3-D Airborne EM Inversion Based on Multiscale Correlation in Shearlet Domain

Airborne electromagnetic (AEM) technology is an efficient geophysical exploration tool for investigating subsurface electrical structures. In recent years, 3-D inversion of AEM data has been developed rapidly, but it still faces challenges such as low resolution and computational efficiency. To solv...

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Bibliographic Details
Published in:IEEE transactions on geoscience and remote sensing 2024, Vol.62, p.1-12
Main Authors: Su, Yang, Wang, Luyuan, Yin, Changchun, Huang, Xianyang, Liu, Yunhe, Ren, Xiuyan, Zhang, Bo, Chand Baranwal, Vikas
Format: Article
Language:English
Subjects:
3-Dinversion
airborne electromagnetic (AEM)
Algorithms
Atmospheric modeling
Computational efficiency
Computational modeling
Computer applications
Computing time
Data models
Electromagnetics
Geophysical exploration
Information processing
Inversions
Mathematical models
multiscale inversion
Optimization
Regularization
Scale models
shearlet transform
Solid modeling
Spatial data
Spatial discrimination
Spatial resolution
Three-dimensional displays
Wavelet transforms
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Summary:Airborne electromagnetic (AEM) technology is an efficient geophysical exploration tool for investigating subsurface electrical structures. In recent years, 3-D inversion of AEM data has been developed rapidly, but it still faces challenges such as low resolution and computational efficiency. To solve these problems, we propose a multiscale shearlet-based regularization inversion algorithm by establishing the relationship between spatial resolution and shearlet coefficients in the inversion process. In the initial stage of inversion, the coarse grids and sparse measurement points data are used to recover the main subsurface structure. When the data misfit reaches a certain level, the previous results are used as the coarse scale model in the shearlet domain to recover the model with fine grids and dense measurements. By building this coarse-to-fine inversion scheme, we can well utilize the multiscale information in AEM data and effectively achieve high-resolution inversions. We demonstrate the effectiveness and practicality of our 3-D MS inversion algorithm using two synthetic examples and a field dataset from Norway. The numerical experiments show that our inversion method can effectively reduce the computational time and improve inversion resolution.
ISSN:0196-2892
1558-0644
DOI:10.1109/TGRS.2024.3491797