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DOA Estimation Method for Vector Hydrophones Based on Sparse Bayesian Learning
by
Zhang, Guojun
, Wang, Peng
, Wang, Hongyan
, Bai, Yanping
, Zhang, Wendong
, Ren, Jing
, Xu, Ting
in
Accuracy
/ Algorithms
/ Analysis
/ compressed sensing
/ Convex analysis
/ Dictionaries
/ DOA estimation
/ Efficiency
/ Geospatial data
/ Optimization algorithms
/ Random variables
/ sparse Bayesian learning
/ Sparsity
/ vector hydrophone
/ Velocity
2024
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DOA Estimation Method for Vector Hydrophones Based on Sparse Bayesian Learning
by
Zhang, Guojun
, Wang, Peng
, Wang, Hongyan
, Bai, Yanping
, Zhang, Wendong
, Ren, Jing
, Xu, Ting
in
Accuracy
/ Algorithms
/ Analysis
/ compressed sensing
/ Convex analysis
/ Dictionaries
/ DOA estimation
/ Efficiency
/ Geospatial data
/ Optimization algorithms
/ Random variables
/ sparse Bayesian learning
/ Sparsity
/ vector hydrophone
/ Velocity
2024
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Do you wish to request the book?
DOA Estimation Method for Vector Hydrophones Based on Sparse Bayesian Learning
by
Zhang, Guojun
, Wang, Peng
, Wang, Hongyan
, Bai, Yanping
, Zhang, Wendong
, Ren, Jing
, Xu, Ting
in
Accuracy
/ Algorithms
/ Analysis
/ compressed sensing
/ Convex analysis
/ Dictionaries
/ DOA estimation
/ Efficiency
/ Geospatial data
/ Optimization algorithms
/ Random variables
/ sparse Bayesian learning
/ Sparsity
/ vector hydrophone
/ Velocity
2024
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DOA Estimation Method for Vector Hydrophones Based on Sparse Bayesian Learning
Journal Article
DOA Estimation Method for Vector Hydrophones Based on Sparse Bayesian Learning
2024
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Overview
Through extensive literature review, it has been found that sparse Bayesian learning (SBL) is mainly applied to traditional scalar hydrophones and is rarely applied to vector hydrophones. This article proposes a direction of arrival (DOA) estimation method for vector hydrophones based on SBL (Vector-SBL). Firstly, vector hydrophones capture both sound pressure and particle velocity, enabling the acquisition of multidimensional sound field information. Secondly, SBL accurately reconstructs the received vector signal, addressing challenges like low signal-to-noise ratio (SNR), limited snapshots, and coherent sources. Finally, precise DOA estimation is achieved for multiple sources without prior knowledge of their number. Simulation experiments have shown that compared with the OMP, MUSIC, and CBF algorithms, the proposed method exhibits higher DOA estimation accuracy under conditions of low SNR, small snapshots, multiple sources, and coherent sources. Furthermore, it demonstrates superior resolution when dealing with closely spaced signal sources.
Publisher
MDPI AG,MDPI
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