{ "cells": [ { "cell_type": "markdown", "metadata": { "Collapsed": "false", "tags": [] }, "source": [ "# Copernicus Sentinel-5P TROPOMI - Carbon Monoxide - Level 2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{hint} \n", "Execute the notebook on the training platform >>\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The Copernicus [Sentinel-5 Ultraviolet Visible Near-Infrared Shortwave (UVNS) spectrometer](https://sentinels.copernicus.eu/web/sentinel/missions/sentinel-5) enables the measurement of trace gases which will improve air quality forecasts produced by the Copernicus Atmosphere Monitoring service.\n", "\n", "This notebook provides you an introduction to data from [Sentinel-5P](https://sentinels.copernicus.eu/web/sentinel/missions/sentinel-5p), the precursor instrument and proxy for data from [Sentinel-5](https://www.eumetsat.int/sentinel-5). \n", "\n", "The data product of interest is the total column of carbon monoxide sensed by Sentinel-5P TROPOMI. Carbon monoxide is a good trace gas for monitoring and tracking smoke from wildfires. \n", "\n", "The events featured in this notebook are the wildfires in Italy and Greece in summer 2021. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{admonition} Basic Facts\n", "**Spatial resolution**: `Up to 5.5* km x 3.5 km` (5.5 km in the satellite flight direction and 3.5 km in the perpendicular direction at nadir)
\n", "**Spatial coverage**: `Global`
\n", "**Revisit time**: `less than one day`
\n", "**Data availability**: `since April 2018`\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{admonition} How to access the data\n", "Sentinel-5P Pre-Ops data are disseminated in the `netCDF` format and can be downloaded via the Copernicus Open Access Hub. You need to register for an account before downloading data. \n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "**Load required libraries**" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "Collapsed": "false" }, "outputs": [], "source": [ "import os\n", "import xarray as xr\n", "import numpy as np\n", "import netCDF4 as nc\n", "\n", "# Python libraries for visualization\n", "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "from matplotlib.axes import Axes\n", "import cartopy.crs as ccrs\n", "from cartopy.mpl.gridliner import LONGITUDE_FORMATTER, LATITUDE_FORMATTER\n", "import cartopy.feature as cfeature\n", "from cartopy.mpl.geoaxes import GeoAxes\n", "GeoAxes._pcolormesh_patched = Axes.pcolormesh\n", "\n", "import warnings\n", "import logging\n", "warnings.filterwarnings('ignore')\n", "warnings.simplefilter(action = \"ignore\", category = RuntimeWarning)\n", "logging.basicConfig(level=logging.ERROR)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Load helper functions**" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%run ../functions.ipynb" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false", "tags": [] }, "source": [ "## Load and browse Sentinel-5P TROPOMI Carbon Monoxide Level 2 data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A Sentinel-5P TROPOMI Carbon Monoxide Level 2 file is organised in two groups: `PRODUCT` and `METADATA`. The `PRODUCT` group stores the main data fields of the product, including `latitude`, `longitude` and the variable itself. The `METADATA` group provides additional metadata items.\n", "\n", "Sentinel-5P TROPOMI variables have the following dimensions:\n", "* `scanline`: the number of measurements in the granule / along-track dimension index\n", "* `ground_pixel`: the number of spectra in a measurement / across-track dimension index\n", "* `time`: time reference for the data\n", "* `corner`: pixel corner index\n", "* `layer`: this dimension indicates the vertical grid of profile variables\n", "\n", "Sentinel-5P TROPOMI data is disseminated in `netCDF`. You can load a netCDF file with the `open_dataset()` function of the xarray library. In order to load the variable as part of a Sentinel-5P data files, you have to specify the following keyword arguments: \n", "* `group='PRODUCT'`: to load the `PRODUCT` group. \n", "\n", "Let us load a Sentinel-5P TROPOMI data file as `xarray.Dataset` from 05 August 2021 and inspect the data structure:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "Collapsed": "false" }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset>\n",
       "Dimensions:                                (scanline: 4172, ground_pixel: 215, time: 1, corner: 4, layer: 50)\n",
       "Coordinates:\n",
       "  * scanline                               (scanline) float64 0.0 ... 4.171e+03\n",
       "  * ground_pixel                           (ground_pixel) float64 0.0 ... 214.0\n",
       "  * time                                   (time) datetime64[ns] 2021-08-05\n",
       "  * corner                                 (corner) float64 0.0 1.0 2.0 3.0\n",
       "  * layer                                  (layer) float32 4.95e+04 ... 500.0\n",
       "    latitude                               (time, scanline, ground_pixel) float32 ...\n",
       "    longitude                              (time, scanline, ground_pixel) float32 ...\n",
       "Data variables:\n",
       "    delta_time                             (time, scanline) datetime64[ns] 20...\n",
       "    time_utc                               (time, scanline) object '2021-08-0...\n",
       "    qa_value                               (time, scanline, ground_pixel) float32 ...\n",
       "    carbonmonoxide_total_column            (time, scanline, ground_pixel) float32 ...\n",
       "    carbonmonoxide_total_column_precision  (time, scanline, ground_pixel) float32 ...\n",
       "    carbonmonoxide_total_column_corrected  (time, scanline, ground_pixel) float32 ...
" ], "text/plain": [ "\n", "Dimensions: (scanline: 4172, ground_pixel: 215, time: 1, corner: 4, layer: 50)\n", "Coordinates:\n", " * scanline (scanline) float64 0.0 ... 4.171e+03\n", " * ground_pixel (ground_pixel) float64 0.0 ... 214.0\n", " * time (time) datetime64[ns] 2021-08-05\n", " * corner (corner) float64 0.0 1.0 2.0 3.0\n", " * layer (layer) float32 4.95e+04 ... 500.0\n", " latitude (time, scanline, ground_pixel) float32 ...\n", " longitude (time, scanline, ground_pixel) float32 ...\n", "Data variables:\n", " delta_time (time, scanline) datetime64[ns] ...\n", " time_utc (time, scanline) object ...\n", " qa_value (time, scanline, ground_pixel) float32 ...\n", " carbonmonoxide_total_column (time, scanline, ground_pixel) float32 ...\n", " carbonmonoxide_total_column_precision (time, scanline, ground_pixel) float32 ...\n", " carbonmonoxide_total_column_corrected (time, scanline, ground_pixel) float32 ..." ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s5p = xr.open_dataset('../data/sentinel-5p/co/2021/08/05/S5P_OFFL_L2__CO_____20210805T110012_20210805T124141_19750_02_020200_20210807T004645.nc', group='PRODUCT')\n", "s5p" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "You see that the loaded data object contains of five dimensions and five data variables:\n", "* **Dimensions**:\n", " * `scanline` \n", " * `ground_pixel`\n", " * `time`\n", " * `corner`\n", " * `layer`\n", "\n", "\n", "* **Data variables**:\n", " * `delta_time`: the offset of individual measurements within the granule, given in milliseconds\n", " * `time_utc`: valid time stamp of the data\n", " * `ga_value`: quality descriptor, varying between 0 (nodata) and 1 (full quality data).\n", " * `carbonmonoxide_total_column`: Vertically integrated CO column density\n", " * `carbonmonoxide_total_column_precision`: Standard error of the vertically integrate CO column" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "You can specify one variable of interest by putting the name of the variable into square brackets `[]` and get more detailed information about the variable. E.g. `carbonmonoxide_total_column` is the atmosphere mole content of carbon monoxide, has the unit `mol per m-2`, and has three dimensions, `time`, `scanline` and `groundpixel` respectively." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'carbonmonoxide_total_column' (time: 1, scanline: 4172, ground_pixel: 215)>\n",
       "[896980 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * scanline      (scanline) float64 0.0 1.0 2.0 ... 4.17e+03 4.171e+03\n",
       "  * ground_pixel  (ground_pixel) float64 0.0 1.0 2.0 3.0 ... 212.0 213.0 214.0\n",
       "  * time          (time) datetime64[ns] 2021-08-05\n",
       "    latitude      (time, scanline, ground_pixel) float32 ...\n",
       "    longitude     (time, scanline, ground_pixel) float32 ...\n",
       "Attributes:\n",
       "    units:                                                 mol m-2\n",
       "    standard_name:                                         atmosphere_mole_co...\n",
       "    long_name:                                             Vertically integra...\n",
       "    ancillary_variables:                                   carbonmonoxide_tot...\n",
       "    multiplication_factor_to_convert_to_molecules_percm2:  6.022141e+19
" ], "text/plain": [ "\n", "[896980 values with dtype=float32]\n", "Coordinates:\n", " * scanline (scanline) float64 0.0 1.0 2.0 ... 4.17e+03 4.171e+03\n", " * ground_pixel (ground_pixel) float64 0.0 1.0 2.0 3.0 ... 212.0 213.0 214.0\n", " * time (time) datetime64[ns] 2021-08-05\n", " latitude (time, scanline, ground_pixel) float32 ...\n", " longitude (time, scanline, ground_pixel) float32 ...\n", "Attributes:\n", " units: mol m-2\n", " standard_name: atmosphere_mole_co...\n", " long_name: Vertically integra...\n", " ancillary_variables: carbonmonoxide_tot...\n", " multiplication_factor_to_convert_to_molecules_percm2: 6.022141e+19" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s5p_co = s5p['carbonmonoxide_total_column']\n", "s5p_co" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can do this for the available variables, but also for the dimensions latitude and longitude." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Latitude\n", "\n", "[896980 values with dtype=float32]\n", "Coordinates:\n", " * scanline (scanline) float64 0.0 1.0 2.0 ... 4.17e+03 4.171e+03\n", " * ground_pixel (ground_pixel) float64 0.0 1.0 2.0 3.0 ... 212.0 213.0 214.0\n", " * time (time) datetime64[ns] 2021-08-05\n", " latitude (time, scanline, ground_pixel) float32 ...\n", " longitude (time, scanline, ground_pixel) float32 ...\n", "Attributes:\n", " long_name: pixel center latitude\n", " units: degrees_north\n", " standard_name: latitude\n", " valid_min: -90.0\n", " valid_max: 90.0\n", " bounds: /PRODUCT/SUPPORT_DATA/GEOLOCATIONS/latitude_bounds\n", "Longitude\n", "\n", "[896980 values with dtype=float32]\n", "Coordinates:\n", " * scanline (scanline) float64 0.0 1.0 2.0 ... 4.17e+03 4.171e+03\n", " * ground_pixel (ground_pixel) float64 0.0 1.0 2.0 3.0 ... 212.0 213.0 214.0\n", " * time (time) datetime64[ns] 2021-08-05\n", " latitude (time, scanline, ground_pixel) float32 ...\n", " longitude (time, scanline, ground_pixel) float32 ...\n", "Attributes:\n", " long_name: pixel center longitude\n", " units: degrees_east\n", " standard_name: longitude\n", " valid_min: -180.0\n", " valid_max: 180.0\n", " bounds: /PRODUCT/SUPPORT_DATA/GEOLOCATIONS/longitude_bounds\n" ] } ], "source": [ "print('Latitude')\n", "print(s5p_co.latitude)\n", "\n", "print('Longitude')\n", "print(s5p_co.longitude)" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "You can retrieve the array values of the variable with squared brackets: `[:,:,:]`. One single time step can be selected by specifying one value of the time dimension, e.g. `[0,:,:]`." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'carbonmonoxide_total_column' (scanline: 4172, ground_pixel: 215)>\n",
       "[896980 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * scanline      (scanline) float64 0.0 1.0 2.0 ... 4.17e+03 4.171e+03\n",
       "  * ground_pixel  (ground_pixel) float64 0.0 1.0 2.0 3.0 ... 212.0 213.0 214.0\n",
       "    time          datetime64[ns] 2021-08-05\n",
       "    latitude      (scanline, ground_pixel) float32 ...\n",
       "    longitude     (scanline, ground_pixel) float32 ...\n",
       "Attributes:\n",
       "    units:                                                 mol m-2\n",
       "    standard_name:                                         atmosphere_mole_co...\n",
       "    long_name:                                             Vertically integra...\n",
       "    ancillary_variables:                                   carbonmonoxide_tot...\n",
       "    multiplication_factor_to_convert_to_molecules_percm2:  6.022141e+19
" ], "text/plain": [ "\n", "[896980 values with dtype=float32]\n", "Coordinates:\n", " * scanline (scanline) float64 0.0 1.0 2.0 ... 4.17e+03 4.171e+03\n", " * ground_pixel (ground_pixel) float64 0.0 1.0 2.0 3.0 ... 212.0 213.0 214.0\n", " time datetime64[ns] 2021-08-05\n", " latitude (scanline, ground_pixel) float32 ...\n", " longitude (scanline, ground_pixel) float32 ...\n", "Attributes:\n", " units: mol m-2\n", " standard_name: atmosphere_mole_co...\n", " long_name: Vertically integra...\n", " ancillary_variables: carbonmonoxide_tot...\n", " multiplication_factor_to_convert_to_molecules_percm2: 6.022141e+19" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s5p_co_0708 = s5p_co[0,:,:]\n", "s5p_co_0708" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The attributes of the `xarray.DataArray` hold the entry `multiplication_factor_to_convert_to_molecules_percm2`, which is a conversion factor that has to be applied to convert the data from `mol per m``2` to `molecules per cm``2`.\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "6.022141e+19" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "conversion_factor = s5p_co.multiplication_factor_to_convert_to_molecules_percm2\n", "conversion_factor" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Additionally, you can save the attribute `longname`, which you can make use of when visualizing the data." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "Collapsed": "false" }, "outputs": [ { "data": { "text/plain": [ "'Vertically integrated CO column'" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "longname = s5p_co.long_name\n", "longname" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "## Create a geographical subset around Italy and Greece" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "You can zoom into a region by specifying a `bounding box` of interest. Let us set the extent to Italy and Greece with the following bounding box information:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "Collapsed": "false" }, "outputs": [], "source": [ "lonmin=10\n", "lonmax=30\n", "latmin=35\n", "latmax=45" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can use the function [](functions:generate_geographical_subset)to subset an `xarray.DataArray` based on a given bounding box." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'carbonmonoxide_total_column' (scanline: 241, ground_pixel: 179)>\n",
       "array([[nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * scanline      (scanline) float64 2.365e+03 2.366e+03 ... 2.604e+03 2.605e+03\n",
       "  * ground_pixel  (ground_pixel) float64 33.0 34.0 35.0 ... 209.0 210.0 211.0\n",
       "    time          datetime64[ns] 2021-08-05\n",
       "    latitude      (scanline, ground_pixel) float32 32.2 32.24 ... 46.55 46.52\n",
       "    longitude     (scanline, ground_pixel) float32 11.21 11.34 ... 29.3 29.69\n",
       "Attributes:\n",
       "    units:                                                 mol m-2\n",
       "    standard_name:                                         atmosphere_mole_co...\n",
       "    long_name:                                             Vertically integra...\n",
       "    ancillary_variables:                                   carbonmonoxide_tot...\n",
       "    multiplication_factor_to_convert_to_molecules_percm2:  6.022141e+19
" ], "text/plain": [ "\n", "array([[nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " ...,\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n", "Coordinates:\n", " * scanline (scanline) float64 2.365e+03 2.366e+03 ... 2.604e+03 2.605e+03\n", " * ground_pixel (ground_pixel) float64 33.0 34.0 35.0 ... 209.0 210.0 211.0\n", " time datetime64[ns] 2021-08-05\n", " latitude (scanline, ground_pixel) float32 32.2 32.24 ... 46.55 46.52\n", " longitude (scanline, ground_pixel) float32 11.21 11.34 ... 29.3 29.69\n", "Attributes:\n", " units: mol m-2\n", " standard_name: atmosphere_mole_co...\n", " long_name: Vertically integra...\n", " ancillary_variables: carbonmonoxide_tot...\n", " multiplication_factor_to_convert_to_molecules_percm2: 6.022141e+19" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s5p_co_subset = generate_geographical_subset(xarray=s5p_co_0708, \n", " latmin=latmin, \n", " latmax=latmax, \n", " lonmin=lonmin, \n", " lonmax=lonmax)\n", "s5p_co_subset" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "## Visualise Sentinel-5P TROPOMI Carbon Monoxide Level 2 data" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "You can plot data arrays of type `numpy` with matplotlib's `pcolormesh` function. In combination with the library [cartopy](https://scitools.org.uk/cartopy/docs/latest/), you can produce high-quality maps. " ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "In order to make it easier to visualize the Carbon Monoxide values, we apply the conversion factor to the `xarray.DataArray`. This converts the Carbon Monoxide values from *mol per m2* to *molecules per cm2*." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'carbonmonoxide_total_column' (scanline: 241, ground_pixel: 179)>\n",
       "array([[nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * scanline      (scanline) float64 2.365e+03 2.366e+03 ... 2.604e+03 2.605e+03\n",
       "  * ground_pixel  (ground_pixel) float64 33.0 34.0 35.0 ... 209.0 210.0 211.0\n",
       "    time          datetime64[ns] 2021-08-05\n",
       "    latitude      (scanline, ground_pixel) float32 32.2 32.24 ... 46.55 46.52\n",
       "    longitude     (scanline, ground_pixel) float32 11.21 11.34 ... 29.3 29.69
" ], "text/plain": [ "\n", "array([[nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " ...,\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n", "Coordinates:\n", " * scanline (scanline) float64 2.365e+03 2.366e+03 ... 2.604e+03 2.605e+03\n", " * ground_pixel (ground_pixel) float64 33.0 34.0 35.0 ... 209.0 210.0 211.0\n", " time datetime64[ns] 2021-08-05\n", " latitude (scanline, ground_pixel) float32 32.2 32.24 ... 46.55 46.52\n", " longitude (scanline, ground_pixel) float32 11.21 11.34 ... 29.3 29.69" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s5p_co_converted = s5p_co_subset*conversion_factor\n", "s5p_co_converted" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For visualization, you can use the function [](functions:visualize_pcolormesh) to visualize the data. The following keyword arguments have to be defined:\n", "* `data_array`\n", "* `longitude`\n", "* `latitude`\n", "* `projection`\n", "* `color palette`\n", "* `unit`\n", "* `long_name`\n", "* `vmin`, \n", "* `vmax`\n", "* `extent (lonmin, lonmax, latmin, latmax)`\n", "* `set_global`" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, let us apply the [](functions:visualize_pcolormesh) function and visualize the vertically integrated carbon monoxide column recorded the Sentinel-5P satellite on 05 August 2021.\n", "\n", "Note: Multiplying the DataArray values with 1e-18 improves the readibility of the map legend." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "Collapsed": "false" }, "outputs": [ { "data": { "text/plain": [ "(
,\n", " )" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "visualize_pcolormesh(data_array=s5p_co_converted*1e-18, \n", " longitude=s5p_co_converted.longitude, \n", " latitude=s5p_co_converted.latitude, \n", " projection=ccrs.PlateCarree(), \n", " color_scale='viridis', \n", " unit='*1e-18 molecules per cm2', \n", " long_name=longname + ' ' + str(s5p_co_converted.time.data)[0:10], \n", " vmin=0, \n", " vmax=8, \n", " lonmin=lonmin, \n", " lonmax=lonmax, \n", " latmin=latmin, \n", " latmax=latmax, \n", " set_global=False)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "### References\n", "* Copernicus Sentinel data 2021\n", "\n", "* Some code in this notebook was adapted from the following source:\n", " * origin: https://gitlab.eumetsat.int/eumetlab/atmosphere/atmosphere/-/blob/master/20_data_exploration/241_Sentinel-5P_TROPOMI_CO_L2_load_browse.ipynb\n", " * copyright: 2022, EUMETSAT\n", " * license: MIT\n", " * retrieved: 2022-06-28 by Sabrina Szeto" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{admonition} Return to the case study\n", "Monitoring active fires with next-generation satellites: Mediterranean Fires Case Study
\n", "[](med_part2_fig5)\n", "```" ] } ], "metadata": { "description": "This notebook introduces you to Copernicus Sentinel-5P TROPOMI Level 2 data. You will learn how the total column Carbon Monoxide (CO) product can be loaded and visualised.", "image": "./img/241_img.png", "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.12" }, "tags": { "category": "data_discovery", "domain": "atmosphere", "level": "L2", "satellite": "Sentinel-5P", "sensor": "TROPOMI", "variable": "atmosphere_mole_content_of_carbon_monoxide" }, "title": "Discover Copernicus Sentinel-5P TROPOMI - Total Column Carbon Monoxide L2" }, "nbformat": 4, "nbformat_minor": 4 }