An Algorithm for Identifying Pollution Sources with Non-Linear Measurement Operators

The problem of atmospheric emission source identification from remote sensing data is considered. An algorithm for the problem solution based on a three-dimensional model of atmospheric pollutant transport and a nonlinear measurement model represented as a “differentiable black box” is suggested. The algorithm includes sensitivity operators and ensembles of solutions of adjoint equations. It was tested for a realistic scenario for identifying soot sources for the Baikal region with synthetic satellite Terra/MODIS measurements and showed its efficiency. Additionally, the measurement data decomposition modification of the algorithm is suggested, which reduces the relative error of retrieving the source function by 12% compared to the version without decomposition. The results can be used in the development of remote sensing data processing systems.

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Publication Details

Journal
Atmospheric and Oceanic Optics
Published
2025-12-01
DOI
https://doi.org/10.1134/s1024856025701003
Primary Topic
Advanced Computational Techniques in Science and Engineering
Type
article
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article

An Algorithm for Identifying Pollution Sources with Non-Linear Measurement Operators

A. V. Penenko, M. K. Emelyanov, E. V. Rusin
Atmospheric and Oceanic Optics
Advanced Computational Techniques in Science and Engineering
article

An Algorithm for Identifying Pollution Sources with Non-Linear Measurement Operators

A. V. Penenko, M. K. Emelyanov, E. V. Rusin
article en

Abstract

The problem of atmospheric emission source identification from remote sensing data is considered. An algorithm for the problem solution based on a three-dimensional model of atmospheric pollutant transport and a nonlinear measurement model represented as a “differentiable black box” is suggested. The algorithm includes sensitivity operators and ensembles of solutions of adjoint equations. It was tested for a realistic scenario for identifying soot sources for the Baikal region with synthetic satellite Terra/MODIS measurements and showed its efficiency. Additionally, the measurement data decomposition modification of the algorithm is suggested, which reduces the relative error of retrieving the source function by 12% compared to the version without decomposition. The results can be used in the development of remote sensing data processing systems.

Atmospheric and Oceanic OpticsVol. 38(6)
Yugra State University (RU), Institute of Computational Mathematics and Mathematical Geophysics (RU)
Climate action
Openalex Percentile: Top 12%
Advanced Computational Techniques in Science and Engineering
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