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Generalized Coprime Array Configurations for Direction-of-Arrival Estimation

机译:用于到达方向估计的通用共质数阵列配置

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摘要

A coprime array uses two uniform linear subarrays to construct an effective difference coarray with certain desirable characteristics, such as a high number of degrees-of-freedom for direction-of-arrival (DOA) estimation. In this paper, we generalize the coprime array concept with two operations. The first operation is through the compression of the inter-element spacing of one subarray and the resulting structure treats the existing variations of coprime array configurations as well as the nested array structure as its special cases. The second operation exploits two displaced subarrays, and the resulting coprime array structure allows the minimum inter-element spacing to be much larger than the typical half-wavelength requirement, making them useful in applications where a small interelement spacing is infeasible. The performance of the generalized coarray structures is evaluated using their difference coarray equivalence. In particular, we derive the analytical expressions for the coarray aperture, the achievable number of unique lags, and the maximum number of consecutive lags for quantitative evaluation, comparison, and design of coprime arrays. The usefulness of these results is demonstrated using examples applied for DOA estimations utilizing both subspace-based and sparse signal reconstruction techniques.
机译:互质数组使用两个统一的线性子数组来构造具有某些所需特征(例如,大量的自由度用于到达方向(DOA)估计)的有效差分共数组。在本文中,我们通过两个操作概括了互素数组的概念。第一个操作是通过压缩一个子数组的元素间距,然后将所得的结构将辅素数组配置以及嵌套数组结构的现有变化作为其特例。第二种操作利用了两个移位的子阵列,并且产生的共质数阵列结构允许最小的元素间间隔远大于典型的半波长要求,从而使其在无法实现小的元素间间隔的应用中很有用。使用它们的差异协同阵列等效性来评估广义协同阵列结构的性能。特别是,我们导出了辅助阵列孔径,可实现的唯一滞后数量以及连续滞后的最大数量的解析表达式,用于定量评估,比较和设计互质阵列。通过使用基于子空间和稀疏信号重构技术的DOA估计示例,可以证明这些结果的实用性。

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