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A Multiple Measurement Vector Approach for DOA Estimation

机译:DOA估计多重测量矢量方法

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Background: Compressed Sensing (CS) is an emerging signal processing technique for signal acquisition and reconstruction which recently finds applications in array processing. Direction of Arrival (DOA) is a well-known problem in array signal processing which can be treated with methods based on compressed sensing. Methods: In this work, a novel algorithm has been developed based on sparse multiple measurement vector model (MMV) to estimate DOAs of far-field and narrowband sources in linear arrays scenarios. The proposed algorithm exploits singular value decomposition denoising to enhance the reconstruction process. Conclusion: Several simulations have been carried out to show the superior performance of proposed method in comparison to simultaneous orthogonal matching pursuit (S-OMP), l_(2,1) minimization and root-MUISC in both uniform linear array (ULA) and nonuniform linear array (NLA) scenarios.
机译:背景:压缩传感(CS)是用于信号采集和重建的新兴信号处理技术,最近在阵列处理中找到应用程序。 到达方向(DOA)是阵列信号处理中的一个众所周知的问题,其可以通过基于压缩感测的方法用方法处理。 方法:在这项工作中,基于稀疏多测量向量模型(MMV)开发了一种新颖的算法,以估算线性阵列场景中的远场和窄带源的DOA。 所提出的算法利用奇异值分解去噪,以增强重建过程。 结论:已经进行了几种模拟,以显示出与同时正交匹配追踪(S-OMP),L_(2,1)最小化和均匀的根 - MUISS比较的提出方法的卓越性能 线性阵列(NLA)方案。

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