A Fast Source Reconstruction Approach with Far-field Data Inversion

A fast source reconstruction method based on far-field data inversion is proposed in this paper. The matrix equation of the far-field and the source field distribution is established by the surface integral method. The source field distribution of can be obtained by solving the matrix equation. The conversion of the far-field to the spherical coordinate system eliminates the r-direction far-field component and reduces the correlation of the coefficient matrix. The inversion of the field distribution with large field magnitude narrows the solution scope and improves the solution accuracy. Patch antenna is simulated to validate the proposed method. The method can provide valuable insights for antenna and radome defect diagnosis.

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Publication Details

Published
2024-09-22
DOI
https://doi.org/10.1109/apcap62011.2024.10881628
Primary Topic
Seismic Imaging and Inversion Techniques
Type
article
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A Fast Source Reconstruction Approach with Far-field Data Inversion

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Seismic Imaging and Inversion Techniques
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A Fast Source Reconstruction Approach with Far-field Data Inversion

Zhiping Li, Chunyun Li, Yongjun Xie, Peiyu Wu, Peijia, Kepang
article en

Abstract

A fast source reconstruction method based on far-field data inversion is proposed in this paper. The matrix equation of the far-field and the source field distribution is established by the surface integral method. The source field distribution of can be obtained by solving the matrix equation. The conversion of the far-field to the spherical coordinate system eliminates the r-direction far-field component and reduces the correlation of the coefficient matrix. The inversion of the field distribution with large field magnitude narrows the solution scope and improves the solution accuracy. Patch antenna is simulated to validate the proposed method. The method can provide valuable insights for antenna and radome defect diagnosis.

Beihang University (CN)
Openalex Percentile: Top 74%
Seismic Imaging and Inversion Techniques
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