{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Metop-A/B/C GOME-2 AAI product" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{hint} \n", "Execute the notebook on the training platform >>\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The following example introduces you to the Absorbing Aerosol Index (AAI) Level 3 data product from the GOME-2 instrument onboard the three Metop satellites Metop-A/B/C.\n", "The Absorbing Aerosol Index (AAI) indicates the presence of elevated absorbing aerosols in the Earth's atmosphere. The aerosol types that are mostly seen in the AAI are `desert dust` and `biomass burning aerosols`. The Absorbing Aerosol Index is derived from reflectances measured by GOME-2 at 340 and 380 nm. The data of the Metop-A/B/C GOME-2 `Absorbing Aerosol Index (AAI)` are provided by KNMI in the framework of the EUMETSAT Satellite Application Facility on Atmospheric Composition Monitoring (AC SAF).\n", "\n", "Find more information on the GOME-2 Level 3 AAI data product processed by KNMI here." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{admonition} Basic facts\n", "**Spatial resolution**: `1° x 1°`, gridded onto a regular lat-lon grid
\n", "**Spatial coverage**: `Global`
\n", "**Temporal resolution**: `daily and monthly aggregates`
\n", "**Data availability**: `Metop-A: since 2007`, `Metop-B: since 2012`, `Metop-C: since 2019`\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{admonition} How to access the data\n", "GOME-2 AAI Level 3 data are available for download via TEMIS, a web-based service for atmospheric satellite data products maintained by KNMI. TEMIS provides daily and monthly aggregated Level 3 (gridded) data products for the three satellites Metop-A, -B, and -C.
\n", "\n", "To replicate the example below, you can go to the download page, select under `GOME-2 / MetOp-A AAI daily gridded` the year `2024` and then click on `5 April 2024`. The download of the selected NetCDF file will start.\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Load required libraries**" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import xarray as xr\n", "import pandas as pd\n", "from datetime import datetime\n", "\n", "# Python libraries for visualisation\n", "from matplotlib import pyplot as plt\n", "from matplotlib import animation\n", "\n", "import cartopy.crs as ccrs\n", "from cartopy.mpl.gridliner import LONGITUDE_FORMATTER, LATITUDE_FORMATTER\n", "\n", "from IPython.display import HTML" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Load helper functions**" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%run ../../functions.ipynb" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load and browse Metop-A GOME-2 Level 3 AAI data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The Metop-A/B/C GOME-3 Level 3 AAI data files can be downloaded from the TEMIS website in `NetCDF` data format. TEMIS offers the data of all three satellites Metop-A, -B and -C, which, combined, provide daily measurements for the entire globe.\n", "\n", "The following example uses daily gridded AAI data from the three satellites Metop-A, -B, and -C for 3 consecutive days between `5 to 7 April 2024`. The example shows the dispersion of aerosols during the Saharan dust event over part of south-east France, Switzerland and northern Italy.\n", "\n", "Daily gridded data is available for each satellite. Thus, the first step is to inspect one file to get a better understanding of the general data structure. Followed by loading the data files for the entire time period into one `xarray.DataArray` and to repeat this for each of the three satellites Metop-A, -B and -C." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Inspect the structure of one daily gridded AAI data file**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The data is in the folder `../../eodata/1_satellite/gome2/`. Since the data is distributed in the `NetCDF` format, you can use the xarray function `xr.open_dataset()` to load one single file to better understand the data structure." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset> Size: 650kB\n",
       "Dimensions:                  (longitude: 360, latitude: 180)\n",
       "Coordinates:\n",
       "  * longitude                (longitude) float32 1kB -179.5 -178.5 ... 179.5\n",
       "  * latitude                 (latitude) float32 720B -89.5 -88.5 ... 88.5 89.5\n",
       "Data variables:\n",
       "    absorbing_aerosol_index  (longitude, latitude) float32 259kB ...\n",
       "    number_of_observations   (longitude, latitude) int16 130kB ...\n",
       "    solar_zenith_angle       (longitude, latitude) float32 259kB ...\n",
       "Attributes: (12/32)\n",
       "    Conventions:                CF-1.7\n",
       "    title:                      ESA CCI absorbing aerosol index level 3 product\n",
       "    description:                Multi-Sensor AAI field for 05-04-2024\n",
       "    institution:                Royal Netherlands Meteorological Institute (K...\n",
       "    project:                    Climate Change Initiative - European Space Ag...\n",
       "    references:                 http://www.esa-aerosol-cci.org\n",
       "    ...                         ...\n",
       "    geospatial_lon_resolution:  1.0\n",
       "    geospatial_lat_units:       degrees_north\n",
       "    geospatial_lon_units:       degrees_east\n",
       "    comment:                    Sun glint and solar eclipse events were filte...\n",
       "    license:                    ESA CCI Data Policy: free and open access\n",
       "    summary:                    This dataset contains absorbing aerosol index...
" ], "text/plain": [ " Size: 650kB\n", "Dimensions: (longitude: 360, latitude: 180)\n", "Coordinates:\n", " * longitude (longitude) float32 1kB -179.5 -178.5 ... 179.5\n", " * latitude (latitude) float32 720B -89.5 -88.5 ... 88.5 89.5\n", "Data variables:\n", " absorbing_aerosol_index (longitude, latitude) float32 259kB ...\n", " number_of_observations (longitude, latitude) int16 130kB ...\n", " solar_zenith_angle (longitude, latitude) float32 259kB ...\n", "Attributes: (12/32)\n", " Conventions: CF-1.7\n", " title: ESA CCI absorbing aerosol index level 3 product\n", " description: Multi-Sensor AAI field for 05-04-2024\n", " institution: Royal Netherlands Meteorological Institute (K...\n", " project: Climate Change Initiative - European Space Ag...\n", " references: http://www.esa-aerosol-cci.org\n", " ... ...\n", " geospatial_lon_resolution: 1.0\n", " geospatial_lat_units: degrees_north\n", " geospatial_lon_units: degrees_east\n", " comment: Sun glint and solar eclipse events were filte...\n", " license: ESA CCI Data Policy: free and open access\n", " summary: This dataset contains absorbing aerosol index..." ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "file = '../../eodata/1_satellite/gome2/20240408/ESACCI-AEROSOL-L3-AAI-GOME2B-1D-20240405-fv1.9.nc'\n", "aai_gome2b = xr.open_dataset(file)\n", "aai_gome2b" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The output of the `xarray.Dataset` above shows that one file contains the data of three variables:
\n", "* `absorbing_aerosol_index`,\n", "* `number_of_observations`, and\n", "* `solar_zenith_angle`. \n", "\n", "The variable of interest is `absorbing aerosol_index`. By adding the variable of interest into square brackets `[]`, you can select the data variable. Variables are stored as `xarray.DataArray`. You can see that the daily gridded data are on a 1 deg x 1 deg data grid, with 180 latitude values and 360 longitude values." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'absorbing_aerosol_index' (longitude: 360, latitude: 180)> Size: 259kB\n",
       "[64800 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n",
       "  * latitude   (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n",
       "Attributes:\n",
       "    long_name:  absorbing aerosol index averaged for each grid cell\n",
       "    units:      1
" ], "text/plain": [ " Size: 259kB\n", "[64800 values with dtype=float32]\n", "Coordinates:\n", " * longitude (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n", " * latitude (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n", "Attributes:\n", " long_name: absorbing aerosol index averaged for each grid cell\n", " units: 1" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "aai = aai_gome2b['absorbing_aerosol_index']\n", "aai" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Load a time-series of daily Metop-A GOME-2 Level 3 AAI data into one xarray.Dataset**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The xarray `open_mfdataset()` function allows the opening of multiple files at once. You have to specify the dimension the files shall be concatenated by. It can be an existing dimension within the data file or a new dimension, which is newly specified.\n", "\n", "Let us open the daily gridded AAI data from Metop-B for the 3 days from 5 to 7 April 2024. We specify `time` as a new dimension that the data files shall be concatenated by. After you loaded the multiple files in a `Dataset` with the function `open_mfdataset()`, you have to select `absorbing_aerosol_index` again as the variable of interest.\n", "\n", "The resulting `xarray.DataArray` has three dimensions (`time`, `latitude` and `longitude`).\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'absorbing_aerosol_index' (time: 3, longitude: 360,\n",
       "                                             latitude: 180)> Size: 778kB\n",
       "dask.array<concatenate, shape=(3, 360, 180), dtype=float32, chunksize=(1, 360, 180), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n",
       "  * latitude   (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n",
       "Dimensions without coordinates: time\n",
       "Attributes:\n",
       "    long_name:  absorbing aerosol index averaged for each grid cell\n",
       "    units:      1
" ], "text/plain": [ " Size: 778kB\n", "dask.array\n", "Coordinates:\n", " * longitude (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n", " * latitude (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n", "Dimensions without coordinates: time\n", "Attributes:\n", " long_name: absorbing aerosol index averaged for each grid cell\n", " units: 1" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds_b = xr.open_mfdataset('../../eodata/1_satellite/gome2/20240408/ESACCI-AEROSOL-L3-AAI-GOME2B*', \n", " concat_dim='time', \n", " combine='nested')\n", "\n", "aai_b=ds_b['absorbing_aerosol_index']\n", "aai_b" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The same process has to be repeated for the daily gridded AAI data from the satellites Metop-B and Metop-C respectively.\n", "Below, we load the GOME-2 Level 3 AAI data from the Metop-B satellite." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'absorbing_aerosol_index' (time: 3, longitude: 360,\n",
       "                                             latitude: 180)> Size: 778kB\n",
       "dask.array<concatenate, shape=(3, 360, 180), dtype=float32, chunksize=(1, 360, 180), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n",
       "  * latitude   (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n",
       "Dimensions without coordinates: time\n",
       "Attributes:\n",
       "    long_name:  absorbing aerosol index averaged for each grid cell\n",
       "    units:      1
" ], "text/plain": [ " Size: 778kB\n", "dask.array\n", "Coordinates:\n", " * longitude (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n", " * latitude (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n", "Dimensions without coordinates: time\n", "Attributes:\n", " long_name: absorbing aerosol index averaged for each grid cell\n", " units: 1" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds_c = xr.open_mfdataset('../../eodata/1_satellite/gome2/20240408/ESACCI-AEROSOL-L3-AAI-GOME2C*', \n", " concat_dim='time', \n", " combine='nested')\n", "\n", "aai_c =ds_c['absorbing_aerosol_index']\n", "aai_c" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Concatenate the data from the two satellites Metop-B and -C" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The overall goal is to bring the AAI data from all three satellites together. Thus, the next step is to concatenate the `DataArrays` from the two satellites Metop-B and -C using a new dimension called `satellite`. \n", "You can use the `concat()` function from the xarray library to do this.\n", "\n", "The result is a four-dimensional `xarray.DataArray`, with the dimensions `satellite`, `time`, `latitude` and `longitude`.\n", "\n", "You can see that the resulting `xarray.DataArray` holds coordinate information for the two spatial dimensions `longitude` and `latitude`, but not for `time` and `satellite`.\n", "\n", "However, the coordinates for `time` will be important for plotting the data as we need to know which day the data is valid. Thus, a next step is to assign coordinates to the `time` dimension." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'absorbing_aerosol_index' (satellite: 2, time: 3,\n",
       "                                             longitude: 360, latitude: 180)> Size: 2MB\n",
       "dask.array<concatenate, shape=(2, 3, 360, 180), dtype=float32, chunksize=(1, 1, 360, 180), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n",
       "  * latitude   (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n",
       "Dimensions without coordinates: satellite, time\n",
       "Attributes:\n",
       "    long_name:  absorbing aerosol index averaged for each grid cell\n",
       "    units:      1
" ], "text/plain": [ " Size: 2MB\n", "dask.array\n", "Coordinates:\n", " * longitude (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n", " * latitude (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n", "Dimensions without coordinates: satellite, time\n", "Attributes:\n", " long_name: absorbing aerosol index averaged for each grid cell\n", " units: 1" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "aai_concat = xr.concat([aai_b,aai_c], dim='satellite')\n", "aai_concat" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Assign time coordinates**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "By inspecting the metadata of the single data file `aai_gome2b` we loaded at the beginning, you can see that the only metadata attribute that contains the valid time step is the `description` attribute.\n", "\n", "The first step is to retrieve the metadata attribute `description` and to split the resulting string object at the positions with a space. The day string is the fourth position of the resulting string.\n", "\n", "The `description` attribute can be accessed directly from the `aai_gome2b` `Dataset` object." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'05-04-2024'" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "start_day = aai_gome2b.description.split()[4]\n", "start_day" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "With the help of the Python library `pandas`, you can build a `DateTime` time series for the three consecutive days, starting from the `start_day` variable that was defined above.\n", "\n", "You can use the `date_range` function from pandas, using the length of the time dimension of the `aai_concat` DataArray and `'d'` (for day) as freqency argument.\n", "\n", "The result is a time-series with `DateTime` information from 5 to 7 April 2024." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DatetimeIndex(['2024-04-05', '2024-04-06', '2024-04-07'], dtype='datetime64[ns]', freq=None)" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "time_coords = pd.date_range(datetime.strptime(start_day,'%d-%m-%Y'), periods=len(aai_concat.time), freq='d').strftime(\"%Y-%m-%d\").astype('datetime64[ns]')\n", "time_coords" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The final step is to assign the pandas time series object `time_coords` to the `aai_concat` DataArray object. You can use the `assign_coords()` function from xarray. The result is that the time coordinates have now been assigned values. The only dimension the remains unassigned is `satellite`." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'absorbing_aerosol_index' (satellite: 2, time: 3,\n",
       "                                             longitude: 360, latitude: 180)> Size: 2MB\n",
       "dask.array<concatenate, shape=(2, 3, 360, 180), dtype=float32, chunksize=(1, 1, 360, 180), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n",
       "  * latitude   (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n",
       "  * time       (time) datetime64[ns] 24B 2024-04-05 2024-04-06 2024-04-07\n",
       "Dimensions without coordinates: satellite\n",
       "Attributes:\n",
       "    long_name:  absorbing aerosol index averaged for each grid cell\n",
       "    units:      1
" ], "text/plain": [ " Size: 2MB\n", "dask.array\n", "Coordinates:\n", " * longitude (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n", " * latitude (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n", " * time (time) datetime64[ns] 24B 2024-04-05 2024-04-06 2024-04-07\n", "Dimensions without coordinates: satellite\n", "Attributes:\n", " long_name: absorbing aerosol index averaged for each grid cell\n", " units: 1" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "aai_concat = aai_concat.assign_coords(time=time_coords)\n", "aai_concat" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Combine AAI data from the two satellites onto one single grid**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Since the final aim is to combine the data from the two satellites Metop-B and -C onto one single grid, the next step is to reduce the `satellite` dimension. You can do this by applying the reduce function `mean` to the `aai_concat` Data Array. The dimension (`dim`) to be reduced is the `satellite` dimension.\n", "\n", "This function builds the average of all data points within a grid cell. The resulting `xarray.DataArray` has three dimensions `time`, `latitude` and `longitude`." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'absorbing_aerosol_index' (time: 3, longitude: 360,\n",
       "                                             latitude: 180)> Size: 778kB\n",
       "dask.array<mean_agg-aggregate, shape=(3, 360, 180), dtype=float32, chunksize=(1, 360, 180), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n",
       "  * latitude   (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n",
       "  * time       (time) datetime64[ns] 24B 2024-04-05 2024-04-06 2024-04-07
" ], "text/plain": [ " Size: 778kB\n", "dask.array\n", "Coordinates:\n", " * longitude (longitude) float32 1kB -179.5 -178.5 -177.5 ... 178.5 179.5\n", " * latitude (latitude) float32 720B -89.5 -88.5 -87.5 ... 87.5 88.5 89.5\n", " * time (time) datetime64[ns] 24B 2024-04-05 2024-04-06 2024-04-07" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "aai_combined = aai_concat.mean(dim='satellite')\n", "aai_combined" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualize GOME-2 AAI data from the two satellites Metop-B and C combined on one grid" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The next step is to visualize the Absorbing Aerosol Index data for one time step. You can use the function `visualize_pcolormesh` for it.\n", "\n", "You can use `afmhot_r` as color map, `ccrs.PlateCarree()` as projection and by applying `dt.strftime('%Y-%m-%d').data` to the time coordinate variable, you can add the valid time step to the title of the plot.\n", "\n", "The resulting plot shows elevated AAI levels over Spain and wester Mediterranean on 7 April 2024." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(
,\n", " )" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "visualize_pcolormesh(data_array=aai_combined[2,:,:].T,\n", " longitude=aai_combined.longitude, \n", " latitude=aai_combined.latitude,\n", " projection=ccrs.PlateCarree(), \n", " color_scale='afmhot_r', \n", " unit=' ',\n", " long_name='Absorbing Aerosol Index (AAI) - ' + str(aai_combined.time[0].dt.strftime('%Y-%m-%d').data)[0:10], \n", " vmin=0, \n", " vmax=5, \n", " lonmin=-50, \n", " lonmax=36, \n", " latmin=0, \n", " latmax=70.,\n", " set_global=False)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Animate daily Metop-B/C GOME-2 L3 AAI data between 5 to 7 April 2024" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The final step is now to animate the `aai_combined` DataArray over the 3 days to see the dispersion of Aerosols resulting from the Saharan dust event over Spain and the western Mediterranean in April 2024.\n", "\n", "The animation function consists of four parts:\n", "- **Setting the initial state:**
\n", " Here, you define the general plot your animation shall use to initialise the animation. You can also define the number of frames (time steps) your animation shall have.\n", " \n", " \n", "- **Functions to animate:**
\n", " An animation consists of three functions: `draw()`, `init()` and `animate()`. `draw()` is the function where individual frames are passed on and the figure is returned as image. In this example, the function redraws the plot for each time step. `init()` returns the figure you defined for the initial state. `animate()` returns the `draw()` function and animates the function over the given number of frames (time steps).\n", " \n", " \n", "- **Create a `animate.FuncAnimation` object:**
\n", " The functions defined before are now combined to build an `animate.FuncAnimation` object.\n", " \n", " \n", "- **Play the animation as video:**
\n", " As a final step, you can integrate the animation into the notebook with the `HTML` class. You take the generate animation object and convert it to a HTML5 video with the `to_html5_video` function" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "# Setting the initial state:\n", "# 1. Define figure for initial plot\n", "fig, ax = visualize_pcolormesh(data_array=aai_combined[0,:,:].T,\n", " longitude=aai_combined.longitude, \n", " latitude=aai_combined.latitude,\n", " projection=ccrs.PlateCarree(), \n", " color_scale='afmhot_r', \n", " unit=' ',\n", " long_name='Absorbing Aerosol Index (AAI) - ' + str(aai_combined.time[0].dt.strftime('%Y-%m-%d').data)[0:10], \n", " vmin=0, \n", " vmax=6, \n", " lonmin=-20, \n", " lonmax=36, \n", " latmin=20, \n", " latmax=70.,\n", " set_global=False)\n", "\n", "frames = 3\n", "\n", "def draw(i):\n", " img = plt.pcolormesh(aai_combined.longitude, \n", " aai_combined.latitude, \n", " aai_combined[i,:,:].T, \n", " cmap='afmhot_r', \n", " transform=ccrs.PlateCarree(),\n", " vmin=0,\n", " vmax=6)\n", " ax.set_title('Absorbing Aerosol Index (AAI) - ' + str(aai_combined.time[i].dt.strftime('%Y-%m-%d').data)[0:10],\n", " fontsize=20, pad=20.0)\n", " return img\n", "\n", "def init():\n", " return fig\n", "\n", "def animate(i):\n", " return draw(i)\n", "\n", "ani = animation.FuncAnimation(fig, animate, frames, interval=800, blit=False,\n", " init_func=init, repeat=True)\n", "\n", "HTML(ani.to_html5_video())\n", "plt.close(fig)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Play the animation as HTML5 video**" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "HTML(ani.to_html5_video())" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.6" } }, "nbformat": 4, "nbformat_minor": 4 }