{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# AERONET" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{hint} \n", "Execute the notebook on the training platform >>\n", "```" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "The AERONET (AErosol RObotic NETwork) project is a federation of ground-based remote sensing aerosol networks established by NASA and LOA-PHOTONS (CNRS) and is greatly expanded by collaborators from national agencies, institutes, universities, individual scientists, and partners. The program provides a long-term (more than 25 years), continuous and readily accessible public domain database of aerosol optical, microphysical and radiative properties for aerosol research and characterization, validation of satellite retrievals, and synergism with other databases. The network imposes standardization of instruments, calibration, processing and distribution.\n", "\n", "AERONET collaboration provides globally distributed observations of spectral aerosol optical Depth (AOD), inversion products, and precipitable water in diverse aerosol regimes. Aerosol optical depth data are computed for three data quality levels: Level 1.0 (unscreened), Level 1.5 (cloud-screened), and Level 2.0 (cloud screened and quality-assured). Inversions, precipitable water, and other AOD-dependent products are derived from these levels and may implement additional quality checks.\n", "\n", "You can see an overview of all available AERONET Site Names here." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{admonition} Basic facts\n", "**Spatial coverage**: `Observation stations worldwide`
\n", "**Temporal resolution**: `sub-daily and daily`
\n", "**Temporal coverage**: `since 1993`
\n", "**Data format**: `txt`
\n", "**Versions**: `Level 1.0 (unscreened)`, `Level 1.5 (cloud-screened)`, `Level 2.0 (cloud screened and quality-assured)`\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{admonition} How to access the data\n", "AERONET offers a web service which allows you to request and save aeronet data via wget, which is a command to download files from the internet. The AERONET web service endpoint is available under `https://aeronet.gsfc.nasa.gov/cgi-bin/print_web_data_v3` and a detailed documentation of how to construct requests can be found here.\n", "\n", "The first part of this notebook (1 - Download AERONET data for a specific station and time period) shows you how to request AERONET data with a `wget` command.\n", "```\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Load libraries**" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import wget\n", "import numpy as np\n", "import pandas as pd\n", "\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Download AERONET data for a specific station and time period" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "AERONET offers a web service which allows you to request and save aeronet data via `wget`, which is a command to download files from the internet. The AERONET web service endpoint is available under https://aeronet.gsfc.nasa.gov/cgi-bin/print_web_data_v3 and a detailed documentation of how to construct requests can be found here.\n", "\n", "An example request from the website looks like this:\n", "\n", "`wget --no-check-certificate -q -O test.out \"https://aeronet.gsfc.nasa.gov/cgi-bin/print_web_data_v3?site=Cart_Site&year=2000&month=6&day=1&year2=2000&month2=6&day2=14&AOD15=1&AVG=10\"`\n", "\n", "In this request, you use `wget` to download data from the webservice. You tailor your request with a set of keywords which you concatenate to the service endpoint with `&`. However, constructing such requests manually can be quite cumbersome. For this reason, we will show you an approach how you can dynamically generate and request AERONET data from the web service with Python.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As a first step, let us create a Python dictionary in which we store all the parameters we would like to use for the request as dictionary keys. You can initiate a dictionary with curled brackets `{}`. Below, we specify the following parameters:\n", "* `endpoint`: Endpoint of the AERONET web service\n", "* `station`: Name of the AERONET station\n", "* `year`: year 1 of interest\n", "* `month`: month 1 of interest\n", "* `day`: day 1 of interest\n", "* `year2`: year 2 of interest\n", "* `month2`: month 2 of interest\n", "* `day2`: day 2 of interest\n", "* `AOD15`: data type, other options include `AOD10`, `AOD20`, etc.\n", "* `AVG`: data format, `AVG=10` - all points, `AVG=20` - daily averages" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Please note, that there are additional parameters that can be set, e.g. `hour`. The keywords below are those we will need for requesting all data points of Aerosol Optical Depth Level 1.5 data for the station Palma de Mallorca for April 2024." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "data_dict = {\n", " 'endpoint': 'https://aeronet.gsfc.nasa.gov/cgi-bin/print_web_data_v3',\n", " 'station':'Palma_de_Mallorca',\n", " 'year': 2024,\n", " 'month': 4,\n", " 'day': 1,\n", " 'year2': 2024,\n", " 'month2': 4,\n", " 'day2': 30,\n", " 'AOD15': 1,\n", " 'AVG': 10\n", "}\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In a next step, we construct the final string for the wget request with the `format` function. You construct a string by adding the dictionary keys in curled brackets. At the end of the string, you provide the dictionary key informatoin to the string with the `format()` function. A print of the resulting url shows, that the format function replaced the information in the curled brackets with the data in the dictionary." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'https://aeronet.gsfc.nasa.gov/cgi-bin/print_web_data_v3?site=Palma_de_Mallorca&year=2024&month=4&day=1&year2=2024&month2=4&day2=30&AOD15=1&AVG=10'" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "url = '{endpoint}?site={station}&year={year}&month={month}&day={day}&year2={year2}&month2={month2}&day2={day2}&AOD15={AOD15}&AVG={AVG}'.format(**data_dict)\n", "url" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we are ready to request the data with the function `download()` from the wget Python library. You have to pass to the function the constructed url above together with a file path of where the downloaded that shall be stored. Let us store the data as `txt` file in the folder `../../eodata/2_observations/aeronet/`." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "wget.download(url, '../../eodata/2_observations/aeronet/202404_palma_aod15_10.txt')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us repeat the data request and let us also request the daily average of Aerosol Optical Depth for April 2024 for the station Palma de Mallorca. The parameter you have to change is `AVG`. By setting `20`, you indicate the request that you are interested in daily averages. You can make the required changes in the dictionary above and re-run the data request. Make sure to also change the name of the output file to e.g. `202404_palma_aod15_20.txt`." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Read the observation data with pandas" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The next step is now to read the downloaded txt file. Let us start with the file of all station measurements for the station Palma de Mallorca in April 2024. The file has the name `202404_palma_aod15_10.txt`. You can read `txt` files with the function `read_table` from the Python library `pandas`. If you inspect the txt file before (you can simply open it), you see that the first few lines contain information we do not need in the pandas dataframe. For this reason, we can set additonal keyword arguments that allow us to specify the columns and rows of interest:\n", "* `delimiter`: specify the delimiter in the text file, e.g. comma\n", "* `header`: specify the index of the row that shall be set as header.\n", "* `index_col`: specify the index of the column that shall be set as index\n", "\n", "You see below that the resulting dataframe has 738 rows and 113 columns." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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AERONET_SiteTime(hh:mm:ss)Day_of_YearDay_of_Year(Fraction)AOD_1640nmAOD_1020nmAOD_870nmAOD_865nmAOD_779nmAOD_675nm...Exact_Wavelengths_of_AOD(um)_380nmExact_Wavelengths_of_AOD(um)_340nmExact_Wavelengths_of_PW(um)_935nmExact_Wavelengths_of_AOD(um)_681nmExact_Wavelengths_of_AOD(um)_709nmExact_Wavelengths_of_AOD(um)_EmptyExact_Wavelengths_of_AOD(um)_Empty.1Exact_Wavelengths_of_AOD(um)_Empty.2Exact_Wavelengths_of_AOD(um)_Empty.3Exact_Wavelengths_of_AOD(um)_Empty<br>
Date(dd:mm:yyyy)
01:04:2024Palma_de_Mallorca06:28:4592.092.2699650.0411080.0494360.051678-999.0-999.00.062325...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
01:04:2024Palma_de_Mallorca06:33:1492.092.2730790.0523810.0596830.061997-999.0-999.00.071809...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
01:04:2024Palma_de_Mallorca06:38:4892.092.2769440.0394310.0468510.050017-999.0-999.00.060447...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
01:04:2024Palma_de_Mallorca06:45:3292.092.2816200.0351120.0435310.045646-999.0-999.00.056593...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
01:04:2024Palma_de_Mallorca06:54:0792.092.2875810.0364020.0447100.046792-999.0-999.00.057614...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
..................................................................
26:04:2024Palma_de_Mallorca05:46:02117.0117.2403010.0529850.0759100.088771-999.0-999.00.127277...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
26:04:2024Palma_de_Mallorca05:57:55117.0117.2485530.0477040.0689110.080327-999.0-999.00.115767...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
26:04:2024Palma_de_Mallorca06:10:18117.0117.2571530.0472600.0688390.081149-999.0-999.00.118209...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
26:04:2024Palma_de_Mallorca10:47:58117.0117.4499770.0332410.0463440.053470-999.0-999.00.073781...0.38050.34070.9364-999.0-999.0-999.0-999.0-999.0-999.0-999.<br>
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738 rows × 113 columns

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" ], "text/plain": [ " AERONET_Site Time(hh:mm:ss) Day_of_Year \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 Palma_de_Mallorca 06:28:45 92.0 \n", "01:04:2024 Palma_de_Mallorca 06:33:14 92.0 \n", "01:04:2024 Palma_de_Mallorca 06:38:48 92.0 \n", "01:04:2024 Palma_de_Mallorca 06:45:32 92.0 \n", "01:04:2024 Palma_de_Mallorca 06:54:07 92.0 \n", "... ... ... ... \n", "26:04:2024 Palma_de_Mallorca 05:46:02 117.0 \n", "26:04:2024 Palma_de_Mallorca 05:57:55 117.0 \n", "26:04:2024 Palma_de_Mallorca 06:10:18 117.0 \n", "26:04:2024 Palma_de_Mallorca 10:47:58 117.0 \n", "NaN NaN NaN \n", "\n", " Day_of_Year(Fraction) AOD_1640nm AOD_1020nm AOD_870nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 92.269965 0.041108 0.049436 0.051678 \n", "01:04:2024 92.273079 0.052381 0.059683 0.061997 \n", "01:04:2024 92.276944 0.039431 0.046851 0.050017 \n", "01:04:2024 92.281620 0.035112 0.043531 0.045646 \n", "01:04:2024 92.287581 0.036402 0.044710 0.046792 \n", "... ... ... ... ... \n", "26:04:2024 117.240301 0.052985 0.075910 0.088771 \n", "26:04:2024 117.248553 0.047704 0.068911 0.080327 \n", "26:04:2024 117.257153 0.047260 0.068839 0.081149 \n", "26:04:2024 117.449977 0.033241 0.046344 0.053470 \n", "NaN NaN NaN NaN NaN \n", "\n", " AOD_865nm AOD_779nm AOD_675nm ... \\\n", "Date(dd:mm:yyyy) ... \n", "01:04:2024 -999.0 -999.0 0.062325 ... \n", "01:04:2024 -999.0 -999.0 0.071809 ... \n", "01:04:2024 -999.0 -999.0 0.060447 ... \n", "01:04:2024 -999.0 -999.0 0.056593 ... \n", "01:04:2024 -999.0 -999.0 0.057614 ... \n", "... ... ... ... ... \n", "26:04:2024 -999.0 -999.0 0.127277 ... \n", "26:04:2024 -999.0 -999.0 0.115767 ... \n", "26:04:2024 -999.0 -999.0 0.118209 ... \n", "26:04:2024 -999.0 -999.0 0.073781 ... \n", "NaN NaN NaN NaN ... \n", "\n", " Exact_Wavelengths_of_AOD(um)_380nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.3805 \n", "01:04:2024 0.3805 \n", "01:04:2024 0.3805 \n", "01:04:2024 0.3805 \n", "01:04:2024 0.3805 \n", "... ... \n", "26:04:2024 0.3805 \n", "26:04:2024 0.3805 \n", "26:04:2024 0.3805 \n", "26:04:2024 0.3805 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_340nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.3407 \n", "01:04:2024 0.3407 \n", "01:04:2024 0.3407 \n", "01:04:2024 0.3407 \n", "01:04:2024 0.3407 \n", "... ... \n", "26:04:2024 0.3407 \n", "26:04:2024 0.3407 \n", "26:04:2024 0.3407 \n", "26:04:2024 0.3407 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_PW(um)_935nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.9364 \n", "01:04:2024 0.9364 \n", "01:04:2024 0.9364 \n", "01:04:2024 0.9364 \n", "01:04:2024 0.9364 \n", "... ... \n", "26:04:2024 0.9364 \n", "26:04:2024 0.9364 \n", "26:04:2024 0.9364 \n", "26:04:2024 0.9364 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_681nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "... ... \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_709nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "... ... \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "... ... \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty.1 \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "... ... \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty.2 \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "... ... \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty.3 \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "01:04:2024 -999.0 \n", "... ... \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "26:04:2024 -999.0 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty
\n", "Date(dd:mm:yyyy) \n", "01:04:2024 -999.
\n", "01:04:2024 -999.
\n", "01:04:2024 -999.
\n", "01:04:2024 -999.
\n", "01:04:2024 -999.
\n", "... ... \n", "26:04:2024 -999.
\n", "26:04:2024 -999.
\n", "26:04:2024 -999.
\n", "26:04:2024 -999.
\n", "NaN NaN \n", "\n", "[738 rows x 113 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = pd.read_table('../../eodata/2_observations/aeronet/202404_palma_aod15_10.txt', delimiter=',', header=[7], index_col=1)\n", "df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In the dataframe above, you see that missing data entries are filled with -999.0. Let us replace those as `NaN`. You can use the function `replace()` to do so. The resulting dataframe has now `NaN` (not a number) for all entries with missing data. This replacement facilitates the plotting of the data. " ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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AERONET_SiteTime(hh:mm:ss)Day_of_YearDay_of_Year(Fraction)AOD_1640nmAOD_1020nmAOD_870nmAOD_865nmAOD_779nmAOD_675nm...Exact_Wavelengths_of_AOD(um)_380nmExact_Wavelengths_of_AOD(um)_340nmExact_Wavelengths_of_PW(um)_935nmExact_Wavelengths_of_AOD(um)_681nmExact_Wavelengths_of_AOD(um)_709nmExact_Wavelengths_of_AOD(um)_EmptyExact_Wavelengths_of_AOD(um)_Empty.1Exact_Wavelengths_of_AOD(um)_Empty.2Exact_Wavelengths_of_AOD(um)_Empty.3Exact_Wavelengths_of_AOD(um)_Empty<br>
Date(dd:mm:yyyy)
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01:04:2024Palma_de_Mallorca06:38:4892.092.2769440.0394310.0468510.050017NaNNaN0.060447...0.38050.34070.9364NaNNaNNaNNaNNaNNaN-999.<br>
01:04:2024Palma_de_Mallorca06:45:3292.092.2816200.0351120.0435310.045646NaNNaN0.056593...0.38050.34070.9364NaNNaNNaNNaNNaNNaN-999.<br>
01:04:2024Palma_de_Mallorca06:54:0792.092.2875810.0364020.0447100.046792NaNNaN0.057614...0.38050.34070.9364NaNNaNNaNNaNNaNNaN-999.<br>
..................................................................
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26:04:2024Palma_de_Mallorca10:47:58117.0117.4499770.0332410.0463440.053470NaNNaN0.073781...0.38050.34070.9364NaNNaNNaNNaNNaNNaN-999.<br>
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738 rows × 113 columns

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" ], "text/plain": [ " AERONET_Site Time(hh:mm:ss) Day_of_Year \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 Palma_de_Mallorca 06:28:45 92.0 \n", "01:04:2024 Palma_de_Mallorca 06:33:14 92.0 \n", "01:04:2024 Palma_de_Mallorca 06:38:48 92.0 \n", "01:04:2024 Palma_de_Mallorca 06:45:32 92.0 \n", "01:04:2024 Palma_de_Mallorca 06:54:07 92.0 \n", "... ... ... ... \n", "26:04:2024 Palma_de_Mallorca 05:46:02 117.0 \n", "26:04:2024 Palma_de_Mallorca 05:57:55 117.0 \n", "26:04:2024 Palma_de_Mallorca 06:10:18 117.0 \n", "26:04:2024 Palma_de_Mallorca 10:47:58 117.0 \n", "NaN NaN NaN \n", "\n", " Day_of_Year(Fraction) AOD_1640nm AOD_1020nm AOD_870nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 92.269965 0.041108 0.049436 0.051678 \n", "01:04:2024 92.273079 0.052381 0.059683 0.061997 \n", "01:04:2024 92.276944 0.039431 0.046851 0.050017 \n", "01:04:2024 92.281620 0.035112 0.043531 0.045646 \n", "01:04:2024 92.287581 0.036402 0.044710 0.046792 \n", "... ... ... ... ... \n", "26:04:2024 117.240301 0.052985 0.075910 0.088771 \n", "26:04:2024 117.248553 0.047704 0.068911 0.080327 \n", "26:04:2024 117.257153 0.047260 0.068839 0.081149 \n", "26:04:2024 117.449977 0.033241 0.046344 0.053470 \n", "NaN NaN NaN NaN NaN \n", "\n", " AOD_865nm AOD_779nm AOD_675nm ... \\\n", "Date(dd:mm:yyyy) ... \n", "01:04:2024 NaN NaN 0.062325 ... \n", "01:04:2024 NaN NaN 0.071809 ... \n", "01:04:2024 NaN NaN 0.060447 ... \n", "01:04:2024 NaN NaN 0.056593 ... \n", "01:04:2024 NaN NaN 0.057614 ... \n", "... ... ... ... ... \n", "26:04:2024 NaN NaN 0.127277 ... \n", "26:04:2024 NaN NaN 0.115767 ... \n", "26:04:2024 NaN NaN 0.118209 ... \n", "26:04:2024 NaN NaN 0.073781 ... \n", "NaN NaN NaN NaN ... \n", "\n", " Exact_Wavelengths_of_AOD(um)_380nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.3805 \n", "01:04:2024 0.3805 \n", "01:04:2024 0.3805 \n", "01:04:2024 0.3805 \n", "01:04:2024 0.3805 \n", "... ... \n", "26:04:2024 0.3805 \n", "26:04:2024 0.3805 \n", "26:04:2024 0.3805 \n", "26:04:2024 0.3805 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_340nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.3407 \n", "01:04:2024 0.3407 \n", "01:04:2024 0.3407 \n", "01:04:2024 0.3407 \n", "01:04:2024 0.3407 \n", "... ... \n", "26:04:2024 0.3407 \n", "26:04:2024 0.3407 \n", "26:04:2024 0.3407 \n", "26:04:2024 0.3407 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_PW(um)_935nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.9364 \n", "01:04:2024 0.9364 \n", "01:04:2024 0.9364 \n", "01:04:2024 0.9364 \n", "01:04:2024 0.9364 \n", "... ... \n", "26:04:2024 0.9364 \n", "26:04:2024 0.9364 \n", "26:04:2024 0.9364 \n", "26:04:2024 0.9364 \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_681nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "... ... \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_709nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "... ... \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "... ... \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty.1 \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "... ... \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty.2 \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "... ... \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty.3 \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "01:04:2024 NaN \n", "... ... \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "26:04:2024 NaN \n", "NaN NaN \n", "\n", " Exact_Wavelengths_of_AOD(um)_Empty
\n", "Date(dd:mm:yyyy) \n", "01:04:2024 -999.
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\n", "NaN NaN \n", "\n", "[738 rows x 113 columns]" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = df.replace(-999.0, np.nan)\n", "df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To get a complete overview of all column information, you can print a list of all column headers. You can do this with the function `columns.to_list()`." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "df.columns.to_list()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you would like to narrow down the selection of the dataframe, you can apply the `filter` function and filter the dataframe based on a given regular expression. For example, let us only select the columns that contain `Angstrom_Exponent` information and additionally only select the first 100 rows.\n", "\n", "This selection shows you that the station does not provide measurements for each day. There are for example measurements on 4 April 2024 and then again on 6 April 2024. " ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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440-870_Angstrom_Exponent380-500_Angstrom_Exponent440-675_Angstrom_Exponent500-870_Angstrom_Exponent340-440_Angstrom_Exponent440-675_Angstrom_Exponent[Polar]
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04:04:20240.7109570.9716580.6563870.7170710.975594NaN
06:04:20240.2110100.2017030.1812580.2130070.169287NaN
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\n", "
" ], "text/plain": [ " 440-870_Angstrom_Exponent 380-500_Angstrom_Exponent \\\n", "Date(dd:mm:yyyy) \n", "04:04:2024 0.902502 1.175958 \n", "04:04:2024 0.897283 1.105490 \n", "04:04:2024 0.983186 1.305356 \n", "04:04:2024 0.947711 1.291653 \n", "04:04:2024 0.859491 1.192126 \n", "04:04:2024 0.841150 1.182702 \n", "04:04:2024 0.787851 1.153126 \n", "04:04:2024 0.783507 1.185565 \n", "04:04:2024 0.801492 1.239917 \n", "04:04:2024 0.743544 1.228251 \n", "04:04:2024 0.866019 1.280413 \n", "04:04:2024 0.394367 0.875876 \n", "04:04:2024 0.401067 0.813242 \n", "04:04:2024 0.314514 0.685278 \n", "04:04:2024 0.289643 0.655636 \n", "04:04:2024 0.400938 0.779899 \n", "04:04:2024 0.710957 0.971658 \n", "06:04:2024 0.211010 0.201703 \n", "06:04:2024 0.189744 0.212554 \n", "06:04:2024 0.147998 0.179586 \n", "\n", " 440-675_Angstrom_Exponent 500-870_Angstrom_Exponent \\\n", "Date(dd:mm:yyyy) \n", "04:04:2024 0.873052 0.875370 \n", "04:04:2024 0.894709 0.855811 \n", "04:04:2024 1.026737 0.931756 \n", "04:04:2024 0.979898 0.888506 \n", "04:04:2024 0.888861 0.803353 \n", "04:04:2024 0.877778 0.788322 \n", "04:04:2024 0.837126 0.722641 \n", "04:04:2024 0.801749 0.740256 \n", "04:04:2024 0.816169 0.749093 \n", "04:04:2024 0.750495 0.696859 \n", "04:04:2024 0.842567 0.839115 \n", "04:04:2024 0.407690 0.359691 \n", "04:04:2024 0.420703 0.363916 \n", "04:04:2024 0.341491 0.286214 \n", "04:04:2024 0.298422 0.267586 \n", "04:04:2024 0.398061 0.372057 \n", "04:04:2024 0.656387 0.717071 \n", "06:04:2024 0.181258 0.213007 \n", "06:04:2024 0.157608 0.190297 \n", "06:04:2024 0.123486 0.144494 \n", "\n", " 340-440_Angstrom_Exponent 440-675_Angstrom_Exponent[Polar] \n", "Date(dd:mm:yyyy) \n", "04:04:2024 1.160272 NaN \n", "04:04:2024 1.114349 NaN \n", "04:04:2024 1.239793 NaN \n", "04:04:2024 1.180223 NaN \n", "04:04:2024 1.111934 NaN \n", "04:04:2024 1.095790 NaN \n", "04:04:2024 1.013124 NaN \n", "04:04:2024 1.071480 NaN \n", "04:04:2024 1.112797 NaN \n", "04:04:2024 1.081357 NaN \n", "04:04:2024 1.176802 NaN \n", "04:04:2024 0.815636 NaN \n", "04:04:2024 0.756478 NaN \n", "04:04:2024 0.658746 NaN \n", "04:04:2024 0.623452 NaN \n", "04:04:2024 0.726025 NaN \n", "04:04:2024 0.975594 NaN \n", "06:04:2024 0.169287 NaN \n", "06:04:2024 0.179608 NaN \n", "06:04:2024 0.154958 NaN " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.filter(regex='Angstrom*')[100:120]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualize all points of AERONET AOD in Palma de Mallorca for April 2024" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The next step is to visualize all points of Aerosol Optical Depth at different wavelengths in Palma de Mallorca for April 2024. We specifically want to plot the AOD information for which we have measurements, which are the following: `AOD_1640nm`, `AOD_1020nm`, `AOD_870nm`, `AOD_675nm`, `AOD_500nm`, `AOD_440nm`, `AOD_380nm` and `AOD_340nm`. \n", "\n", "You can use the built-in `plot()` function of the pandas library to define a line plot. With the `filter` function, you can select the dataframe columns you wish to visualize. The visualisation code below consists of five main parts:\n", "* `Initiate a matplotlib figure`\n", "* `Define a line plot with the built-in plot function of the pandas library`\n", "* `Set title and axes label information`\n", "* `Format axes ticks`\n", "* `Add additional features, such as a grid or legend`" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Below, you see that the Aerosol Optical Depth increases on 8 April 2024 as well as on 15th April 2024." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Initiate a matplotlib figure\n", "fig = plt.figure(figsize=(20,10))\n", "ax=plt.axes()\n", "\n", "# Select pandas dataframe columns and define a line plot\n", "df.filter(['AOD_1640nm', \n", " 'AOD_1020nm', \n", " 'AOD_870nm', \n", " 'AOD_675nm', \n", " 'AOD_500nm', \n", " 'AOD_440nm', \n", " 'AOD_380nm', \n", " 'AOD_340nm']).plot(ax=ax,\n", " linestyle='dotted')\n", "\n", "\n", "# Set title and axes lable information\n", "plt.title('\\nAerosol Optical Depth Level 1.5 data for April 2024 - Palma de Mallorca, Spain', fontsize=20, pad=20)\n", "plt.ylabel('Aerosol Optical Depth\\n', fontsize=16)\n", "plt.xlabel('\\nDay', fontsize=16)\n", "\n", "# Format the axes ticks\n", "plt.xticks(fontsize=14)\n", "plt.yticks(fontsize=14)\n", "\n", "# Add additionally a legend and grid to the plot\n", "plt.legend(fontsize=14,loc=0)\n", "plt.grid()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load and visualize daily AOD together with the Angstrom Exponent" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In a next step, we would like to visualize the Aerosol Optical Depth information together with the Angstrom Exponent in the spectral interval of 440-480nm. The Angstrom Exponent is often used as a qualitative indicator of aerosol particle size.\n", "To visualize both variables together, we load the daily averaged AERONET information, which we stored as txt file with the name `202404_palma_aod15_20.txt`. You can use again the funcction `read_table` from the pandas library to read the txt file.\n", "\n", "Compared to the all point information, you see that the dataframe with the daily aggregated values has only 18 rows and 81 columns. As before, we only have daily aggregated values for days where the station had measurements." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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AERONET_SiteTime(hh:mm:ss)Day_of_YearAOD_1640nmAOD_1020nmAOD_870nmAOD_865nmAOD_779nmAOD_675nmAOD_667nm...N[440-675_Angstrom_Exponent]N[500-870_Angstrom_Exponent]N[340-440_Angstrom_Exponent]N[440-675_Angstrom_Exponent[Polar]]Data_Quality_LevelAERONET_Instrument_NumberAERONET_Site_NameSite_Latitude(Degrees)Site_Longitude(Degrees)Site_Elevation(m)<br>
Date(dd:mm:yyyy)
01:04:2024Palma_de_Mallorca12:00:0092.00.0296640.0372700.039873-999.0-999.00.050255-999.0...45.045.045.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
02:04:2024Palma_de_Mallorca12:00:0093.00.0412820.0455070.045849-999.0-999.00.049917-999.0...9.09.09.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
03:04:2024Palma_de_Mallorca12:00:0094.00.0247070.0341780.037131-999.0-999.00.044770-999.0...42.042.042.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
04:04:2024Palma_de_Mallorca12:00:0095.00.0407500.0505230.054303-999.0-999.00.064568-999.0...21.021.021.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
06:04:2024Palma_de_Mallorca12:00:0097.00.1378630.1562010.160174-999.0-999.00.170298-999.0...17.017.017.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
08:04:2024Palma_de_Mallorca12:00:0099.00.7820800.9723631.022305-999.0-999.01.084109-999.0...11.011.011.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
09:04:2024Palma_de_Mallorca12:00:00100.00.0527730.0663580.070722-999.0-999.00.080430-999.0...47.047.047.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
10:04:2024Palma_de_Mallorca12:00:00101.00.0267550.0360730.039065-999.0-999.00.048172-999.0...53.053.053.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
11:04:2024Palma_de_Mallorca12:00:00102.00.0683010.0832870.087954-999.0-999.00.100478-999.0...25.025.025.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
12:04:2024Palma_de_Mallorca12:00:00103.00.1155750.1515160.161634-999.0-999.00.177154-999.0...14.014.014.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
13:04:2024Palma_de_Mallorca12:00:00104.00.0405900.0564540.062764-999.0-999.00.076612-999.0...60.060.060.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
14:04:2024Palma_de_Mallorca12:00:00105.00.0892640.1224440.133600-999.0-999.00.153740-999.0...55.055.055.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
15:04:2024Palma_de_Mallorca12:00:00106.00.3867950.4843320.510596-999.0-999.00.546902-999.0...24.024.024.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
16:04:2024Palma_de_Mallorca12:00:00107.00.0577140.0770450.085798-999.0-999.00.107181-999.0...51.051.049.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
17:04:2024Palma_de_Mallorca12:00:00108.00.0555130.0664920.070002-999.0-999.00.079194-999.0...52.052.052.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
18:04:2024Palma_de_Mallorca12:00:00109.00.0264410.0321310.034751-999.0-999.00.044586-999.0...6.06.06.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
19:04:2024Palma_de_Mallorca12:00:00110.00.0402410.0478250.051773-999.0-999.00.061262-999.0...38.038.038.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
20:04:2024Palma_de_Mallorca12:00:00111.00.0326350.0391330.042177-999.0-999.00.052452-999.0...40.040.040.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
21:04:2024Palma_de_Mallorca12:00:00112.00.0637320.0776180.083128-999.0-999.00.096994-999.0...58.058.058.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
23:04:2024Palma_de_Mallorca12:00:00114.00.0320620.0416400.046561-999.0-999.00.063226-999.0...14.014.014.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
24:04:2024Palma_de_Mallorca12:00:00115.00.0275790.0353290.039976-999.0-999.00.053434-999.0...40.040.040.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
25:04:2024Palma_de_Mallorca12:00:00116.00.0397530.0485590.053619-999.0-999.00.071798-999.0...11.011.011.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
26:04:2024Palma_de_Mallorca12:00:00117.00.0452970.0650010.075929-999.0-999.00.108758-999.0...4.04.04.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
01:05:2024Palma_de_Mallorca12:00:00122.00.0458280.0602490.064143-999.0-999.00.077044-999.0...27.027.027.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
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" ], "text/plain": [ " AERONET_Site Time(hh:mm:ss) Day_of_Year AOD_1640nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 Palma_de_Mallorca 12:00:00 92.0 0.029664 \n", "02:04:2024 Palma_de_Mallorca 12:00:00 93.0 0.041282 \n", "03:04:2024 Palma_de_Mallorca 12:00:00 94.0 0.024707 \n", "04:04:2024 Palma_de_Mallorca 12:00:00 95.0 0.040750 \n", "06:04:2024 Palma_de_Mallorca 12:00:00 97.0 0.137863 \n", "08:04:2024 Palma_de_Mallorca 12:00:00 99.0 0.782080 \n", "09:04:2024 Palma_de_Mallorca 12:00:00 100.0 0.052773 \n", "10:04:2024 Palma_de_Mallorca 12:00:00 101.0 0.026755 \n", "11:04:2024 Palma_de_Mallorca 12:00:00 102.0 0.068301 \n", "12:04:2024 Palma_de_Mallorca 12:00:00 103.0 0.115575 \n", "13:04:2024 Palma_de_Mallorca 12:00:00 104.0 0.040590 \n", "14:04:2024 Palma_de_Mallorca 12:00:00 105.0 0.089264 \n", "15:04:2024 Palma_de_Mallorca 12:00:00 106.0 0.386795 \n", "16:04:2024 Palma_de_Mallorca 12:00:00 107.0 0.057714 \n", "17:04:2024 Palma_de_Mallorca 12:00:00 108.0 0.055513 \n", "18:04:2024 Palma_de_Mallorca 12:00:00 109.0 0.026441 \n", "19:04:2024 Palma_de_Mallorca 12:00:00 110.0 0.040241 \n", "20:04:2024 Palma_de_Mallorca 12:00:00 111.0 0.032635 \n", "21:04:2024 Palma_de_Mallorca 12:00:00 112.0 0.063732 \n", "23:04:2024 Palma_de_Mallorca 12:00:00 114.0 0.032062 \n", "24:04:2024 Palma_de_Mallorca 12:00:00 115.0 0.027579 \n", "25:04:2024 Palma_de_Mallorca 12:00:00 116.0 0.039753 \n", "26:04:2024 Palma_de_Mallorca 12:00:00 117.0 0.045297 \n", "01:05:2024 Palma_de_Mallorca 12:00:00 122.0 0.045828 \n", "NaN NaN NaN NaN \n", "\n", " AOD_1020nm AOD_870nm AOD_865nm AOD_779nm AOD_675nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.037270 0.039873 -999.0 -999.0 0.050255 \n", "02:04:2024 0.045507 0.045849 -999.0 -999.0 0.049917 \n", "03:04:2024 0.034178 0.037131 -999.0 -999.0 0.044770 \n", "04:04:2024 0.050523 0.054303 -999.0 -999.0 0.064568 \n", "06:04:2024 0.156201 0.160174 -999.0 -999.0 0.170298 \n", "08:04:2024 0.972363 1.022305 -999.0 -999.0 1.084109 \n", "09:04:2024 0.066358 0.070722 -999.0 -999.0 0.080430 \n", "10:04:2024 0.036073 0.039065 -999.0 -999.0 0.048172 \n", "11:04:2024 0.083287 0.087954 -999.0 -999.0 0.100478 \n", "12:04:2024 0.151516 0.161634 -999.0 -999.0 0.177154 \n", "13:04:2024 0.056454 0.062764 -999.0 -999.0 0.076612 \n", "14:04:2024 0.122444 0.133600 -999.0 -999.0 0.153740 \n", "15:04:2024 0.484332 0.510596 -999.0 -999.0 0.546902 \n", "16:04:2024 0.077045 0.085798 -999.0 -999.0 0.107181 \n", "17:04:2024 0.066492 0.070002 -999.0 -999.0 0.079194 \n", "18:04:2024 0.032131 0.034751 -999.0 -999.0 0.044586 \n", "19:04:2024 0.047825 0.051773 -999.0 -999.0 0.061262 \n", "20:04:2024 0.039133 0.042177 -999.0 -999.0 0.052452 \n", "21:04:2024 0.077618 0.083128 -999.0 -999.0 0.096994 \n", "23:04:2024 0.041640 0.046561 -999.0 -999.0 0.063226 \n", "24:04:2024 0.035329 0.039976 -999.0 -999.0 0.053434 \n", "25:04:2024 0.048559 0.053619 -999.0 -999.0 0.071798 \n", "26:04:2024 0.065001 0.075929 -999.0 -999.0 0.108758 \n", "01:05:2024 0.060249 0.064143 -999.0 -999.0 0.077044 \n", "NaN NaN NaN NaN NaN NaN \n", "\n", " AOD_667nm ... N[440-675_Angstrom_Exponent] \\\n", "Date(dd:mm:yyyy) ... \n", "01:04:2024 -999.0 ... 45.0 \n", "02:04:2024 -999.0 ... 9.0 \n", "03:04:2024 -999.0 ... 42.0 \n", "04:04:2024 -999.0 ... 21.0 \n", "06:04:2024 -999.0 ... 17.0 \n", "08:04:2024 -999.0 ... 11.0 \n", "09:04:2024 -999.0 ... 47.0 \n", "10:04:2024 -999.0 ... 53.0 \n", "11:04:2024 -999.0 ... 25.0 \n", "12:04:2024 -999.0 ... 14.0 \n", "13:04:2024 -999.0 ... 60.0 \n", "14:04:2024 -999.0 ... 55.0 \n", "15:04:2024 -999.0 ... 24.0 \n", "16:04:2024 -999.0 ... 51.0 \n", "17:04:2024 -999.0 ... 52.0 \n", "18:04:2024 -999.0 ... 6.0 \n", "19:04:2024 -999.0 ... 38.0 \n", "20:04:2024 -999.0 ... 40.0 \n", "21:04:2024 -999.0 ... 58.0 \n", "23:04:2024 -999.0 ... 14.0 \n", "24:04:2024 -999.0 ... 40.0 \n", "25:04:2024 -999.0 ... 11.0 \n", "26:04:2024 -999.0 ... 4.0 \n", "01:05:2024 -999.0 ... 27.0 \n", "NaN NaN ... NaN \n", "\n", " N[500-870_Angstrom_Exponent] N[340-440_Angstrom_Exponent] \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 45.0 45.0 \n", "02:04:2024 9.0 9.0 \n", "03:04:2024 42.0 42.0 \n", "04:04:2024 21.0 21.0 \n", "06:04:2024 17.0 17.0 \n", "08:04:2024 11.0 11.0 \n", "09:04:2024 47.0 47.0 \n", "10:04:2024 53.0 53.0 \n", "11:04:2024 25.0 25.0 \n", "12:04:2024 14.0 14.0 \n", "13:04:2024 60.0 60.0 \n", "14:04:2024 55.0 55.0 \n", "15:04:2024 24.0 24.0 \n", "16:04:2024 51.0 49.0 \n", "17:04:2024 52.0 52.0 \n", "18:04:2024 6.0 6.0 \n", "19:04:2024 38.0 38.0 \n", "20:04:2024 40.0 40.0 \n", "21:04:2024 58.0 58.0 \n", "23:04:2024 14.0 14.0 \n", "24:04:2024 40.0 40.0 \n", "25:04:2024 11.0 11.0 \n", "26:04:2024 4.0 4.0 \n", "01:05:2024 27.0 27.0 \n", "NaN NaN NaN \n", "\n", " N[440-675_Angstrom_Exponent[Polar]] Data_Quality_Level \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.0 lev15 \n", "02:04:2024 0.0 lev15 \n", "03:04:2024 0.0 lev15 \n", "04:04:2024 0.0 lev15 \n", "06:04:2024 0.0 lev15 \n", "08:04:2024 0.0 lev15 \n", "09:04:2024 0.0 lev15 \n", "10:04:2024 0.0 lev15 \n", "11:04:2024 0.0 lev15 \n", "12:04:2024 0.0 lev15 \n", "13:04:2024 0.0 lev15 \n", "14:04:2024 0.0 lev15 \n", "15:04:2024 0.0 lev15 \n", "16:04:2024 0.0 lev15 \n", "17:04:2024 0.0 lev15 \n", "18:04:2024 0.0 lev15 \n", "19:04:2024 0.0 lev15 \n", "20:04:2024 0.0 lev15 \n", "21:04:2024 0.0 lev15 \n", "23:04:2024 0.0 lev15 \n", "24:04:2024 0.0 lev15 \n", "25:04:2024 0.0 lev15 \n", "26:04:2024 0.0 lev15 \n", "01:05:2024 0.0 lev15 \n", "NaN NaN NaN \n", "\n", " AERONET_Instrument_Number AERONET_Site_Name \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 418.0 Palma_de_Mallorca \n", "02:04:2024 418.0 Palma_de_Mallorca \n", "03:04:2024 418.0 Palma_de_Mallorca \n", "04:04:2024 418.0 Palma_de_Mallorca \n", "06:04:2024 418.0 Palma_de_Mallorca \n", "08:04:2024 418.0 Palma_de_Mallorca \n", "09:04:2024 418.0 Palma_de_Mallorca \n", "10:04:2024 418.0 Palma_de_Mallorca \n", "11:04:2024 418.0 Palma_de_Mallorca \n", "12:04:2024 418.0 Palma_de_Mallorca \n", "13:04:2024 418.0 Palma_de_Mallorca \n", "14:04:2024 418.0 Palma_de_Mallorca \n", "15:04:2024 418.0 Palma_de_Mallorca \n", "16:04:2024 418.0 Palma_de_Mallorca \n", "17:04:2024 418.0 Palma_de_Mallorca \n", "18:04:2024 418.0 Palma_de_Mallorca \n", "19:04:2024 418.0 Palma_de_Mallorca \n", "20:04:2024 418.0 Palma_de_Mallorca \n", "21:04:2024 418.0 Palma_de_Mallorca \n", "23:04:2024 418.0 Palma_de_Mallorca \n", "24:04:2024 418.0 Palma_de_Mallorca \n", "25:04:2024 418.0 Palma_de_Mallorca \n", "26:04:2024 418.0 Palma_de_Mallorca \n", "01:05:2024 418.0 Palma_de_Mallorca \n", "NaN NaN NaN \n", "\n", " Site_Latitude(Degrees) Site_Longitude(Degrees) \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 39.5533 2.6251 \n", "02:04:2024 39.5533 2.6251 \n", "03:04:2024 39.5533 2.6251 \n", "04:04:2024 39.5533 2.6251 \n", "06:04:2024 39.5533 2.6251 \n", "08:04:2024 39.5533 2.6251 \n", "09:04:2024 39.5533 2.6251 \n", "10:04:2024 39.5533 2.6251 \n", "11:04:2024 39.5533 2.6251 \n", "12:04:2024 39.5533 2.6251 \n", "13:04:2024 39.5533 2.6251 \n", "14:04:2024 39.5533 2.6251 \n", "15:04:2024 39.5533 2.6251 \n", "16:04:2024 39.5533 2.6251 \n", "17:04:2024 39.5533 2.6251 \n", "18:04:2024 39.5533 2.6251 \n", "19:04:2024 39.5533 2.6251 \n", "20:04:2024 39.5533 2.6251 \n", "21:04:2024 39.5533 2.6251 \n", "23:04:2024 39.5533 2.6251 \n", "24:04:2024 39.5533 2.6251 \n", "25:04:2024 39.5533 2.6251 \n", "26:04:2024 39.5533 2.6251 \n", "01:05:2024 39.5533 2.6251 \n", "NaN NaN NaN \n", "\n", " Site_Elevation(m)
\n", "Date(dd:mm:yyyy) \n", "01:04:2024 10.000000
\n", "02:04:2024 10.000000
\n", "03:04:2024 10.000000
\n", "04:04:2024 10.000000
\n", "06:04:2024 10.000000
\n", "08:04:2024 10.000000
\n", "09:04:2024 10.000000
\n", "10:04:2024 10.000000
\n", "11:04:2024 10.000000
\n", "12:04:2024 10.000000
\n", "13:04:2024 10.000000
\n", "14:04:2024 10.000000
\n", "15:04:2024 10.000000
\n", "16:04:2024 10.000000
\n", "17:04:2024 10.000000
\n", "18:04:2024 10.000000
\n", "19:04:2024 10.000000
\n", "20:04:2024 10.000000
\n", "21:04:2024 10.000000
\n", "23:04:2024 10.000000
\n", "24:04:2024 10.000000
\n", "25:04:2024 10.000000
\n", "26:04:2024 10.000000
\n", "01:05:2024 10.000000
\n", "NaN NaN \n", "\n", "[25 rows x 81 columns]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_daily = pd.read_table('../../eodata/2_observations/aeronet/202404_palma_aod15_20.txt', delimiter=',', header=[7], index_col=1)\n", "df_daily" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The next step is again to replace the value for missing data (-999.0) as `NaN`. You can do this with the function `replace()`." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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AERONET_SiteTime(hh:mm:ss)Day_of_YearAOD_1640nmAOD_1020nmAOD_870nmAOD_865nmAOD_779nmAOD_675nmAOD_667nm...N[440-675_Angstrom_Exponent]N[500-870_Angstrom_Exponent]N[340-440_Angstrom_Exponent]N[440-675_Angstrom_Exponent[Polar]]Data_Quality_LevelAERONET_Instrument_NumberAERONET_Site_NameSite_Latitude(Degrees)Site_Longitude(Degrees)Site_Elevation(m)<br>
Date(dd:mm:yyyy)
01:04:2024Palma_de_Mallorca12:00:0092.00.0296640.0372700.039873NaNNaN0.050255NaN...45.045.045.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
02:04:2024Palma_de_Mallorca12:00:0093.00.0412820.0455070.045849NaNNaN0.049917NaN...9.09.09.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
03:04:2024Palma_de_Mallorca12:00:0094.00.0247070.0341780.037131NaNNaN0.044770NaN...42.042.042.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
04:04:2024Palma_de_Mallorca12:00:0095.00.0407500.0505230.054303NaNNaN0.064568NaN...21.021.021.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
06:04:2024Palma_de_Mallorca12:00:0097.00.1378630.1562010.160174NaNNaN0.170298NaN...17.017.017.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
08:04:2024Palma_de_Mallorca12:00:0099.00.7820800.9723631.022305NaNNaN1.084109NaN...11.011.011.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
09:04:2024Palma_de_Mallorca12:00:00100.00.0527730.0663580.070722NaNNaN0.080430NaN...47.047.047.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
10:04:2024Palma_de_Mallorca12:00:00101.00.0267550.0360730.039065NaNNaN0.048172NaN...53.053.053.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
11:04:2024Palma_de_Mallorca12:00:00102.00.0683010.0832870.087954NaNNaN0.100478NaN...25.025.025.00.0lev15418.0Palma_de_Mallorca39.55332.625110.000000<br>
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" ], "text/plain": [ " AERONET_Site Time(hh:mm:ss) Day_of_Year AOD_1640nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 Palma_de_Mallorca 12:00:00 92.0 0.029664 \n", "02:04:2024 Palma_de_Mallorca 12:00:00 93.0 0.041282 \n", "03:04:2024 Palma_de_Mallorca 12:00:00 94.0 0.024707 \n", "04:04:2024 Palma_de_Mallorca 12:00:00 95.0 0.040750 \n", "06:04:2024 Palma_de_Mallorca 12:00:00 97.0 0.137863 \n", "08:04:2024 Palma_de_Mallorca 12:00:00 99.0 0.782080 \n", "09:04:2024 Palma_de_Mallorca 12:00:00 100.0 0.052773 \n", "10:04:2024 Palma_de_Mallorca 12:00:00 101.0 0.026755 \n", "11:04:2024 Palma_de_Mallorca 12:00:00 102.0 0.068301 \n", "12:04:2024 Palma_de_Mallorca 12:00:00 103.0 0.115575 \n", "13:04:2024 Palma_de_Mallorca 12:00:00 104.0 0.040590 \n", "14:04:2024 Palma_de_Mallorca 12:00:00 105.0 0.089264 \n", "15:04:2024 Palma_de_Mallorca 12:00:00 106.0 0.386795 \n", "16:04:2024 Palma_de_Mallorca 12:00:00 107.0 0.057714 \n", "17:04:2024 Palma_de_Mallorca 12:00:00 108.0 0.055513 \n", "18:04:2024 Palma_de_Mallorca 12:00:00 109.0 0.026441 \n", "19:04:2024 Palma_de_Mallorca 12:00:00 110.0 0.040241 \n", "20:04:2024 Palma_de_Mallorca 12:00:00 111.0 0.032635 \n", "21:04:2024 Palma_de_Mallorca 12:00:00 112.0 0.063732 \n", "23:04:2024 Palma_de_Mallorca 12:00:00 114.0 0.032062 \n", "24:04:2024 Palma_de_Mallorca 12:00:00 115.0 0.027579 \n", "25:04:2024 Palma_de_Mallorca 12:00:00 116.0 0.039753 \n", "26:04:2024 Palma_de_Mallorca 12:00:00 117.0 0.045297 \n", "01:05:2024 Palma_de_Mallorca 12:00:00 122.0 0.045828 \n", "NaN NaN NaN NaN \n", "\n", " AOD_1020nm AOD_870nm AOD_865nm AOD_779nm AOD_675nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.037270 0.039873 NaN NaN 0.050255 \n", "02:04:2024 0.045507 0.045849 NaN NaN 0.049917 \n", "03:04:2024 0.034178 0.037131 NaN NaN 0.044770 \n", "04:04:2024 0.050523 0.054303 NaN NaN 0.064568 \n", "06:04:2024 0.156201 0.160174 NaN NaN 0.170298 \n", "08:04:2024 0.972363 1.022305 NaN NaN 1.084109 \n", "09:04:2024 0.066358 0.070722 NaN NaN 0.080430 \n", "10:04:2024 0.036073 0.039065 NaN NaN 0.048172 \n", "11:04:2024 0.083287 0.087954 NaN NaN 0.100478 \n", "12:04:2024 0.151516 0.161634 NaN NaN 0.177154 \n", "13:04:2024 0.056454 0.062764 NaN NaN 0.076612 \n", "14:04:2024 0.122444 0.133600 NaN NaN 0.153740 \n", "15:04:2024 0.484332 0.510596 NaN NaN 0.546902 \n", "16:04:2024 0.077045 0.085798 NaN NaN 0.107181 \n", "17:04:2024 0.066492 0.070002 NaN NaN 0.079194 \n", "18:04:2024 0.032131 0.034751 NaN NaN 0.044586 \n", "19:04:2024 0.047825 0.051773 NaN NaN 0.061262 \n", "20:04:2024 0.039133 0.042177 NaN NaN 0.052452 \n", "21:04:2024 0.077618 0.083128 NaN NaN 0.096994 \n", "23:04:2024 0.041640 0.046561 NaN NaN 0.063226 \n", "24:04:2024 0.035329 0.039976 NaN NaN 0.053434 \n", "25:04:2024 0.048559 0.053619 NaN NaN 0.071798 \n", "26:04:2024 0.065001 0.075929 NaN NaN 0.108758 \n", "01:05:2024 0.060249 0.064143 NaN NaN 0.077044 \n", "NaN NaN NaN NaN NaN NaN \n", "\n", " AOD_667nm ... N[440-675_Angstrom_Exponent] \\\n", "Date(dd:mm:yyyy) ... \n", "01:04:2024 NaN ... 45.0 \n", "02:04:2024 NaN ... 9.0 \n", "03:04:2024 NaN ... 42.0 \n", "04:04:2024 NaN ... 21.0 \n", "06:04:2024 NaN ... 17.0 \n", "08:04:2024 NaN ... 11.0 \n", "09:04:2024 NaN ... 47.0 \n", "10:04:2024 NaN ... 53.0 \n", "11:04:2024 NaN ... 25.0 \n", "12:04:2024 NaN ... 14.0 \n", "13:04:2024 NaN ... 60.0 \n", "14:04:2024 NaN ... 55.0 \n", "15:04:2024 NaN ... 24.0 \n", "16:04:2024 NaN ... 51.0 \n", "17:04:2024 NaN ... 52.0 \n", "18:04:2024 NaN ... 6.0 \n", "19:04:2024 NaN ... 38.0 \n", "20:04:2024 NaN ... 40.0 \n", "21:04:2024 NaN ... 58.0 \n", "23:04:2024 NaN ... 14.0 \n", "24:04:2024 NaN ... 40.0 \n", "25:04:2024 NaN ... 11.0 \n", "26:04:2024 NaN ... 4.0 \n", "01:05:2024 NaN ... 27.0 \n", "NaN NaN ... NaN \n", "\n", " N[500-870_Angstrom_Exponent] N[340-440_Angstrom_Exponent] \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 45.0 45.0 \n", "02:04:2024 9.0 9.0 \n", "03:04:2024 42.0 42.0 \n", "04:04:2024 21.0 21.0 \n", "06:04:2024 17.0 17.0 \n", "08:04:2024 11.0 11.0 \n", "09:04:2024 47.0 47.0 \n", "10:04:2024 53.0 53.0 \n", "11:04:2024 25.0 25.0 \n", "12:04:2024 14.0 14.0 \n", "13:04:2024 60.0 60.0 \n", "14:04:2024 55.0 55.0 \n", "15:04:2024 24.0 24.0 \n", "16:04:2024 51.0 49.0 \n", "17:04:2024 52.0 52.0 \n", "18:04:2024 6.0 6.0 \n", "19:04:2024 38.0 38.0 \n", "20:04:2024 40.0 40.0 \n", "21:04:2024 58.0 58.0 \n", "23:04:2024 14.0 14.0 \n", "24:04:2024 40.0 40.0 \n", "25:04:2024 11.0 11.0 \n", "26:04:2024 4.0 4.0 \n", "01:05:2024 27.0 27.0 \n", "NaN NaN NaN \n", "\n", " N[440-675_Angstrom_Exponent[Polar]] Data_Quality_Level \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.0 lev15 \n", "02:04:2024 0.0 lev15 \n", "03:04:2024 0.0 lev15 \n", "04:04:2024 0.0 lev15 \n", "06:04:2024 0.0 lev15 \n", "08:04:2024 0.0 lev15 \n", "09:04:2024 0.0 lev15 \n", "10:04:2024 0.0 lev15 \n", "11:04:2024 0.0 lev15 \n", "12:04:2024 0.0 lev15 \n", "13:04:2024 0.0 lev15 \n", "14:04:2024 0.0 lev15 \n", "15:04:2024 0.0 lev15 \n", "16:04:2024 0.0 lev15 \n", "17:04:2024 0.0 lev15 \n", "18:04:2024 0.0 lev15 \n", "19:04:2024 0.0 lev15 \n", "20:04:2024 0.0 lev15 \n", "21:04:2024 0.0 lev15 \n", "23:04:2024 0.0 lev15 \n", "24:04:2024 0.0 lev15 \n", "25:04:2024 0.0 lev15 \n", "26:04:2024 0.0 lev15 \n", "01:05:2024 0.0 lev15 \n", "NaN NaN NaN \n", "\n", " AERONET_Instrument_Number AERONET_Site_Name \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 418.0 Palma_de_Mallorca \n", "02:04:2024 418.0 Palma_de_Mallorca \n", "03:04:2024 418.0 Palma_de_Mallorca \n", "04:04:2024 418.0 Palma_de_Mallorca \n", "06:04:2024 418.0 Palma_de_Mallorca \n", "08:04:2024 418.0 Palma_de_Mallorca \n", "09:04:2024 418.0 Palma_de_Mallorca \n", "10:04:2024 418.0 Palma_de_Mallorca \n", "11:04:2024 418.0 Palma_de_Mallorca \n", "12:04:2024 418.0 Palma_de_Mallorca \n", "13:04:2024 418.0 Palma_de_Mallorca \n", "14:04:2024 418.0 Palma_de_Mallorca \n", "15:04:2024 418.0 Palma_de_Mallorca \n", "16:04:2024 418.0 Palma_de_Mallorca \n", "17:04:2024 418.0 Palma_de_Mallorca \n", "18:04:2024 418.0 Palma_de_Mallorca \n", "19:04:2024 418.0 Palma_de_Mallorca \n", "20:04:2024 418.0 Palma_de_Mallorca \n", "21:04:2024 418.0 Palma_de_Mallorca \n", "23:04:2024 418.0 Palma_de_Mallorca \n", "24:04:2024 418.0 Palma_de_Mallorca \n", "25:04:2024 418.0 Palma_de_Mallorca \n", "26:04:2024 418.0 Palma_de_Mallorca \n", "01:05:2024 418.0 Palma_de_Mallorca \n", "NaN NaN NaN \n", "\n", " Site_Latitude(Degrees) Site_Longitude(Degrees) \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 39.5533 2.6251 \n", "02:04:2024 39.5533 2.6251 \n", "03:04:2024 39.5533 2.6251 \n", "04:04:2024 39.5533 2.6251 \n", "06:04:2024 39.5533 2.6251 \n", "08:04:2024 39.5533 2.6251 \n", "09:04:2024 39.5533 2.6251 \n", "10:04:2024 39.5533 2.6251 \n", "11:04:2024 39.5533 2.6251 \n", "12:04:2024 39.5533 2.6251 \n", "13:04:2024 39.5533 2.6251 \n", "14:04:2024 39.5533 2.6251 \n", "15:04:2024 39.5533 2.6251 \n", "16:04:2024 39.5533 2.6251 \n", "17:04:2024 39.5533 2.6251 \n", "18:04:2024 39.5533 2.6251 \n", "19:04:2024 39.5533 2.6251 \n", "20:04:2024 39.5533 2.6251 \n", "21:04:2024 39.5533 2.6251 \n", "23:04:2024 39.5533 2.6251 \n", "24:04:2024 39.5533 2.6251 \n", "25:04:2024 39.5533 2.6251 \n", "26:04:2024 39.5533 2.6251 \n", "01:05:2024 39.5533 2.6251 \n", "NaN NaN NaN \n", "\n", " Site_Elevation(m)
\n", "Date(dd:mm:yyyy) \n", "01:04:2024 10.000000
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\n", "NaN NaN \n", "\n", "[25 rows x 81 columns]" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_daily = df_daily.replace(-999.0, np.nan)\n", "df_daily" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As a final step, we can use again the plotting code from above and visualize the daily aggregated Aerosol Optical Depth information. Additionally to the AOD values as line plot, we add the `440-870_Angstrom_Exponent` column as bar plot. You can do this in a similar way. You use the pandas built-in `plot()` function and specify the keyword argument `kind='bar'`, which indicates the function to plot a bar graph.\n" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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dyn7xjZN69erZZZddVul9L730ktWqVcv23XdfW7RokZnF74JPTk6ODRo0qNxtv/vd7ywMQ/vmm28qrB84cKBlZ2enaryU+Oyzz6ygoMAyMzPt5ptvTlzc+LEgCGzgwIERTJd8LVq0sHPOOSfx/V133WVhGCZ+4fupq6++2mrXrp2q8VKidu3aNnjw4HK3DR482MIwtI0bN1ZY//vf/94yMjJSNV7SZWVlbfcw49prr7W6deuWu+23v/2tNW3aNBWjpZT3X/jjssndE96fGGLGRQ/vFzzMuOjh/YKHWfnHwKZNm2zcuHF23HHHWRiGFoahpaen24knnmjPP/+8bd26NeJpk4MnCPl+glBWVlaF3w12ZPDgwZaVlZXEiVLP+7UirpNwneSn+6FRo0ZZGIaJa4M/9dvf/tbq16+fqvFSwvu1orj8HAyjfjs6VA8NGzbUQQcdpOXLl+/SV58+faIeucqVlpZu9wNdf/3rX2vChAn6+uuvVVBQoKKiohRPl3wlJSXKysoqd1vZexn/9ANQpR8eM5s2bUrJbKmy3377acqUKfqf//kf3XXXXerYsaM++OCDqMdKme7du+vFF19MfP5Jt27dZGb65z//WWHtli1b9Nprr+mAAw5I9ZhJtc8++1T4//vTTz+VJH3yyScV1v/nP/+p9P+PmqpevXpasWJFpfetWLFCaWlp5W5r3ry5vvnmm1SMllIrVqz4We9pf8ghh2y3t5poypQpmjp1qqZMmbJLXytXrox65Cr38ccf6+STT67wWU8XX3yxnn/+ea1cuVKFhYX67LPPIpow+T7//HMdeeSR5W477LDDJEmdO3eusL5r166x2h/NmzdPHTt21PXXX68333xTRx11lAoKChJfhYWFkqQmTZqUuz3OFixYoCAIKv3cm/r166tXr16aN29eBJMlR15eXrn/x8s+F2h7vy/k5ORo8+bNKZktCllZWTr33HP15ptvatGiRfrDH/6gJk2aaOLEiTrjjDPUrFkzXX/99ZXul2qy4uJiNW7cuNxtZd//9DNjpR8eNxs2bEjJbKmwZMkSHX300ZXed9RRR2nGjBmJ75s2bapTTjlFU6ZMSdF0yZeXl6dZs2bt8vqZM2cqLy8viROlnvdrRVwn4TrJT5V9zss+++xT6f3NmjWL1d8DEteK4vJzkEMgSJI6duyohQsXqmHDhtp77713+hXHD8Ded999d/hLS48ePfT8889r9erVKiws1MKFC1M4XfI1btxYy5cvL3dby5Yt1a1bt0rXr1ixIlYXv3/sqquu0uzZs5Wbm6ujjz5a1113Xew2cpW58cYbZWb61a9+palTp+qwww7TpZdeqiuuuEJ/+tOf9Pnnn2vt2rV67733dNJJJ2nhwoW66KKLoh67Sh199NH65z//qZdfflklJSV6+eWX9cILL6hjx476/e9/X+5xMGnSJL388suVXgytqY466ig999xzmj17drnbZ8+erWeffVadOnUqd/uqVati9aGnZbz/wh+XTe6e8P7EEImLHlzwqMjbRQ/vFzx2pGXLlhoxYoSWLFmil156SaeeeqrWrl2rO++8U+3atYt6vCrFE4R8P0HotNNO0+uvv64//OEP2rhx43bXbdy4UYMHD9Ybb7yhM844I4UTJp/3a0VcJ/k/Xq+TSD88Oertt9/W22+/nXjCx/aeCLdq1Srl5uamcLrk836tKDY/ByN9HRKqjbK3O5o1a9Yure/bt2+1fGnbnujbt6/l5ORU+pZPPzZx4kSrVatW4m0Q4uLkk0+29u3b7/L6zp0729FHH53EiaJXWlpqo0aNsjp16ljr1q1t6tSpsX6Zs5nZ66+/bjk5ORaGoTVq1Mg6d+5s6enpicd72VcQBHbmmWfatm3boh65ShUVFVmdOnUsDENLS0uzMAwtLy/PFi9ebM2aNbPmzZvbGWecYQUFBYle3nrrrajHrjLTpk2zjIwMy8rKsrPPPttuuOEGO+ussywrK8vCMLRXX3213PoDDzzQTjjhhIimTZ5BgwZZGIY2ePDgCm8H9mPff/+93XDDDRaGof3ud79L4YTJ1aNHD6tVq5aVlJTs0vo4fiZQmzZt7De/+c0O15TtB5o2bWrnnntu7DrYb7/9rG/fvuVuGzt2bLm3/vmx/v37W15eXgomS72ioiI75phjLD093a699trEXjHue4IgCKx///42depUmzp1qo0YMcLCMLSlS5dWuv7CCy+0xo0bp3jK5Fm8eLHVrVvXDjzwwMRb/V122WWWnZ1t9913ny1evNjWrFlj7777rnXv3t3CMLR77rkn4qmr1k/fAmdHvv76a7vzzjutbdu2SZ4qtfr162eZmZn20ksv2datW+2ll16yzMxM69Spk/Xo0aPc746vv/66paWlWe/evSOcuGr17t3bateuXeE6waxZs6xWrVp23HHHlbt9wIABsfq7YP369XbIIYdYEASWnZ1tvXr1squuuspuvvlmu/nmm+2qq66yXr16WXZ2tgVBYIceeqitX78+6rGrlPdrRVwnqcjbdZKyt/b68bWQMAzt8ccfr3T94YcfbocffniKp0w+z9eK4vJzkEMgmJnZ7NmzbejQofbxxx/v0voFCxbE7n3Pn332WQuCwEaPHr3TtRMnTkxcFI2LMWPGWLdu3Wzz5s07XTt//nwLgqDc+6TH2SeffGJdunRJHArEdXNT5osvvrBLL73U9tprrwrva5qenm7dunWzJ598Muoxk2batGnWq1cvO/DAA+30009P/FycMWOG7b///okucnNz7eGHH4542qr33HPPWcOGDcv9d8/JyamQdf369TZy5MhYHYKV8f4Lf1w2uXvC+xNDzLjo8VPeLniYcdHDzPcFD7OfdwgUVzxBiCcIbdiwwW655RZr1qzZdj/7oVmzZjZkyBDbsGFD1ONWOe/XirhOsn1erpMMHTq00q8XXnihwtq5c+daEAR25ZVXRjBp8nm9VhSXn4OBmVnUr0YCqoOSkhItWrRI9erVU9OmTXe6/pNPPtGKFSti//7vlSkuLtYXX3yhFi1axO5lrttjZrr33ns1Z84cFRQUqF+/flGPlBKLFy/WqlWrEm+NdMABBygzMzPqsSJTUlKiBQsWaMuWLTrooINi28WmTZv07rvvauXKlWrUqJGOOuoo1a1bN+qxUur777/XHXfcoYcffljLli2rdE3Tpk01YMAAXX/99apTp06KJ0yeOXPmaMKECerTp4/atGmz0/Vx/Pvwueee05lnnqm//OUvuuSSS3a49tVXX9Wpp56qrVu3Jt4uKw4eeughPfHEE5o0adJOf9Z9/PHHOuigg/SHP/xBI0eOTNGE0Vi4cKH69eunDz74QGamiy66SGPGjIl6rKQYNmxYpbcfeuih6t27d7nb5s2bpw4dOuiKK67Qfffdl4rxUubLL7/UrbfeqmeeeUbFxcXl7ktLS9NRRx2lyy67rNLPSqrpwjDU0KFDdcstt0Q9SqSmT5+uYcOGafHixWrXrp1GjBihNm3a6MMPP9RZZ52lxYsXS/rhc6FGjRqlCy+8MOKJq9bzzz+vSy65pNzbvGVnZ+uuu+4ql/Xbb7/Vfffdp6OOOkrHHntsFKMmXVFRkYqKirRu3TpJP/w3z8/PV35+fsSToTrwfp2ksLBQffv2jXqkSH333Xf65ptv1KBBg8TbKMcV14pqHg6BAAAAdoBf+P3hiSE/j7eLHlzwqMjLRQ8ueOCneIIQAACoCTgEQjmLFi3SI488oqlTp1Z6wavsF904f+ip9w6855d23EHr1q1VUFAQ6w54DNCB9/wAAABAma1bt2revHlKT0/XwQcfrCAIKl03d+5czZ49WxdccEGKJ0w+7x14zy/Rgff8Eh3U+OskUb0PHaqf22+/3TIzMxPv59ioUSNr1aqVtWrVyho1apS4PTMz026//faox00K7x14z29GB97zm9GB9/y7Y8KECa4/M8F7fjM6MDN74YUXXHfAY4AOvOc3owMzOohj/meeecYaNmyY+AywZs2a2bhx4ypdO3To0Nh9RqAZHXjPb0YH3vOb0UEcrpNwCAQzMxs/frwFQWAHHXSQ/f3vf7c1a9ZUWLNmzRp76qmnrF27dhaGYew+7Mt7B97zm9GB9/xmdOA9/+7q169f7Da5P4f3/GZ0YEYH3vOb0YH3/GZ0YEYHccs/ffp0S0tLs8zMTOvRo4eddNJJVqtWLQvD0C699NIK6+N44dN7B97zm9GB9/xmdBCX6yQcAsHMzI444ghr1aqVfffddztdu379ett///3tiCOOSMFkqeO9A+/5zejAe34zOvCef3fF7YLHz+U9vxkdmNGB9/xmdOA9vxkdmNFB3PKffvrplpGRYe+8807itiVLlli3bt0sDEPr27evlZaWJu6L24VPMzrwnt+MDrznN6ODuFwnSY/67ehQPcyfP1+XX375Ln24Y7169XTaaafpL3/5SwomSx3vHXjPL9GB9/wSHXjPX+axxx77Wes//fTTJE0SDe/5JTqQ6MB7fokOvOeX6ECiA+/53333XZ166qk6+uijE7ftu+++evPNN9W/f3899thj2rZtmx577LHtfjZGTee9A+/5JTrwnl+ig7hcJ+EQCJKkzMzMxAda7Yr169crMzMziROlnvcOvOeX6MB7fokOvOcv069fv5+1eTWzWG12veeX6ECiA+/5JTrwnl+iA4kOvOcvLi5Wfn5+hdvT09P12GOPKTMzU4888ohKS0v1+OOPRzBh8nnvwHt+iQ6855foIC7XSTgEgiTpyCOP1FNPPaX/+q//Uvv27Xe4ds6cOXryySfVtWvXFE2XGt478J5fogPv+SU68J6/TGZmppo2bapLLrlkl9Y/88wzmjVrVpKnSh3v+SU6kOjAe36JDrznl+hAogPv+fPy8rRq1apK7wuCQA8//LDMTGPHjlVpaakOOOCAFE+YfN478J5fogPv+SU6iMt1ksDMLOohEL0ZM2aoa9euCsNQ5513nrp37678/Hz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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Initiate a matplotlib figure\n", "fig = plt.figure(figsize=(20,10))\n", "ax=plt.axes()\n", "\n", "# Select pandas dataframe columns and define a line plot and bar plot\n", "df_daily.filter(['AOD_1640nm', \n", " 'AOD_1020nm', \n", " 'AOD_870nm', \n", " 'AOD_675nm', \n", " 'AOD_500nm', \n", " 'AOD_440nm', \n", " 'AOD_380nm', \n", " 'AOD_340nm'][:-1]).plot(ax=ax,\n", " style='o-')\n", "\n", "df_daily['440-870_Angstrom_Exponent'][:-1].plot(kind='bar', color='lightgrey')\n", "\n", "# Set title and axes lable information\n", "plt.title('\\nDaily aggregated Aerosol Optical Depth Level 1.5 data for April 2024 - Palma de Mallorca, Spain', fontsize=20, pad=20)\n", "plt.ylabel('Aerosol Optical Depth\\n', fontsize=16)\n", "plt.xlabel('Day', fontsize=16)\n", "\n", "# Format the axes ticks\n", "plt.xticks(fontsize=14)\n", "plt.yticks(fontsize=14)\n", "\n", "# Add additionally a legend and grid to the plot\n", "plt.legend(fontsize=14,loc=0)\n", "plt.grid()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Above, you see elevated AOD values and low values for the Angstrom exponent for the Saharan dust event on 8 April 2024. Additionally, the time-series shows that there might have been a second dust event around 15th of April 2024. Let us inspect the daily aggregated values of AOD of another station, e.g. Ispra in Northern Italy for April 2024." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load and visualize AOD and AE for *Ispra* in April 2024" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us load the daily aggregated Aerosol Optical Depth values for station Ispra in north Italy for April 2024. " ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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AERONET_SiteTime(hh:mm:ss)Day_of_YearAOD_1640nmAOD_1020nmAOD_870nmAOD_865nmAOD_779nmAOD_675nmAOD_667nm...N[440-675_Angstrom_Exponent]N[500-870_Angstrom_Exponent]N[340-440_Angstrom_Exponent]N[440-675_Angstrom_Exponent[Polar]]Data_Quality_LevelAERONET_Instrument_NumberAERONET_Site_NameSite_Latitude(Degrees)Site_Longitude(Degrees)Site_Elevation(m)<br>
Date(dd:mm:yyyy)
01:04:2024Ispra12:00:0092.0NaN0.028475NaN0.0327100.037243NaN0.044472...15.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
02:04:2024Ispra12:00:0093.0NaN0.022968NaN0.0266150.029999NaN0.034433...118.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
03:04:2024Ispra12:00:0094.0NaN0.042963NaN0.0489360.055226NaN0.062700...7.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
04:04:2024Ispra12:00:0095.0NaN0.100698NaN0.1080970.115477NaN0.126420...15.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
06:04:2024Ispra12:00:0097.0NaN0.105120NaN0.1115530.116818NaN0.125141...35.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
08:04:2024Ispra12:00:0099.0NaN0.437224NaN0.4652170.483766NaN0.508926...65.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
11:04:2024Ispra12:00:00102.0NaN0.145856NaN0.1575260.165570NaN0.175151...141.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
12:04:2024Ispra12:00:00103.0NaN0.141392NaN0.1531150.160947NaN0.169305...118.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
13:04:2024Ispra12:00:00104.0NaN0.070215NaN0.0748970.077876NaN0.078143...39.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
14:04:2024Ispra12:00:00105.0NaN0.047803NaN0.0556530.061611NaN0.067323...119.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
15:04:2024Ispra12:00:00106.0NaN0.179134NaN0.1998880.216441NaN0.242668...53.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
16:04:2024Ispra12:00:00107.0NaN0.024000NaN0.0285810.032175NaN0.035005...103.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
17:04:2024Ispra12:00:00108.0NaN0.016077NaN0.0202540.023197NaN0.025869...96.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
19:04:2024Ispra12:00:00110.0NaN0.028700NaN0.0334540.037154NaN0.041415...111.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
20:04:2024Ispra12:00:00111.0NaN0.016966NaN0.0211550.024569NaN0.028772...161.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
24:04:2024Ispra12:00:00115.0NaN0.029825NaN0.0356700.040456NaN0.047446...18.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
25:04:2024Ispra12:00:00116.0NaN0.035504NaN0.0485080.059609NaN0.077828...62.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
29:04:2024Ispra12:00:00120.0NaN0.187442NaN0.1988170.207366NaN0.219637...26.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
30:04:2024Ispra12:00:00121.0NaN0.274391NaN0.2885170.298562NaN0.312296...22.00.00.00.0lev151006.0Ispra45.803058.6267235.000000<br>
NaN</body></html>NaNNaNNaNNaNNaNNaNNaNNaNNaN...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
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20 rows × 81 columns

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" ], "text/plain": [ " AERONET_Site Time(hh:mm:ss) Day_of_Year AOD_1640nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 Ispra 12:00:00 92.0 NaN \n", "02:04:2024 Ispra 12:00:00 93.0 NaN \n", "03:04:2024 Ispra 12:00:00 94.0 NaN \n", "04:04:2024 Ispra 12:00:00 95.0 NaN \n", "06:04:2024 Ispra 12:00:00 97.0 NaN \n", "08:04:2024 Ispra 12:00:00 99.0 NaN \n", "11:04:2024 Ispra 12:00:00 102.0 NaN \n", "12:04:2024 Ispra 12:00:00 103.0 NaN \n", "13:04:2024 Ispra 12:00:00 104.0 NaN \n", "14:04:2024 Ispra 12:00:00 105.0 NaN \n", "15:04:2024 Ispra 12:00:00 106.0 NaN \n", "16:04:2024 Ispra 12:00:00 107.0 NaN \n", "17:04:2024 Ispra 12:00:00 108.0 NaN \n", "19:04:2024 Ispra 12:00:00 110.0 NaN \n", "20:04:2024 Ispra 12:00:00 111.0 NaN \n", "24:04:2024 Ispra 12:00:00 115.0 NaN \n", "25:04:2024 Ispra 12:00:00 116.0 NaN \n", "29:04:2024 Ispra 12:00:00 120.0 NaN \n", "30:04:2024 Ispra 12:00:00 121.0 NaN \n", "NaN NaN NaN NaN \n", "\n", " AOD_1020nm AOD_870nm AOD_865nm AOD_779nm AOD_675nm \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.028475 NaN 0.032710 0.037243 NaN \n", "02:04:2024 0.022968 NaN 0.026615 0.029999 NaN \n", "03:04:2024 0.042963 NaN 0.048936 0.055226 NaN \n", "04:04:2024 0.100698 NaN 0.108097 0.115477 NaN \n", "06:04:2024 0.105120 NaN 0.111553 0.116818 NaN \n", "08:04:2024 0.437224 NaN 0.465217 0.483766 NaN \n", "11:04:2024 0.145856 NaN 0.157526 0.165570 NaN \n", "12:04:2024 0.141392 NaN 0.153115 0.160947 NaN \n", "13:04:2024 0.070215 NaN 0.074897 0.077876 NaN \n", "14:04:2024 0.047803 NaN 0.055653 0.061611 NaN \n", "15:04:2024 0.179134 NaN 0.199888 0.216441 NaN \n", "16:04:2024 0.024000 NaN 0.028581 0.032175 NaN \n", "17:04:2024 0.016077 NaN 0.020254 0.023197 NaN \n", "19:04:2024 0.028700 NaN 0.033454 0.037154 NaN \n", "20:04:2024 0.016966 NaN 0.021155 0.024569 NaN \n", "24:04:2024 0.029825 NaN 0.035670 0.040456 NaN \n", "25:04:2024 0.035504 NaN 0.048508 0.059609 NaN \n", "29:04:2024 0.187442 NaN 0.198817 0.207366 NaN \n", "30:04:2024 0.274391 NaN 0.288517 0.298562 NaN \n", "NaN NaN NaN NaN NaN NaN \n", "\n", " AOD_667nm ... N[440-675_Angstrom_Exponent] \\\n", "Date(dd:mm:yyyy) ... \n", "01:04:2024 0.044472 ... 15.0 \n", "02:04:2024 0.034433 ... 118.0 \n", "03:04:2024 0.062700 ... 7.0 \n", "04:04:2024 0.126420 ... 15.0 \n", "06:04:2024 0.125141 ... 35.0 \n", "08:04:2024 0.508926 ... 65.0 \n", "11:04:2024 0.175151 ... 141.0 \n", "12:04:2024 0.169305 ... 118.0 \n", "13:04:2024 0.078143 ... 39.0 \n", "14:04:2024 0.067323 ... 119.0 \n", "15:04:2024 0.242668 ... 53.0 \n", "16:04:2024 0.035005 ... 103.0 \n", "17:04:2024 0.025869 ... 96.0 \n", "19:04:2024 0.041415 ... 111.0 \n", "20:04:2024 0.028772 ... 161.0 \n", "24:04:2024 0.047446 ... 18.0 \n", "25:04:2024 0.077828 ... 62.0 \n", "29:04:2024 0.219637 ... 26.0 \n", "30:04:2024 0.312296 ... 22.0 \n", "NaN NaN ... NaN \n", "\n", " N[500-870_Angstrom_Exponent] N[340-440_Angstrom_Exponent] \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.0 0.0 \n", "02:04:2024 0.0 0.0 \n", "03:04:2024 0.0 0.0 \n", "04:04:2024 0.0 0.0 \n", "06:04:2024 0.0 0.0 \n", "08:04:2024 0.0 0.0 \n", "11:04:2024 0.0 0.0 \n", "12:04:2024 0.0 0.0 \n", "13:04:2024 0.0 0.0 \n", "14:04:2024 0.0 0.0 \n", "15:04:2024 0.0 0.0 \n", "16:04:2024 0.0 0.0 \n", "17:04:2024 0.0 0.0 \n", "19:04:2024 0.0 0.0 \n", "20:04:2024 0.0 0.0 \n", "24:04:2024 0.0 0.0 \n", "25:04:2024 0.0 0.0 \n", "29:04:2024 0.0 0.0 \n", "30:04:2024 0.0 0.0 \n", "NaN NaN NaN \n", "\n", " N[440-675_Angstrom_Exponent[Polar]] Data_Quality_Level \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 0.0 lev15 \n", "02:04:2024 0.0 lev15 \n", "03:04:2024 0.0 lev15 \n", "04:04:2024 0.0 lev15 \n", "06:04:2024 0.0 lev15 \n", "08:04:2024 0.0 lev15 \n", "11:04:2024 0.0 lev15 \n", "12:04:2024 0.0 lev15 \n", "13:04:2024 0.0 lev15 \n", "14:04:2024 0.0 lev15 \n", "15:04:2024 0.0 lev15 \n", "16:04:2024 0.0 lev15 \n", "17:04:2024 0.0 lev15 \n", "19:04:2024 0.0 lev15 \n", "20:04:2024 0.0 lev15 \n", "24:04:2024 0.0 lev15 \n", "25:04:2024 0.0 lev15 \n", "29:04:2024 0.0 lev15 \n", "30:04:2024 0.0 lev15 \n", "NaN NaN NaN \n", "\n", " AERONET_Instrument_Number AERONET_Site_Name \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 1006.0 Ispra \n", "02:04:2024 1006.0 Ispra \n", "03:04:2024 1006.0 Ispra \n", "04:04:2024 1006.0 Ispra \n", "06:04:2024 1006.0 Ispra \n", "08:04:2024 1006.0 Ispra \n", "11:04:2024 1006.0 Ispra \n", "12:04:2024 1006.0 Ispra \n", "13:04:2024 1006.0 Ispra \n", "14:04:2024 1006.0 Ispra \n", "15:04:2024 1006.0 Ispra \n", "16:04:2024 1006.0 Ispra \n", "17:04:2024 1006.0 Ispra \n", "19:04:2024 1006.0 Ispra \n", "20:04:2024 1006.0 Ispra \n", "24:04:2024 1006.0 Ispra \n", "25:04:2024 1006.0 Ispra \n", "29:04:2024 1006.0 Ispra \n", "30:04:2024 1006.0 Ispra \n", "NaN NaN NaN \n", "\n", " Site_Latitude(Degrees) Site_Longitude(Degrees) \\\n", "Date(dd:mm:yyyy) \n", "01:04:2024 45.80305 8.6267 \n", "02:04:2024 45.80305 8.6267 \n", "03:04:2024 45.80305 8.6267 \n", "04:04:2024 45.80305 8.6267 \n", "06:04:2024 45.80305 8.6267 \n", "08:04:2024 45.80305 8.6267 \n", "11:04:2024 45.80305 8.6267 \n", "12:04:2024 45.80305 8.6267 \n", "13:04:2024 45.80305 8.6267 \n", "14:04:2024 45.80305 8.6267 \n", "15:04:2024 45.80305 8.6267 \n", "16:04:2024 45.80305 8.6267 \n", "17:04:2024 45.80305 8.6267 \n", "19:04:2024 45.80305 8.6267 \n", "20:04:2024 45.80305 8.6267 \n", "24:04:2024 45.80305 8.6267 \n", "25:04:2024 45.80305 8.6267 \n", "29:04:2024 45.80305 8.6267 \n", "30:04:2024 45.80305 8.6267 \n", "NaN NaN NaN \n", "\n", " Site_Elevation(m)
\n", "Date(dd:mm:yyyy) \n", "01:04:2024 235.000000
\n", "02:04:2024 235.000000
\n", "03:04:2024 235.000000
\n", "04:04:2024 235.000000
\n", "06:04:2024 235.000000
\n", "08:04:2024 235.000000
\n", "11:04:2024 235.000000
\n", "12:04:2024 235.000000
\n", "13:04:2024 235.000000
\n", "14:04:2024 235.000000
\n", "15:04:2024 235.000000
\n", "16:04:2024 235.000000
\n", "17:04:2024 235.000000
\n", "19:04:2024 235.000000
\n", "20:04:2024 235.000000
\n", "24:04:2024 235.000000
\n", "25:04:2024 235.000000
\n", "29:04:2024 235.000000
\n", "30:04:2024 235.000000
\n", "NaN NaN \n", "\n", "[20 rows x 81 columns]" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_ispra = pd.read_table('../../eodata/2_observations/aeronet/202404_ispra_aod15_20.txt', delimiter=',', header=[7], index_col=1)\n", "df_ispra = df_ispra.replace(-999.0, np.nan)\n", "df_ispra" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And now, let us use again the plotting code from above and visualize the daily aggregated Aerosol Optical Depth information for Ispra in April 2024. Additionally to the AOD values as line plot, we add the `440-870_Angstrom_Exponent` column as bar plot. You see, that Ispra has elevated AOD measurements as well on 8th and 15th April 2024, however the Ispra region was not as affected by dust as the station in Palma de Mallorca." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Initiate a matplotlib figure\n", "fig = plt.figure(figsize=(20,10))\n", "ax=plt.axes()\n", "\n", "# Select pandas dataframe columns and define a line plot and bar plot\n", "df_ispra.filter(['AOD_1020nm', \n", " 'AOD_667nm', \n", " 'AOD_560nm',\n", " 'AOD_400nm', \n", " 'AOD_400nm'][:-1]).plot(ax=ax,\n", " style='o-')\n", "\n", "df_ispra['440-870_Angstrom_Exponent'][:-1].plot(kind='bar', color='lightgrey')\n", "\n", "# Set title and axes lable information\n", "plt.title('\\nDaily aggregated Aerosol Optical Depth Level 1.5 data for April 2024- Ispra, Italy', fontsize=20, pad=20)\n", "plt.ylabel('Aerosol Optical Depth\\n', fontsize=16)\n", "plt.xlabel('\\nDay', fontsize=16)\n", "\n", "# Format the axes ticks\n", "plt.xticks(fontsize=14)\n", "plt.yticks(fontsize=14)\n", "\n", "# Add additionally a legend and grid to the plot\n", "plt.legend(fontsize=14,loc=0)\n", "plt.grid()" ] } ], "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 }