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Improved two-dimensional DOA estimation using parallel coprime arrays

机译:使用并行互质数组改进的二维DOA估计

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摘要

The conventional coprime array consists of two uniform linear subarrays to construct an effective difference coarray with desirable characteristics. Such linear coprime arrays only provide one-dimensional (1-D) direction-of-arrival (DOA) estimation. In this paper, we propose a novel coprime array configuration with parallel subarrays, along with an effective method for two-dimensional (2-D) DOA estimation. The 2-D DOA estimation problem is cast as two separate 1-D problems for reduced complexity and is solved using one of the two mechanisms based on the number of sensors and that of sources. When there are less sources than the number of sensors, subspace-based and rank-reduction estimation (RARE) techniques are sequentially applied to the physical array output. On the other hand, when the number of sources is equal to or larger than that of sensors, a virtual difference coarray is formed and group sparse reconstruction and least squares operations are then applied. In both scenarios, the proposed methods automatically pair the corresponding azimuth and elevation angles. The proposed methods resolve up to MN sources using 2M + N - 1 sensors, which are the same as in the 1-D DOA estimation using conventional coprime arrays. Simulations results are presented delineating both the accuracy and resolution capability of the proposed method.
机译:常规的共质素阵列由两个均匀的线性子阵列组成,以构建具有所需特性的有效差分共阵列。这样的线性共质数阵列仅提供一维(1-D)到达方向(DOA)估计。在本文中,我们提出了一种具有并行子阵列的新型共质数阵列配置,以及一种有效的二维(2-D)DOA估计方法。 2-D DOA估计问题被转换为两个单独的1-D问题,以降低复杂度,并使用两种机制之一根据传感器数量和光源数量解决了这一问题。当源少于传感器的数量时,将基于子空间和秩减少估计(RARE)技术顺序应用于物理阵列输出。另一方面,当源的数量等于或大于传感器的数量时,形成虚拟差分共阵列,然后应用组稀疏重构和最小二乘运算。在两种情况下,建议的方法都会自动将相应的方位角和仰角配对。所提出的方法使用2M + N-1传感器最多可解析MN源,这与使用常规共质数阵列的一维DOA估计相同。仿真结果表明了该方法的准确性和分辨能力。

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