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-07-01T00:00:00.000000000&#x27;, &#x27;2017-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-09-01T00:00:00.000000000&#x27;, &#x27;2017-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-11-01T00:00:00.000000000&#x27;, &#x27;2017-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>89.75 89.25 88.75 ... -89.25 -89.75</div><input id='attrs-7e259271-eee1-452a-b894-f820ca875c4e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e259271-eee1-452a-b894-f820ca875c4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa4aa18b-1d9e-48ea-be85-a88b04a1260c' class='xr-var-data-in' type='checkbox'><label for='data-aa4aa18b-1d9e-48ea-be85-a88b04a1260c' 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</dd><dt><span>units :</span></dt><dd>degrees_north </dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_range :</span></dt><dd>[-90.  90.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd></dl></div><div class='xr-var-data'><pre>array([ 89.75,  89.25,  88.75, ..., -88.75, -89.25, -89.75], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-179.8 -179.2 ... 179.2 179.8</div><input id='attrs-0f106031-e1a0-4286-9d90-0dd00456f71d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0f106031-e1a0-4286-9d90-0dd00456f71d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c0d9eb9-d764-4810-bff1-b43ae29f7ee0' class='xr-var-data-in' type='checkbox'><label for='data-3c0d9eb9-d764-4810-bff1-b43ae29f7ee0' 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</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>valid_range :</span></dt><dd>[-180.  180.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>lon_bnds</dd></dl></div><div class='xr-var-data'><pre>array([-179.75, -179.25, -178.75, ...,  178.75,  179.25,  179.75],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d7e5aca8-5f78-4bb7-9b57-bf18da390da3' class='xr-section-summary-in' type='checkbox'  ><label for='section-d7e5aca8-5f78-4bb7-9b57-bf18da390da3' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-388d2c3e-0559-4b17-91ac-fcfa19d4a64b' class='xr-index-data-in' type='checkbox'/><label for='index-388d2c3e-0559-4b17-91ac-fcfa19d4a64b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2002-07-01&#x27;, &#x27;2002-08-01&#x27;, &#x27;2002-09-01&#x27;, &#x27;2002-10-01&#x27;,\n",
       "               &#x27;2002-11-01&#x27;, &#x27;2002-12-01&#x27;, &#x27;2003-01-01&#x27;, &#x27;2003-02-01&#x27;,\n",
       "               &#x27;2003-03-01&#x27;, &#x27;2003-04-01&#x27;,\n",
       "               ...\n",
       "               &#x27;2017-03-01&#x27;, &#x27;2017-04-01&#x27;, &#x27;2017-05-01&#x27;, &#x27;2017-06-01&#x27;,\n",
       "               &#x27;2017-07-01&#x27;, &#x27;2017-08-01&#x27;, &#x27;2017-09-01&#x27;, &#x27;2017-10-01&#x27;,\n",
       "               &#x27;2017-11-01&#x27;, &#x27;2017-12-01&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=186, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e2a75dd2-b230-49b4-9785-ab4137ed11c0' class='xr-index-data-in' type='checkbox'/><label for='index-e2a75dd2-b230-49b4-9785-ab4137ed11c0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 89.75,  89.25,  88.75,  88.25,  87.75,  87.25,  86.75,  86.25,  85.75,\n",
       "        85.25,\n",
       "       ...\n",
       "       -85.25, -85.75, -86.25, -86.75, -87.25, -87.75, -88.25, -88.75, -89.25,\n",
       "       -89.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lat&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0583f867-256a-4858-b5ed-1123c257317b' class='xr-index-data-in' type='checkbox'/><label for='index-0583f867-256a-4858-b5ed-1123c257317b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-179.75, -179.25, -178.75, -178.25, -177.75, -177.25, -176.75, -176.25,\n",
       "       -175.75, -175.25,\n",
       "       ...\n",
       "        175.25,  175.75,  176.25,  176.75,  177.25,  177.75,  178.25,  178.75,\n",
       "        179.25,  179.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lon&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-75a7fc88-1d7b-4738-87fb-9c8020a8a60e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-75a7fc88-1d7b-4738-87fb-9c8020a8a60e' 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>long_name :</span></dt><dd>Total Column of Water</dd><dt><span>units :</span></dt><dd>kg/m2</dd><dt><span>standard_name :</span></dt><dd>atmosphere_water_vapor_content </dd><dt><span>ancillary_variables :</span></dt><dd>stdv num_obs</dd><dt><span>valid_range :</span></dt><dd>[ 0. 70.]</dd><dt><span>actual_range :</span></dt><dd>[ 0.7819019 68.77021  ]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'tcwv' (time: 186, lat: 360, lon: 720)> Size: 193MB\n",
       "dask.array<concatenate, shape=(186, 360, 720), dtype=float32, chunksize=(1, 360, 720), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1kB 2002-07-01 2002-08-01 ... 2017-12-01\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * lon      (lon) float32 3kB -179.8 -179.2 -178.8 -178.2 ... 178.8 179.2 179.8\n",
       "Attributes:\n",
       "    long_name:            Total Column of Water\n",
       "    units:                kg/m2\n",
       "    standard_name:        atmosphere_water_vapor_content \n",
       "    ancillary_variables:  stdv num_obs\n",
       "    valid_range:          [ 0. 70.]\n",
       "    actual_range:         [ 0.7819019 68.77021  ]"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da_tcwv"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a199a292",
   "metadata": {},
   "source": [
    "#### Plot data\n",
    "\n",
    "We can visualize one time step to figure out what the data look like. Xarray offers built-in matplotlib functions that allow us to plot a `DataArray`. With the function `plot()`, we can easily plot *e.g.* the first time step of the loaded array."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "f387bb36",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x316782450>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "da_tcwv[0, :, :].plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a14755a6",
   "metadata": {},
   "source": [
    "An alternative to the built-in Xarray plotting functions is to make use of a combination of the plotting libraries [matplotlib](https://matplotlib.org/) and [Cartopy](https://scitools.org.uk/cartopy/docs/latest/). One of Cartopy’s key features is its ability to transform array data into different geographic projections. In combination with matplotlib, it is a very powerful way to create high-quality visualisations and animations. In later plots, we will make use of these libraries to produce more customised visualisations."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b83bd672",
   "metadata": {},
   "source": [
    "##  Climatology of the total column water vapour\n",
    "\n",
    "In this section we will analyse the time averaged global and seasonal climatological distributions of the total column water vapour as well as the monthly mean climatology."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d331457b",
   "metadata": {},
   "source": [
    "###  Time averaged global climatological distribution of TCWV\n",
    "\n",
    "Let us calculate the mean climatology of total column water vapour for the time period January 2003 to December 2017.\n",
    "\n",
    "First, to select the specific time range, we can use the Xarray method `sel` that indexes the data and dimensions by the appropriate indexers.\n",
    "Then, we apply the method `mean` to calculate the mean along the time dimension."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "6ab07edc",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Select the tcwv data for the whole time period\n",
    "tcwv = da_tcwv.sel(time=slice('2003-01-01', '2017-12-31'))\n",
    "\n",
    "# Calculate the mean along the time dimension\n",
    "tcwv_mean = tcwv.mean(dim='time')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d54d1346",
   "metadata": {},
   "source": [
    "We can now visualize the global mean climatological distribution of the total column water vapour for the period January 2003 - December 2017. This time, we will make use of a combination of the plotting libraries [Matplotlib](https://matplotlib.org/stable/index.html) and [Cartopy](https://scitools.org.uk/cartopy/docs/latest/) to create a more customised figure. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "0139b369",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create the figure panel and the map using the Cartopy PlateCarree projection\n",
    "fig1, ax1 = plt.subplots(1, 1, figsize=(16, 8), subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "\n",
    "# Plot the data\n",
    "im = plt.pcolormesh(tcwv_mean.lon, tcwv_mean.lat, tcwv_mean, cmap='jet')\n",
    "\n",
    "# Set the figure title, add lat/lon grid and coastlines\n",
    "ax1.set_title(\n",
    "    '$\\\\bf{Climatology\\ of\\ TCWV\\ (January\\ 2003\\ -\\ December\\ 2017)}$',\n",
    "    fontsize=20,\n",
    "    pad=20)\n",
    "# Add coastlines\n",
    "ax1.coastlines(color='black')\n",
    "# Define gridlines and ticks\n",
    "ax1.set_xticks(np.arange(-180, 181, 60), crs=ccrs.PlateCarree())\n",
    "ax1.set_yticks(np.arange(-90, 91, 30), crs=ccrs.PlateCarree())\n",
    "lon_formatter = LongitudeFormatter()\n",
    "lat_formatter = LatitudeFormatter()\n",
    "ax1.xaxis.set_major_formatter(lon_formatter)\n",
    "ax1.yaxis.set_major_formatter(lat_formatter)\n",
    "# Gridlines\n",
    "gl = ax1.gridlines(linewidth=1, color='gray', alpha=0.5, linestyle='--')\n",
    "\n",
    "# Specify the colorbar\n",
    "cbar = plt.colorbar(im, fraction=0.025, pad=0.05, extend='both')\n",
    "cbar.set_label('TCWV [kg.m$^{-2}$]')\n",
    "\n",
    "# Save the figure\n",
    "fig1.savefig(f'{DATADIR}combi_tcwv_climatology.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dfd3f19a",
   "metadata": {},
   "source": [
    "**Figure 1** shows the global climatology of the total column water vapour for the time period of January 2003 - December 2017 over ocean and land, sea ice and coastal regions."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2b8f944e",
   "metadata": {},
   "source": [
    "The total column water vapour has a dominant structure along the equator and over water masses where most of the evaporation takes place, *i.e.* mainly in the tropics. Solar irradiance and its relative position on the Earth's surface (solar zenith angle) controls evaporation, leading to the transition of water from the liquid phase to the gaseous phase, which is subsequently advected to higher altitudes. This is the main driver of the Inter-Tropical Convergence Zone (ITCZ) along the equator, visible as a band of high amount of total column water vapour from the East Pacific to the West Pacific, over Central America and Brazil, the Atlantic Ocean, Africa and the Indian Ocean."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1155d91",
   "metadata": {},
   "source": [
    "###  Time averaged seasonal climatological distribution of TCWV\n",
    "\n",
    "Now, let us have a look at the seasonal climatological distribution of total column water vapour.\n",
    "\n",
    "First, we will use the `groupby()` method, with `'time.season'` as an argument, to split the data according to the seasons; then we will average them over the years. <br>\n",
    "Seasons are defined as follows:\n",
    "- NH spring: March, April, May\n",
    "- NH summer: June, July, August\n",
    "- NH autumn: September, October, November\n",
    "- NH winter: December, January, February"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "43a70ce2",
   "metadata": {},
   "outputs": [
    {
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       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;tcwv&#x27; (season: 4, lat: 360, lon: 720)&gt; Size: 4MB\n",
       "dask.array&lt;stack, shape=(4, 360, 720), dtype=float32, chunksize=(1, 360, 720), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * lon      (lon) float32 3kB -179.8 -179.2 -178.8 -178.2 ... 178.8 179.2 179.8\n",
       "  * season   (season) object 32B &#x27;DJF&#x27; &#x27;JJA&#x27; &#x27;MAM&#x27; &#x27;SON&#x27;\n",
       "Attributes:\n",
       "    long_name:            Total Column of Water\n",
       "    units:                kg/m2\n",
       "    standard_name:        atmosphere_water_vapor_content \n",
       "    ancillary_variables:  stdv num_obs\n",
       "    valid_range:          [ 0. 70.]\n",
       "    actual_range:         [ 0.7819019 68.77021  ]</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'tcwv'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>season</span>: 4</li><li><span class='xr-has-index'>lat</span>: 360</li><li><span class='xr-has-index'>lon</span>: 720</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-75c3158e-9228-4308-bbf4-82a4cc5fdf07' class='xr-array-in' type='checkbox' checked><label for='section-75c3158e-9228-4308-bbf4-82a4cc5fdf07' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.96 MiB </td>\n",
       "                        <td> 0.99 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (4, 360, 720) </td>\n",
       "                        <td> (1, 360, 720) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 4 chunks in 395 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"194\" height=\"124\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
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       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"10\" y2=\"60\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"13\" y1=\"3\" x2=\"13\" y2=\"63\" />\n",
       "  <line x1=\"17\" y1=\"7\" x2=\"17\" y2=\"67\" />\n",
       "  <line x1=\"21\" y1=\"11\" x2=\"21\" y2=\"71\" />\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"24\" y2=\"74\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"10.0,0.0 24.9485979497544,14.948597949754403 24.9485979497544,74.9485979497544 10.0,60.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"130\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"13\" y1=\"3\" x2=\"133\" y2=\"3\" />\n",
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       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"24\" y2=\"14\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"130\" y1=\"0\" x2=\"144\" y2=\"14\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"10.0,0.0 130.0,0.0 144.9485979497544,14.948597949754403 24.9485979497544,14.948597949754403\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"144\" y2=\"14\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"24\" y1=\"74\" x2=\"144\" y2=\"74\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"24\" y2=\"74\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"144\" y1=\"14\" x2=\"144\" y2=\"74\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"24.9485979497544,14.948597949754403 144.9485979497544,14.948597949754403 144.9485979497544,74.9485979497544 24.9485979497544,74.9485979497544\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"84.948598\" y=\"94.948598\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >720</text>\n",
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       "  <text x=\"7.474299\" y=\"87.474299\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,7.474299,87.474299)\">4</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-048c956b-0b56-4016-b137-de4a85b531fa' class='xr-section-summary-in' type='checkbox'  checked><label for='section-048c956b-0b56-4016-b137-de4a85b531fa' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>89.75 89.25 88.75 ... -89.25 -89.75</div><input id='attrs-05216630-017d-4e93-805f-92ed84e32207' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-05216630-017d-4e93-805f-92ed84e32207' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5307b4d0-1bb3-4b37-8d2b-12362cc04a25' class='xr-var-data-in' type='checkbox'><label for='data-5307b4d0-1bb3-4b37-8d2b-12362cc04a25' 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</dd><dt><span>units :</span></dt><dd>degrees_north </dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_range :</span></dt><dd>[-90.  90.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd></dl></div><div class='xr-var-data'><pre>array([ 89.75,  89.25,  88.75, ..., -88.75, -89.25, -89.75], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-179.8 -179.2 ... 179.2 179.8</div><input id='attrs-f6adc1fd-d948-48e2-9a59-693869609758' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f6adc1fd-d948-48e2-9a59-693869609758' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef2bf77f-aa60-4e59-ab05-5b325feac62a' class='xr-var-data-in' type='checkbox'><label for='data-ef2bf77f-aa60-4e59-ab05-5b325feac62a' 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</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>valid_range :</span></dt><dd>[-180.  180.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>lon_bnds</dd></dl></div><div class='xr-var-data'><pre>array([-179.75, -179.25, -178.75, ...,  178.75,  179.25,  179.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>season</span></div><div class='xr-var-dims'>(season)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;DJF&#x27; &#x27;JJA&#x27; &#x27;MAM&#x27; &#x27;SON&#x27;</div><input id='attrs-7460779c-81d6-4137-b39f-8866153f642c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7460779c-81d6-4137-b39f-8866153f642c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4cf3b23c-043f-4a8b-b60e-c59373a6d24a' class='xr-var-data-in' type='checkbox'><label for='data-4cf3b23c-043f-4a8b-b60e-c59373a6d24a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;DJF&#x27;, &#x27;JJA&#x27;, &#x27;MAM&#x27;, &#x27;SON&#x27;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2551c192-a9a0-4bf1-b11a-5c14d98467bd' class='xr-section-summary-in' type='checkbox'  ><label for='section-2551c192-a9a0-4bf1-b11a-5c14d98467bd' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-169a7ea2-d8d3-44c0-bc3d-3eefe8f74869' class='xr-index-data-in' type='checkbox'/><label for='index-169a7ea2-d8d3-44c0-bc3d-3eefe8f74869' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 89.75,  89.25,  88.75,  88.25,  87.75,  87.25,  86.75,  86.25,  85.75,\n",
       "        85.25,\n",
       "       ...\n",
       "       -85.25, -85.75, -86.25, -86.75, -87.25, -87.75, -88.25, -88.75, -89.25,\n",
       "       -89.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lat&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4e935604-0bed-46ec-8490-eca024ee4cfd' class='xr-index-data-in' type='checkbox'/><label for='index-4e935604-0bed-46ec-8490-eca024ee4cfd' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-179.75, -179.25, -178.75, -178.25, -177.75, -177.25, -176.75, -176.25,\n",
       "       -175.75, -175.25,\n",
       "       ...\n",
       "        175.25,  175.75,  176.25,  176.75,  177.25,  177.75,  178.25,  178.75,\n",
       "        179.25,  179.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lon&#x27;, length=720))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>season</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-beb62292-d48b-4d28-a538-95bca06c5bf8' class='xr-index-data-in' type='checkbox'/><label for='index-beb62292-d48b-4d28-a538-95bca06c5bf8' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;DJF&#x27;, &#x27;JJA&#x27;, &#x27;MAM&#x27;, &#x27;SON&#x27;], dtype=&#x27;object&#x27;, name=&#x27;season&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ea46862a-4b99-42ee-9d47-85d476bb0b35' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ea46862a-4b99-42ee-9d47-85d476bb0b35' 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>long_name :</span></dt><dd>Total Column of Water</dd><dt><span>units :</span></dt><dd>kg/m2</dd><dt><span>standard_name :</span></dt><dd>atmosphere_water_vapor_content </dd><dt><span>ancillary_variables :</span></dt><dd>stdv num_obs</dd><dt><span>valid_range :</span></dt><dd>[ 0. 70.]</dd><dt><span>actual_range :</span></dt><dd>[ 0.7819019 68.77021  ]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'tcwv' (season: 4, lat: 360, lon: 720)> Size: 4MB\n",
       "dask.array<stack, shape=(4, 360, 720), dtype=float32, chunksize=(1, 360, 720), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * lon      (lon) float32 3kB -179.8 -179.2 -178.8 -178.2 ... 178.8 179.2 179.8\n",
       "  * season   (season) object 32B 'DJF' 'JJA' 'MAM' 'SON'\n",
       "Attributes:\n",
       "    long_name:            Total Column of Water\n",
       "    units:                kg/m2\n",
       "    standard_name:        atmosphere_water_vapor_content \n",
       "    ancillary_variables:  stdv num_obs\n",
       "    valid_range:          [ 0. 70.]\n",
       "    actual_range:         [ 0.7819019 68.77021  ]"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Split data array tcwv by season\n",
    "tcwv_seasonal_climatology = tcwv.groupby('time.season').mean('time')\n",
    "tcwv_seasonal_climatology"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9028b911",
   "metadata": {},
   "source": [
    "The Xarray `DataArray` **\"tcwv_seasonal_climatology\"** has four entries in the time dimension (one for each season). The `nan` values correspond to the extreme latitudes (see lat coordinates) of the polar regions where no measurements have been made. The climatology of the total column water vapour distribution can now be plotted for each season."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "2a61fb2c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x800 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a list of the seasons such as defined in the dataset tcwv_seasonal_climatology:\n",
    "seasons = ['MAM', 'JJA', 'SON', 'DJF']\n",
    "\n",
    "# We use the \"subplots\" to place multiple plots according to our needs. \n",
    "# In this case, we want 4 plots in a 2x2 format.\n",
    "# For this \"nrows\" = 2 and \"ncols\" = 2, the projection and size are defined as well\n",
    "fig2, ax2 = plt.subplots(nrows=2,\n",
    "                         ncols=2,\n",
    "                         subplot_kw={'projection': ccrs.PlateCarree()},\n",
    "                         figsize=(16,8))\n",
    "\n",
    "# Define a dictionary of subtitles, each one corresponding to a season\n",
    "subtitles = {'MAM': 'NH spring', 'JJA': 'NH summer', 'SON': 'NH autumn', 'DJF': 'NH winter'}\n",
    "\n",
    "# Configure the axes and subplot titles\n",
    "for i_season, c_season in enumerate(seasons):\n",
    "    # convert i_season index into (row, col) index\n",
    "    row = i_season // 2\n",
    "    col = i_season % 2\n",
    "    # Plot data (coordinates and data) and define colormap\n",
    "    im = ax2[row][col].pcolormesh(tcwv_seasonal_climatology.lon,\n",
    "                                  tcwv_seasonal_climatology.lat,\n",
    "                                  tcwv_seasonal_climatology.sel(season=c_season),\n",
    "                                  cmap='jet')\n",
    "    # Set title and size\n",
    "    ax2[row][col].set_title('Seasonal climatology of TCWV - ' + subtitles[c_season], \n",
    "                            fontsize=16)\n",
    "    # Add coastlines\n",
    "    ax2[row][col].coastlines()\n",
    "    # Define grid lines and ticks (e.g. from -180 to 180 in an interval of 60)\n",
    "    ax2[row][col].set_xticks(np.arange(-180, 181, 60), crs=ccrs.PlateCarree())\n",
    "    ax2[row][col].set_yticks(np.arange(-90, 91, 30), crs=ccrs.PlateCarree())\n",
    "    lon_formatter = LongitudeFormatter()\n",
    "    lat_formatter = LatitudeFormatter()\n",
    "    ax2[row][col].xaxis.set_major_formatter(lon_formatter)\n",
    "    ax2[row][col].yaxis.set_major_formatter(lat_formatter)\n",
    "    # Gridline\n",
    "    gl = ax2[row][col].gridlines(linewidth=1, color='gray', alpha=0.5, linestyle='--')\n",
    "\n",
    "# Place the subplots\n",
    "fig2.subplots_adjust(bottom=0.0, top=0.9, left=0.05, right=0.95, wspace=0.1, hspace=0.5)\n",
    "\n",
    "# Define and place a colorbar at the bottom\n",
    "cbar_ax = fig2.add_axes([0.2, -0.1, 0.6, 0.02])\n",
    "cbar = fig2.colorbar(im, cax=cbar_ax, orientation='horizontal', extend='both')\n",
    "cbar.set_label('TCWV [kg.m$^{-2}$]', \n",
    "               fontsize=16)\n",
    "\n",
    "# Define an overall title\n",
    "fig2.suptitle('$\\\\bf{Seasonal\\ climatology\\ of\\ TCWV\\ (January\\ 2003\\ -\\ December\\ 2017)}$',\n",
    "              fontsize=20)\n",
    "\n",
    "# Save the figure\n",
    "fig2.savefig(f'{DATADIR}combi_tcwv_seasonal_climatology.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "39e46c0a",
   "metadata": {},
   "source": [
    "**Figure 2** shows the seasonal mean climatology of the total column water vapour from Northern Hemisphere spring to winter (top left to bottom right panels) derived from the combined measurements of MERIS, MODIS, OLCI and SSMI/S."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf7d4b81",
   "metadata": {},
   "source": [
    "The general pattern is overall the same as in **Figure 1** with higher values in the tropics and lower values in the extra tropics. The band of high amount of TCWV (particularly noticeable between South-East Asia and North Australia) oscillates around the equator, reaching its highest values in the Summer Hemisphere. It confirms the dominant influence of the solar radiation over the course of the inter-tropical convergence zone."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "53d423d4",
   "metadata": {},
   "source": [
    "###  Zonally averaged monthly mean climatology of TCWV\n",
    "\n",
    "Let us now calculate the zonally averaged monthly mean climatology of the total column water vapour over the time period January 2003 - December 2017, and visualise it in the form of a Hovmöller diagram.\n",
    "\n",
    "A Hovmöller diagram is a common way of plotting meteorological or climatological data (such as the zonally averaged monthly mean TCWV) to depict their changes over time as a function of latitude or longitude. In our case, time will be recorded along the abscissa and latitude along the ordinate.\n",
    "\n",
    "First, we will apply the `groupby()` method to group the **\"tcwv\"** `DataArray` by month, and then we will compute the average for each monthly group and longitude band.\n",
    "\n",
    "The resulting data array is the zonally averaged monthly mean climatology for the total column water vapour based on reference January 2002 - December 2017."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "50248b9a",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;tcwv&#x27; (month: 12, lat: 360, lon: 720)&gt; Size: 12MB\n",
       "dask.array&lt;stack, shape=(12, 360, 720), dtype=float32, chunksize=(1, 360, 720), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * lon      (lon) float32 3kB -179.8 -179.2 -178.8 -178.2 ... 178.8 179.2 179.8\n",
       "  * month    (month) int64 96B 1 2 3 4 5 6 7 8 9 10 11 12\n",
       "Attributes:\n",
       "    long_name:            Total Column of Water\n",
       "    units:                kg/m2\n",
       "    standard_name:        atmosphere_water_vapor_content \n",
       "    ancillary_variables:  stdv num_obs\n",
       "    valid_range:          [ 0. 70.]\n",
       "    actual_range:         [ 0.7819019 68.77021  ]</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'tcwv'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>month</span>: 12</li><li><span class='xr-has-index'>lat</span>: 360</li><li><span class='xr-has-index'>lon</span>: 720</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-b8fa4f6f-8056-40f7-add2-89c845bbb134' class='xr-array-in' type='checkbox' checked><label for='section-b8fa4f6f-8056-40f7-add2-89c845bbb134' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 11.87 MiB </td>\n",
       "                        <td> 0.99 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (12, 360, 720) </td>\n",
       "                        <td> (1, 360, 720) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 12 chunks in 423 graph layers </td>\n",
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       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "  <text x=\"8.242040\" y=\"88.242040\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,8.242040,88.242040)\">12</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-276c1aa7-d269-4d31-b6d9-345cc2318381' class='xr-section-summary-in' type='checkbox'  checked><label for='section-276c1aa7-d269-4d31-b6d9-345cc2318381' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>89.75 89.25 88.75 ... -89.25 -89.75</div><input id='attrs-a4b57aaa-9f2a-4160-85f0-6075062ee4d0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a4b57aaa-9f2a-4160-85f0-6075062ee4d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-340209e0-aa32-41e4-b006-7c69120fa91a' class='xr-var-data-in' type='checkbox'><label for='data-340209e0-aa32-41e4-b006-7c69120fa91a' 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</dd><dt><span>units :</span></dt><dd>degrees_north </dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_range :</span></dt><dd>[-90.  90.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd></dl></div><div class='xr-var-data'><pre>array([ 89.75,  89.25,  88.75, ..., -88.75, -89.25, -89.75], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-179.8 -179.2 ... 179.2 179.8</div><input id='attrs-bc828c3e-e971-49ba-b1d1-04caf7289f36' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bc828c3e-e971-49ba-b1d1-04caf7289f36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-019f97df-c97e-447c-8015-542dbb652e3d' class='xr-var-data-in' type='checkbox'><label for='data-019f97df-c97e-447c-8015-542dbb652e3d' 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</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>valid_range :</span></dt><dd>[-180.  180.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>lon_bnds</dd></dl></div><div class='xr-var-data'><pre>array([-179.75, -179.25, -178.75, ...,  178.75,  179.25,  179.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>month</span></div><div class='xr-var-dims'>(month)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 8 9 10 11 12</div><input id='attrs-20f8d93c-4a6c-445d-aa18-e53082b0683b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-20f8d93c-4a6c-445d-aa18-e53082b0683b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0583fccf-c195-42bf-a410-a095da5bce45' class='xr-var-data-in' type='checkbox'><label for='data-0583fccf-c195-42bf-a410-a095da5bce45' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-63be9888-6d24-4721-a111-538e1a50c03f' class='xr-section-summary-in' type='checkbox'  ><label for='section-63be9888-6d24-4721-a111-538e1a50c03f' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-72715df4-2f50-47aa-aa73-56f8a0c00fed' class='xr-index-data-in' type='checkbox'/><label for='index-72715df4-2f50-47aa-aa73-56f8a0c00fed' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 89.75,  89.25,  88.75,  88.25,  87.75,  87.25,  86.75,  86.25,  85.75,\n",
       "        85.25,\n",
       "       ...\n",
       "       -85.25, -85.75, -86.25, -86.75, -87.25, -87.75, -88.25, -88.75, -89.25,\n",
       "       -89.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lat&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-316ead2e-4a97-46e9-8796-d63806c3798d' class='xr-index-data-in' type='checkbox'/><label for='index-316ead2e-4a97-46e9-8796-d63806c3798d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-179.75, -179.25, -178.75, -178.25, -177.75, -177.25, -176.75, -176.25,\n",
       "       -175.75, -175.25,\n",
       "       ...\n",
       "        175.25,  175.75,  176.25,  176.75,  177.25,  177.75,  178.25,  178.75,\n",
       "        179.25,  179.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lon&#x27;, length=720))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>month</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8f6ddb46-0495-4446-a14d-ff126801b042' class='xr-index-data-in' type='checkbox'/><label for='index-8f6ddb46-0495-4446-a14d-ff126801b042' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12], dtype=&#x27;int64&#x27;, name=&#x27;month&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5dfbec3a-fb59-4557-9aa7-6e79cb182fc4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5dfbec3a-fb59-4557-9aa7-6e79cb182fc4' 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>long_name :</span></dt><dd>Total Column of Water</dd><dt><span>units :</span></dt><dd>kg/m2</dd><dt><span>standard_name :</span></dt><dd>atmosphere_water_vapor_content </dd><dt><span>ancillary_variables :</span></dt><dd>stdv num_obs</dd><dt><span>valid_range :</span></dt><dd>[ 0. 70.]</dd><dt><span>actual_range :</span></dt><dd>[ 0.7819019 68.77021  ]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'tcwv' (month: 12, lat: 360, lon: 720)> Size: 12MB\n",
       "dask.array<stack, shape=(12, 360, 720), dtype=float32, chunksize=(1, 360, 720), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * lon      (lon) float32 3kB -179.8 -179.2 -178.8 -178.2 ... 178.8 179.2 179.8\n",
       "  * month    (month) int64 96B 1 2 3 4 5 6 7 8 9 10 11 12\n",
       "Attributes:\n",
       "    long_name:            Total Column of Water\n",
       "    units:                kg/m2\n",
       "    standard_name:        atmosphere_water_vapor_content \n",
       "    ancillary_variables:  stdv num_obs\n",
       "    valid_range:          [ 0. 70.]\n",
       "    actual_range:         [ 0.7819019 68.77021  ]"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Compute the average for each monthly group\n",
    "tcwv_clim_month = tcwv.groupby('time.month').mean(\"time\")\n",
    "tcwv_clim_month"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e8dc0fb",
   "metadata": {},
   "source": [
    "Let us view the zonal monthly climatology of the TCWV. To do this, we will average across the longitude bands with the `mean()` method, align the **time** dimension coordinate with the x axis and the **lat** dimension coordinate along the y axis using the method `transpose()`..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "6b59ad53",
   "metadata": {},
   "outputs": [
    {
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       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;tcwv&#x27; (lat: 360, month: 12)&gt; Size: 17kB\n",
       "dask.array&lt;transpose, shape=(360, 12), dtype=float32, chunksize=(360, 1), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * month    (month) int64 96B 1 2 3 4 5 6 7 8 9 10 11 12</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'tcwv'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 360</li><li><span class='xr-has-index'>month</span>: 12</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-4b3f20b5-dc87-4997-be90-d5127d0e207e' class='xr-array-in' type='checkbox' checked><label for='section-4b3f20b5-dc87-4997-be90-d5127d0e207e' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(360, 1), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 16.88 kiB </td>\n",
       "                        <td> 1.41 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (360, 12) </td>\n",
       "                        <td> (360, 1) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 12 chunks in 426 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"82\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
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       "  <line x1=\"0\" y1=\"120\" x2=\"32\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"2\" y1=\"0\" x2=\"2\" y2=\"120\" />\n",
       "  <line x1=\"5\" y1=\"0\" x2=\"5\" y2=\"120\" />\n",
       "  <line x1=\"8\" y1=\"0\" x2=\"8\" y2=\"120\" />\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"10\" y2=\"120\" />\n",
       "  <line x1=\"13\" y1=\"0\" x2=\"13\" y2=\"120\" />\n",
       "  <line x1=\"16\" y1=\"0\" x2=\"16\" y2=\"120\" />\n",
       "  <line x1=\"18\" y1=\"0\" x2=\"18\" y2=\"120\" />\n",
       "  <line x1=\"21\" y1=\"0\" x2=\"21\" y2=\"120\" />\n",
       "  <line x1=\"24\" y1=\"0\" x2=\"24\" y2=\"120\" />\n",
       "  <line x1=\"26\" y1=\"0\" x2=\"26\" y2=\"120\" />\n",
       "  <line x1=\"29\" y1=\"0\" x2=\"29\" y2=\"120\" />\n",
       "  <line x1=\"32\" y1=\"0\" x2=\"32\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 32.02435249410096,0.0 32.02435249410096,120.0 0.0,120.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"16.012176\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >12</text>\n",
       "  <text x=\"52.024352\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,52.024352,60.000000)\">360</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></div></li><li class='xr-section-item'><input id='section-54ea0913-b7da-4624-8410-670867cad946' class='xr-section-summary-in' type='checkbox'  checked><label for='section-54ea0913-b7da-4624-8410-670867cad946' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>89.75 89.25 88.75 ... -89.25 -89.75</div><input id='attrs-ca1d72ef-b7cc-4c06-ade7-2fc40ba8d8b1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ca1d72ef-b7cc-4c06-ade7-2fc40ba8d8b1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2c07884-4070-4b47-94bf-72fce745da8b' class='xr-var-data-in' type='checkbox'><label for='data-f2c07884-4070-4b47-94bf-72fce745da8b' 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</dd><dt><span>units :</span></dt><dd>degrees_north </dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_range :</span></dt><dd>[-90.  90.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd></dl></div><div class='xr-var-data'><pre>array([ 89.75,  89.25,  88.75, ..., -88.75, -89.25, -89.75], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>month</span></div><div class='xr-var-dims'>(month)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 8 9 10 11 12</div><input id='attrs-930ae367-484f-46b8-982e-18518f1b380c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-930ae367-484f-46b8-982e-18518f1b380c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4111d820-cc05-4605-af37-b837c1cd9aaa' class='xr-var-data-in' type='checkbox'><label for='data-4111d820-cc05-4605-af37-b837c1cd9aaa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-eba9e687-3562-4e36-a6b3-5f1885b39219' class='xr-section-summary-in' type='checkbox'  ><label for='section-eba9e687-3562-4e36-a6b3-5f1885b39219' class='xr-section-summary' >Indexes: <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-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9f2ada7f-967d-457e-bde1-e4bad098768b' class='xr-index-data-in' type='checkbox'/><label for='index-9f2ada7f-967d-457e-bde1-e4bad098768b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 89.75,  89.25,  88.75,  88.25,  87.75,  87.25,  86.75,  86.25,  85.75,\n",
       "        85.25,\n",
       "       ...\n",
       "       -85.25, -85.75, -86.25, -86.75, -87.25, -87.75, -88.25, -88.75, -89.25,\n",
       "       -89.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lat&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>month</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-cb24527b-3bf5-485d-a28b-07c77ad56c63' class='xr-index-data-in' type='checkbox'/><label for='index-cb24527b-3bf5-485d-a28b-07c77ad56c63' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12], dtype=&#x27;int64&#x27;, name=&#x27;month&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f3229f78-809c-408e-9301-366defcee489' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f3229f78-809c-408e-9301-366defcee489' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'tcwv' (lat: 360, month: 12)> Size: 17kB\n",
       "dask.array<transpose, shape=(360, 12), dtype=float32, chunksize=(360, 1), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * month    (month) int64 96B 1 2 3 4 5 6 7 8 9 10 11 12"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tcwv_zonal_clim_month = tcwv_clim_month.mean(dim=\"lon\").transpose()\n",
    "tcwv_zonal_clim_month"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "955c44f4",
   "metadata": {},
   "source": [
    "Now we can plot our data. Before we do this however, we define the min, max and step of contours that we will use in a contour plot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "b7413a8d",
   "metadata": {},
   "outputs": [],
   "source": [
    "vdiv = 1\n",
    "vmin = 0\n",
    "vmax = 50\n",
    "clevs = np.arange(vmin, vmax, vdiv)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "98b686fd",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Define the figure and specify size\n",
    "fig3, ax3 = plt.subplots(1, 1, figsize=(16, 8))\n",
    "\n",
    "# Configure the axes and figure title\n",
    "ax3.set_xlabel('Month')\n",
    "ax3.set_ylabel('Latitude [ $^o$ ]')\n",
    "ax3.set_yticks(np.arange(-90, 91, 30))\n",
    "ax3.set_title(\n",
    "    '$\\\\bf{Zonally\\ averaged\\ monthly\\ climatology\\ of\\ TCWV\\ (January\\ 2003\\ -\\ December\\ 2017)}$',\n",
    "    fontsize=20,\n",
    "    pad=20)\n",
    "\n",
    "# As the months (12) are much less than the latitudes (180),\n",
    "# we need to ensure the plot fits into the size of the figure.\n",
    "ax3.set_aspect('auto')\n",
    "\n",
    "# Plot the data as a contour plot\n",
    "contour = ax3.contourf(tcwv_zonal_clim_month.month,\n",
    "                       tcwv_zonal_clim_month.lat,\n",
    "                       tcwv_zonal_clim_month,\n",
    "                       levels=clevs,\n",
    "                       cmap='jet',\n",
    "                       extend='both')\n",
    "\n",
    "# Specify the colorbar\n",
    "cbar = plt.colorbar(contour, fraction=0.025, pad=0.05)\n",
    "cbar.set_label(['TCWV [kg.m$^{-2}$]'])\n",
    "\n",
    "# Save the figure\n",
    "fig3.savefig(f'{DATADIR}combi_tcwv_monthly_climatology.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "73101ccc",
   "metadata": {},
   "source": [
    "**Figure 3** shows the seasonal motion of the water vapour band crossing the equator from boreal summer (July) to austral summer (December) associated with the Inter-Tropical Convergence Zone."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3f64bf83",
   "metadata": {},
   "source": [
    "In the next use case, we will anlyse the temporal evolution of the total column water vapour and its annual seasonal variation."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc5fc0ae",
   "metadata": {},
   "source": [
    "##  Time series and trend analysis of the total column water vapour\n",
    "\n",
    "After looking at the time averaged global distribution of the total column water vapour, we further investigate the dataset. The COMBI product spans over 15 years of satellite observations, and another useful way of analysing and visualizing the temporal evolution of total column water vapour is using the time series. We will calculate the global time series, plot it, and discuss most important features.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3ed1ab3b",
   "metadata": {},
   "source": [
    "###  Global time series of TCWV\n",
    "\n",
    "We first create a temporal subset for the period January 2003 to December 2017."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "98484b45",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;tcwv&#x27; (time: 180, lat: 360, lon: 720)&gt; Size: 187MB\n",
       "dask.array&lt;getitem, shape=(180, 360, 720), dtype=float32, chunksize=(1, 360, 720), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1kB 2003-01-01 2003-02-01 ... 2017-12-01\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * lon      (lon) float32 3kB -179.8 -179.2 -178.8 -178.2 ... 178.8 179.2 179.8\n",
       "Attributes:\n",
       "    long_name:            Total Column of Water\n",
       "    units:                kg/m2\n",
       "    standard_name:        atmosphere_water_vapor_content \n",
       "    ancillary_variables:  stdv num_obs\n",
       "    valid_range:          [ 0. 70.]\n",
       "    actual_range:         [ 0.7819019 68.77021  ]</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'tcwv'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 180</li><li><span class='xr-has-index'>lat</span>: 360</li><li><span class='xr-has-index'>lon</span>: 720</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-cbc11c52-40b4-444f-a314-1786232938db' class='xr-array-in' type='checkbox' checked><label for='section-cbc11c52-40b4-444f-a314-1786232938db' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 360, 720), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 177.98 MiB </td>\n",
       "                        <td> 0.99 MiB </td>\n",
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       "                        <td> (180, 360, 720) </td>\n",
       "                        <td> (1, 360, 720) </td>\n",
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       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 180 chunks in 374 graph layers </td>\n",
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       "                        <th> Data type </th>\n",
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       "</table></div></div></li><li class='xr-section-item'><input id='section-82ec29c4-76c1-46f5-a779-d2c89a880ab8' class='xr-section-summary-in' type='checkbox'  checked><label for='section-82ec29c4-76c1-46f5-a779-d2c89a880ab8' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2003-01-01 ... 2017-12-01</div><input id='attrs-a9790857-67e9-4271-849e-243d08483284' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a9790857-67e9-4271-849e-243d08483284' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1be59d72-5fb5-406d-ba34-f8b7b791086d' class='xr-var-data-in' type='checkbox'><label for='data-1be59d72-5fb5-406d-ba34-f8b7b791086d' 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>Product dataset time given as days since 1970-01-01</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2003-01-01T00:00:00.000000000&#x27;, &#x27;2003-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-03-01T00:00:00.000000000&#x27;, &#x27;2003-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-05-01T00:00:00.000000000&#x27;, &#x27;2003-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-07-01T00:00:00.000000000&#x27;, &#x27;2003-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-09-01T00:00:00.000000000&#x27;, &#x27;2003-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2003-11-01T00:00:00.000000000&#x27;, &#x27;2003-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-01-01T00:00:00.000000000&#x27;, &#x27;2004-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-03-01T00:00:00.000000000&#x27;, &#x27;2004-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-05-01T00:00:00.000000000&#x27;, &#x27;2004-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-07-01T00:00:00.000000000&#x27;, &#x27;2004-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-09-01T00:00:00.000000000&#x27;, &#x27;2004-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-11-01T00:00:00.000000000&#x27;, &#x27;2004-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-01-01T00:00:00.000000000&#x27;, &#x27;2005-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-03-01T00:00:00.000000000&#x27;, &#x27;2005-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-05-01T00:00:00.000000000&#x27;, &#x27;2005-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-07-01T00:00:00.000000000&#x27;, &#x27;2005-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-09-01T00:00:00.000000000&#x27;, &#x27;2005-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2005-11-01T00:00:00.000000000&#x27;, &#x27;2005-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-01-01T00:00:00.000000000&#x27;, &#x27;2006-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-03-01T00:00:00.000000000&#x27;, &#x27;2006-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-05-01T00:00:00.000000000&#x27;, &#x27;2006-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-07-01T00:00:00.000000000&#x27;, &#x27;2006-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-09-01T00:00:00.000000000&#x27;, &#x27;2006-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-11-01T00:00:00.000000000&#x27;, &#x27;2006-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-01-01T00:00:00.000000000&#x27;, &#x27;2007-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-03-01T00:00:00.000000000&#x27;, &#x27;2007-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-05-01T00:00:00.000000000&#x27;, &#x27;2007-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-07-01T00:00:00.000000000&#x27;, &#x27;2007-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-09-01T00:00:00.000000000&#x27;, &#x27;2007-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2007-11-01T00:00:00.000000000&#x27;, &#x27;2007-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-01-01T00:00:00.000000000&#x27;, &#x27;2008-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-03-01T00:00:00.000000000&#x27;, &#x27;2008-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-05-01T00:00:00.000000000&#x27;, &#x27;2008-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-07-01T00:00:00.000000000&#x27;, &#x27;2008-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-09-01T00:00:00.000000000&#x27;, &#x27;2008-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-11-01T00:00:00.000000000&#x27;, &#x27;2008-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-01-01T00:00:00.000000000&#x27;, &#x27;2009-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-03-01T00:00:00.000000000&#x27;, &#x27;2009-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-05-01T00:00:00.000000000&#x27;, &#x27;2009-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-07-01T00:00:00.000000000&#x27;, &#x27;2009-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-09-01T00:00:00.000000000&#x27;, &#x27;2009-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2009-11-01T00:00:00.000000000&#x27;, &#x27;2009-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-01-01T00:00:00.000000000&#x27;, &#x27;2010-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-03-01T00:00:00.000000000&#x27;, &#x27;2010-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-05-01T00:00:00.000000000&#x27;, &#x27;2010-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-07-01T00:00:00.000000000&#x27;, &#x27;2010-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-09-01T00:00:00.000000000&#x27;, &#x27;2010-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-11-01T00:00:00.000000000&#x27;, &#x27;2010-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-01-01T00:00:00.000000000&#x27;, &#x27;2011-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-03-01T00:00:00.000000000&#x27;, &#x27;2011-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-05-01T00:00:00.000000000&#x27;, &#x27;2011-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-07-01T00:00:00.000000000&#x27;, &#x27;2011-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-09-01T00:00:00.000000000&#x27;, &#x27;2011-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2011-11-01T00:00:00.000000000&#x27;, &#x27;2011-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-01-01T00:00:00.000000000&#x27;, &#x27;2012-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-03-01T00:00:00.000000000&#x27;, &#x27;2012-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-05-01T00:00:00.000000000&#x27;, &#x27;2012-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-07-01T00:00:00.000000000&#x27;, &#x27;2012-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-09-01T00:00:00.000000000&#x27;, &#x27;2012-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-11-01T00:00:00.000000000&#x27;, &#x27;2012-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-01-01T00:00:00.000000000&#x27;, &#x27;2013-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-03-01T00:00:00.000000000&#x27;, &#x27;2013-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-05-01T00:00:00.000000000&#x27;, &#x27;2013-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-07-01T00:00:00.000000000&#x27;, &#x27;2013-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-09-01T00:00:00.000000000&#x27;, &#x27;2013-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2013-11-01T00:00:00.000000000&#x27;, &#x27;2013-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-01-01T00:00:00.000000000&#x27;, &#x27;2014-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-03-01T00:00:00.000000000&#x27;, &#x27;2014-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-05-01T00:00:00.000000000&#x27;, &#x27;2014-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-07-01T00:00:00.000000000&#x27;, &#x27;2014-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-09-01T00:00:00.000000000&#x27;, &#x27;2014-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-11-01T00:00:00.000000000&#x27;, &#x27;2014-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-01-01T00:00:00.000000000&#x27;, &#x27;2015-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-03-01T00:00:00.000000000&#x27;, &#x27;2015-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-05-01T00:00:00.000000000&#x27;, &#x27;2015-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-07-01T00:00:00.000000000&#x27;, &#x27;2015-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-09-01T00:00:00.000000000&#x27;, &#x27;2015-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2015-11-01T00:00:00.000000000&#x27;, &#x27;2015-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-01-01T00:00:00.000000000&#x27;, &#x27;2016-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-03-01T00:00:00.000000000&#x27;, &#x27;2016-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-05-01T00:00:00.000000000&#x27;, &#x27;2016-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-07-01T00:00:00.000000000&#x27;, &#x27;2016-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-09-01T00:00:00.000000000&#x27;, &#x27;2016-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-11-01T00:00:00.000000000&#x27;, &#x27;2016-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-01-01T00:00:00.000000000&#x27;, &#x27;2017-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-03-01T00:00:00.000000000&#x27;, &#x27;2017-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-05-01T00:00:00.000000000&#x27;, &#x27;2017-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-07-01T00:00:00.000000000&#x27;, &#x27;2017-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-09-01T00:00:00.000000000&#x27;, &#x27;2017-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2017-11-01T00:00:00.000000000&#x27;, &#x27;2017-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>89.75 89.25 88.75 ... -89.25 -89.75</div><input id='attrs-4598dd48-8edb-4722-886a-83b190178b54' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4598dd48-8edb-4722-886a-83b190178b54' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02fa5343-c7b6-4de0-bac1-15aba79534f5' class='xr-var-data-in' type='checkbox'><label for='data-02fa5343-c7b6-4de0-bac1-15aba79534f5' 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</dd><dt><span>units :</span></dt><dd>degrees_north </dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>valid_range :</span></dt><dd>[-90.  90.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>lat_bnds</dd></dl></div><div class='xr-var-data'><pre>array([ 89.75,  89.25,  88.75, ..., -88.75, -89.25, -89.75], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-179.8 -179.2 ... 179.2 179.8</div><input id='attrs-10a392bd-2068-4ea4-b863-3c62169350d5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-10a392bd-2068-4ea4-b863-3c62169350d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8cd89572-041a-47dd-8356-004281048433' class='xr-var-data-in' type='checkbox'><label for='data-8cd89572-041a-47dd-8356-004281048433' 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</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>valid_range :</span></dt><dd>[-180.  180.]</dd><dt><span>reference_datum :</span></dt><dd>geographical coordinates, WGS84 projection</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>lon_bnds</dd></dl></div><div class='xr-var-data'><pre>array([-179.75, -179.25, -178.75, ...,  178.75,  179.25,  179.75],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-200b17c8-3d2d-4c4b-b463-03d6988fbb9a' class='xr-section-summary-in' type='checkbox'  ><label for='section-200b17c8-3d2d-4c4b-b463-03d6988fbb9a' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9c0ae081-12f8-4cee-9ac8-9dce45c193ab' class='xr-index-data-in' type='checkbox'/><label for='index-9c0ae081-12f8-4cee-9ac8-9dce45c193ab' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2003-01-01&#x27;, &#x27;2003-02-01&#x27;, &#x27;2003-03-01&#x27;, &#x27;2003-04-01&#x27;,\n",
       "               &#x27;2003-05-01&#x27;, &#x27;2003-06-01&#x27;, &#x27;2003-07-01&#x27;, &#x27;2003-08-01&#x27;,\n",
       "               &#x27;2003-09-01&#x27;, &#x27;2003-10-01&#x27;,\n",
       "               ...\n",
       "               &#x27;2017-03-01&#x27;, &#x27;2017-04-01&#x27;, &#x27;2017-05-01&#x27;, &#x27;2017-06-01&#x27;,\n",
       "               &#x27;2017-07-01&#x27;, &#x27;2017-08-01&#x27;, &#x27;2017-09-01&#x27;, &#x27;2017-10-01&#x27;,\n",
       "               &#x27;2017-11-01&#x27;, &#x27;2017-12-01&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=180, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-08bd3232-72af-4a70-87ff-0b3dd8e5e45d' class='xr-index-data-in' type='checkbox'/><label for='index-08bd3232-72af-4a70-87ff-0b3dd8e5e45d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 89.75,  89.25,  88.75,  88.25,  87.75,  87.25,  86.75,  86.25,  85.75,\n",
       "        85.25,\n",
       "       ...\n",
       "       -85.25, -85.75, -86.25, -86.75, -87.25, -87.75, -88.25, -88.75, -89.25,\n",
       "       -89.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lat&#x27;, length=360))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-01da5fec-7056-4b88-8481-f0a6940e747c' class='xr-index-data-in' type='checkbox'/><label for='index-01da5fec-7056-4b88-8481-f0a6940e747c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-179.75, -179.25, -178.75, -178.25, -177.75, -177.25, -176.75, -176.25,\n",
       "       -175.75, -175.25,\n",
       "       ...\n",
       "        175.25,  175.75,  176.25,  176.75,  177.25,  177.75,  178.25,  178.75,\n",
       "        179.25,  179.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;lon&#x27;, length=720))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-749dab11-3291-442c-9824-ba25edcbaee2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-749dab11-3291-442c-9824-ba25edcbaee2' 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>long_name :</span></dt><dd>Total Column of Water</dd><dt><span>units :</span></dt><dd>kg/m2</dd><dt><span>standard_name :</span></dt><dd>atmosphere_water_vapor_content </dd><dt><span>ancillary_variables :</span></dt><dd>stdv num_obs</dd><dt><span>valid_range :</span></dt><dd>[ 0. 70.]</dd><dt><span>actual_range :</span></dt><dd>[ 0.7819019 68.77021  ]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'tcwv' (time: 180, lat: 360, lon: 720)> Size: 187MB\n",
       "dask.array<getitem, shape=(180, 360, 720), dtype=float32, chunksize=(1, 360, 720), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1kB 2003-01-01 2003-02-01 ... 2017-12-01\n",
       "  * lat      (lat) float32 1kB 89.75 89.25 88.75 88.25 ... -88.75 -89.25 -89.75\n",
       "  * lon      (lon) float32 3kB -179.8 -179.2 -178.8 -178.2 ... 178.8 179.2 179.8\n",
       "Attributes:\n",
       "    long_name:            Total Column of Water\n",
       "    units:                kg/m2\n",
       "    standard_name:        atmosphere_water_vapor_content \n",
       "    ancillary_variables:  stdv num_obs\n",
       "    valid_range:          [ 0. 70.]\n",
       "    actual_range:         [ 0.7819019 68.77021  ]"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Select time period\n",
    "tcwv_combi = da_tcwv.sel(time=slice('2003-01-01', '2017-12-31'))\n",
    "tcwv_combi"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d7aab1cb",
   "metadata": {},
   "source": [
    "#### Spatial aggregation\n",
    "\n",
    "We would like to visualise these data, not in maps but as one dimensional time series of global average values. To do this, we will first need to aggregate the data spatially to create a single global average at each time step. In order to aggregate over the latitudinal dimension, we need to take into account the variation in area as a function of latitude. We will do this by using the cosine of the latitude as a proxy:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "db6db360",
   "metadata": {},
   "outputs": [],
   "source": [
    "weights = np.cos(np.deg2rad(tcwv_combi.lat))\n",
    "weights.name = \"weights\"\n",
    "tcwv_combi_weighted = tcwv_combi.weighted(weights)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "556ded50",
   "metadata": {},
   "source": [
    "The next step is to compute the mean across the latitude and longitude dimensions of the weighted data array with the `mean()` method."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "26c489e0",
   "metadata": {},
   "outputs": [],
   "source": [
    "tcwv_weighted_mean = tcwv_combi_weighted.mean(dim=(\"lat\", \"lon\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9353af5e",
   "metadata": {},
   "source": [
    "#### Plot data\n",
    "\n",
    "Now we can plot the time series of globally averaged TCWV data over time using the `plot()` method."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "d40cffe9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Define the figure and specify size\n",
    "fig4, ax4 = plt.subplots(1, 1, figsize=(16, 8))\n",
    "\n",
    "# Configure the axes and figure title\n",
    "ax4.set_xlabel('Year')\n",
    "ax4.set_ylabel('TCWV [kg.m$^{-2}$]')\n",
    "ax4.grid(linewidth=1, color='gray', alpha=0.5, linestyle='--')\n",
    "ax4.set_title('$\\\\bf{Global\\ time\\ series\\ of\\ total\\ column\\ water\\ vapour}$', \n",
    "              fontsize=20, \n",
    "              pad=20)\n",
    "\n",
    "# Plot the data\n",
    "ax4.plot(tcwv_weighted_mean.time, tcwv_weighted_mean)\n",
    "\n",
    "# Save the figure\n",
    "fig4.savefig(f'{DATADIR}combi_tcwv_global_timeseries.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cf4f4ef1",
   "metadata": {},
   "source": [
    "**Figure 4**, shows the time series of the monthly mean total column water vapour. From the time series, we can infer the seasonal pattern along with a trend in the global space and time averaged TCWV."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eeca4633",
   "metadata": {},
   "source": [
    "We can now calculate the monthly climatology of the total column water vapour for the period January 2003 to December 2017 to study more specifically the amplitude and the evolution of the seasonal cycle over the years."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93ef0ce1",
   "metadata": {},
   "source": [
    "###  Monthly climatology of TCWV\n",
    "\n",
    "Let us now study the monthly climatology of the total column water vapour over the time period covered by the COMBI product. \n",
    "\n",
    "It corresponds to the mean and the associated standard deviation of the global time series of TCWV and is calculated for each month over the years 2003-2017.\n",
    "\n",
    "First, we will apply the `groupby()` method to the Xarray `DataArray` **\"tcwv_weighted_mean\"** which we have defined in the previous section. Then, we will compute the mean and the associated standard deviation by using the `mean()` and `std()` methods respectively."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "4734b7c3",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Monthly climatology\n",
    "# Compute the global monthly mean climatology of tcwv\n",
    "tcwv_clim_month_mean = tcwv_weighted_mean.groupby('time.month').mean()\n",
    "# Compute the associated standard deviation\n",
    "tcwv_clim_month_std = tcwv_weighted_mean.groupby('time.month').std()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "16b038fd",
   "metadata": {},
   "source": [
    "To have a first idea of the evolution of TCWV over the years, we can also create an Xarray `DataArray` with **year** and **month** as dimension coordinates. This will help us to identify which year was the \"driest\" (*i.e.* with the lowest seasonal envelope) and which one was the \"wettest\" (*i.e.* with the highest seasonal envelope)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "f8786cb8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "                        <td> 4 B </td>\n",
       "                        <td> 4 B </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> () </td>\n",
       "                        <td> () </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 398 graph layers </td>\n",
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       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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      "text/plain": [
       "dask.array<sub, shape=(), dtype=float32, chunksize=(), chunktype=numpy.ndarray>"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Creation of a new Xarray Data Array to determine the \"driest\" and \"wettest\" years\n",
    "# Creation of a n_years x n_months climatological array\n",
    "tcwv_clim = tcwv_weighted_mean.data.reshape(-1, 12)\n",
    "# Initialization of the corresponding Xarray Data Array\n",
    "year = ['%04d' % (year) for year in range(2003, 2018)]\n",
    "month = ['%02d' % (month) for month in range(1, 13)]\n",
    "da_tcwv_clim = xr.DataArray(data=tcwv_clim,\n",
    "                            dims=[\"year\", \"month\"],\n",
    "                            coords=dict(year=year,\n",
    "                                        month=month),\n",
    "                            name='tcwv_clim')\n",
    "# Determine the years with highest and lowest seasonal values of TCWV\n",
    "# Year of minimum TCWV values in average\n",
    "tcwv_clim_min = da_tcwv_clim.mean(dim='month').min()\n",
    "year_tcwv_clim_min = da_tcwv_clim.mean(dim='month').data.argmin()\n",
    "year_min_tcwv = year[year_tcwv_clim_min]\n",
    "# Year of maximum TCWV values in average\n",
    "tcwv_clim_max = da_tcwv_clim.mean(dim='month').max()\n",
    "year_tcwv_clim_max = da_tcwv_clim.mean(dim='month').data.argmax()\n",
    "year_max_tcwv = year[year_tcwv_clim_max]\n",
    "# Compute (and show) the mean difference between the \"wettest\" and \"driest\" year in average\n",
    "peak_to_peak_tcwv_clim = tcwv_clim_max - tcwv_clim_min\n",
    "peak_to_peak_tcwv_clim.data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "72b4b6f2",
   "metadata": {},
   "source": [
    "We will now plot the global monthly climatology over the years."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "81ec6731",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Define the figure and specify size\n",
    "fig5, ax5 = plt.subplots(1, 1, figsize=(16, 8))\n",
    "\n",
    "# Plot the data\n",
    "ax5.plot(tcwv_clim_month_mean.month, tcwv_clim_month_mean, color='blue', linewidth=3, label='mean')\n",
    "ax5.fill_between(tcwv_clim_month_mean.month,\n",
    "                 (tcwv_clim_month_mean - tcwv_clim_month_std),\n",
    "                 (tcwv_clim_month_mean + tcwv_clim_month_std),\n",
    "                 alpha=0.1,\n",
    "                 color='green',\n",
    "                 label='+/- 1 SD')\n",
    "for year in [year_min_tcwv, year_max_tcwv]:\n",
    "    ax5.plot(tcwv_clim_month_mean.month,\n",
    "             da_tcwv_clim.sel(year=year),\n",
    "             label=year)\n",
    "\n",
    "# Configure the axes and figure title\n",
    "ax5.set_title('$\\\\bf{Global\\ Monthly\\ climatology\\ of\\ total\\ column\\ water\\ vapour}$',\n",
    "              fontsize=20,\n",
    "              pad=20)\n",
    "ax5.set_ylabel('TCWV [kg.m$^{-2}$]')\n",
    "ax5.set_xlabel('Month')\n",
    "handles, labels = ax5.get_legend_handles_labels()\n",
    "ax5.legend(handles, labels)\n",
    "ax5.grid(linewidth=1, color='gray', alpha=0.5, linestyle='--')\n",
    "\n",
    "# Save the figure\n",
    "fig5.savefig(f'{DATADIR}combi_tcwv_global_monthly_climatology.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf2f50eb",
   "metadata": {},
   "source": [
    "**Figure 5** shows the monthly climatology of the total column water vapour represented by the mean and standard deviation (or spread) over the time period January 2003 - December 2017."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9cc8912e",
   "metadata": {},
   "source": [
    "We observe a seasonal variation of TCWV with an amplitude of 3 kg/m$^{2}$, reaching its highest values around July-August and its lowest values around December-January. The mean difference of 1.025 kg/m$^{2}$ between the highest seasonal envelope corresponding to the year 2010 and the lowest seasonal envelope corresponding to the year 2011 is related to the 2010-2012 “La Niña” event, one of the strongest on record. We will now procede to the seasonal decomposition of the total column water vapour to study this trend in more details."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b05a87a8",
   "metadata": {},
   "source": [
    "###  Trend analysis and seasonal cycle of TCWV\n",
    "\n",
    "The time series can be further analysed by extracting the trend, or the running annual mean, and the seasonal cycle."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "21ff12e4",
   "metadata": {},
   "source": [
    "To this end, we will convert the Xarray `DataArray` into a time series with the [pandas](https://pandas.pydata.org/) library. Then we will decompose it into the trend, the seasonal cycle and the residuals by using the `seasonal_decompose()` method. Finally we will visualize the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "16533361",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Convert the Xarray data array tcwv_weighted_mean into a time series\n",
    "tcwv_weighted_mean_series = pd.Series(tcwv_weighted_mean)\n",
    "# Define the time dimension of tcwv_weighted_mean as the index of the time series\n",
    "tcwv_weighted_mean_series.index = tcwv_weighted_mean.time.to_dataframe().index\n",
    "\n",
    "# Decomposition of the time series into the trend, the seasonal cycle and the residuals\n",
    "tcwv_seasonal_decomposition = seasonal_decompose(tcwv_weighted_mean_series,\n",
    "                                                 model='additive',\n",
    "                                                 period=12)\n",
    "\n",
    "# Plot the resulting seasonal decomposition\n",
    "tcwv_seasonal_decomposition.plot()\n",
    "plt.xlabel(\"Time\")\n",
    "plt.savefig(f'{DATADIR}combi_tcwv_timeseries_climatology.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fdfe6d05",
   "metadata": {},
   "source": [
    "**Figure 6** shows the decomposition of the TCWV time series into the trend (2nd panel) and the seasonal cycle with a confirmed amplitude of 3 kg/m$^{2}$ (3rd panel). From the trend and the seasonal cycle, we can derive the anomalies or de-trended and de-seasonalised time series that have the characteristics of uncorrelated noise pattern (4th panel)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b35dfbb1",
   "metadata": {},
   "source": [
    "The anomaly index can be attributed to some exceptional time periods and can be used to calculate the autocorrelation for a given time lag, in order to derive the \"memory effect\" and its length, in the global water vapour system. The trend analysis presents two extremes (a maximum followed by a minimum) around the years 2010 and 2011/12, that are related to a moderate “El Niño” event followed by one of strongest “La Niña” events on record. The maximum of 2016 is associated to a strong “El Niño” event. The combination of strong “El Niño” events and higher overall trends might lead to extreme values in the total column water vapour in the future."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4f9f4095",
   "metadata": {},
   "source": [
    "##  Conclusion\n",
    "\n",
    "In this notebook we have provided some use cases based on the COMBI TCWV data record to illustrate the way this dataset can be used to study, analyse and visualise this essential climate variable. The current dataset indicates a slight increase of total column water vapour between January 2003 and December 2017. Comparisons with other independent datasets can be made to further investigate the trends that can be attributed to global climate change, El-Niño events, etc."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "00edbb9e",
   "metadata": {},
   "source": [
    "## Appendix\n",
    "\n",
    "Clean up your directory of the netCDF files you unzipped.\n",
    "\n",
    "You can set the `save_merged_netcdf` flag to `True` (and choose a filename)\n",
    "if you want to merge the data into a single netcdf before closing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7de6d70b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Flag to save the merged netCDF file\n",
    "save_merged_netcdf = False\n",
    "# Filename for the netCDF file which contains the merged contents of the monthly files.\n",
    "merged_netcdf_file = os.path.join(DATADIR, 'combi-tcwv-monthly.nc')\n",
    "\n",
    "if save_merged_netcdf:\n",
    "    ds_combi.to_netcdf(merged_netcdf_file)\n",
    "\n",
    "# Recursively delete unpacked data\n",
    "for f in filelist:\n",
    "    os.remove(f)\n"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "TM-TESTING",
   "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": "3.11.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}