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Model-Driven and Data-Driven Inversion in Geophysical Exploration

delete2026-01-01
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PRE
AI
W
Wang, Y. F. *
B
Bai, Z. J.
W
Wang, Y. C.
L
Lukyanenko, D.
DOI:10.1134/S0965542525701805delete
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Abstract

Abstract

En 中文
Geophysical inversion is the process of inferring subsurface medium properties and structures from surface-observed data, widely applied in fields such as resource and energy exploration, geological surveys, and environmental monitoring. Traditional geophysical inversion relies on mathematical-physical modeling and efficient numerical computations. However, due to the ill-posed nature of geophysical inverse problems and the complexity of subsurface media, purely model-driven computational approaches often suffer from non-uniqueness (multi-solution issues) and numerical instability. To address these challenges, data-driven methods leverage large volumes of observational data, employing statistical analysis and machine learning techniques to uncover hidden patterns within the data, thereby improving the stability and accuracy of inversion results. Artificial intelligence (AI) technologies are now extensively applied in geophysical image processing, reconstruction, and inversion, delivering more precise results for exploration and interpretation. This paper will discuss model-driven geophysical inversion, data-driven geophysical inversion, joint inversion, and AI-enhanced geophysics, supported by case study analyses, especially gravity-magnetic and electromagnetic inversion. We aim to achieve precise subsurface characterization by combining physical models, observational data, and domain knowledge through intelligent computing technologies.
Keywords:
geophysical inverse problem
model-driven
data-driven
artificial intelligence

Journal

C
Computational Mathematics and Mathematical Physics
IF:
0
Papers:
86
Citations:
0

Organization

U
university of chinese academy of sciences, cas
Scholars:
4.1W
Papers: 3.8W
Citations: 75
C
chinese academy of sciences
Scholars:
56.7W
Papers: 45.0W
Citations: 704
Cited Papers

Cited Papers

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errWang, Yan-Fei; Rong, Liang-Liang; Qiu, Long-Qing; Lukyanenko, D. V.; Yagola, A. G.
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Three‐dimensional inversion of full magnetic gradient tensor data based on hybrid regularization method
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errShuangxi Ji; Huai Zhang; Yanfei Wang; Liangliang Rong; Yaolin Shi; Yongshun Chen
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DL-RMD: a geophysically constrained electromagnetic resistivity model database (RMD) for deep learning (DL) applications
err2023-03-24
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errAsif, Muhammad Rizwan; Foged, Nikolaj; Bording, Thue; Larsen, Jakob Juul; Christiansen, Anders Vest
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