基于稀疏重构的高精度宽带DOA估计方法

    High-precision Broadband DOA Estimation Method Based on Sparse Reconstruction

    • 摘要: 波达角(DOA)估计作为阵列信号处理的关键技术,在雷达探测、无线通信和声呐感知等领域具有重要应用。传统DOA估计方法包括基于参数模型、空间滤波和子空间类方法,通过不同方式实现信号方向的高精度估计。针对宽带信号的DOA估计问题,提出了一种基于稀疏重构的高精度估计方法。该方法通过构建宽带信号的阵列系统接收模型,挖掘信号的空域稀疏特性,将DOA估计问题转化为稀疏优化问题。针对不同频率信号,构建了不同的字典矩阵,并通过迭代算法求解,实现了宽带信号的DOA估计。仿真结果表明,文中方法在不同信噪比、天线数量、信号带宽和快拍数条件下,均优于现有算法,尤其在宽带特性方面表现突出。

       

      Abstract: Direction of Arrival (DOA) estimation is a key technique in the field of array signal processing and has significant applications in radar detection, wireless communication, and sonar perception. Traditional DOA estimation methods include parametric model-based, spatial filtering, and subspace-based approaches, each achieving high-precision DOA estimation through different means. This paper addresses the issue of DOA estimation for broadband signals by proposing a high-precision estimation method based on sparse reconstruction. The method constructs a reception model for broadband signals in an array system, exploits the sparsity characteristics of the signals in the spatial domain, and formulates the DOA estimation problem as a sparse optimization problem. Different dictionary matrices are constructed for signals at various frequencies, and an iterative algorithm is employed to solve the problem, achieving DOA estimation for broadband signals. Simulation results demonstrate that the proposed method outperforms existing algorithms under various signal-to-noise ratios, numbers of antennas, signal bandwidths, and snapshot counts, showing particularly prominent broadband characteristics.

       

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