Multi-Channel Signal Denoising Method Based on Optimized MVMD Combined with Subspace Projection

To address the issue of noise interference in multichannel signals, which hinders the accurate extraction and transmission of valid information, this paper proposes a novel multichannel signal denoising algorithm. The algorithmleverages two key techniques: multivariate variational mode decomposition (MVMD) and subspace projection. First, we improve the MVMD using the Snake Herd Optimization (SO) algorithm, which is then applied to decompose the original signal into individual modal components. Subsequently, we compute the correlation coefficients between each modal component and the original signal, and select the components based on the magnitude of these coefficients. Finally, theselected modal components undergo further signal enhancement through the subspace projection method, and the modes are reconstructed to complete the denoising process. The effectiveness of the proposed method is verified through comparison with other methods. When applied to real-world localization problems, this method can provide higher localization accuracy.

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Publication Details

Published
2024-10-25
DOI
https://doi.org/10.1109/icemce64157.2024.10862111
Primary Topic
Advanced Algorithms and Applications
Type
article
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article

Multi-Channel Signal Denoising Method Based on Optimized MVMD Combined with Subspace Projection

Jianghong Wang, Man Jiang, Ziyan Gao, Daqing Wang
Advanced Algorithms and Applications
article

Multi-Channel Signal Denoising Method Based on Optimized MVMD Combined with Subspace Projection

Jianghong Wang, Man Jiang, Ziyan Gao, Daqing Wang
article en

Abstract

To address the issue of noise interference in multichannel signals, which hinders the accurate extraction and transmission of valid information, this paper proposes a novel multichannel signal denoising algorithm. The algorithmleverages two key techniques: multivariate variational mode decomposition (MVMD) and subspace projection. First, we improve the MVMD using the Snake Herd Optimization (SO) algorithm, which is then applied to decompose the original signal into individual modal components. Subsequently, we compute the correlation coefficients between each modal component and the original signal, and select the components based on the magnitude of these coefficients. Finally, theselected modal components undergo further signal enhancement through the subspace projection method, and the modes are reconstructed to complete the denoising process. The effectiveness of the proposed method is verified through comparison with other methods. When applied to real-world localization problems, this method can provide higher localization accuracy.

Anhui Jianzhu University (CN), Northeast Agricultural University (CN), Chinese Academy of Sciences (CN), Hefei Institutes of Physical Science (CN)
Openalex Percentile: Top 67%
Advanced Algorithms and Applications
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