空时阵列联合到达频率和方向估计

Achanna Anil Kumar, S. G. Razul, M. Chandra, C. See, P. Balamuralidhar
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引用次数: 10

摘要

本文考虑了多源联合频率估计和多方位估计问题。我们假设一个简单的均匀线性阵列(ULA),并建议在每个传感器上采用多延迟通道网络,这可以通过以略高的速率采样来轻松实现。通过结合ULA和延迟网络的输出,我们证明了流形矩阵类似于均匀矩形阵列的矩阵,因此我们适当地将这种阵列称为时空阵列。进一步,提出了基于旋转不变性技术(ESPRIT)的时空(ST)-欧拉-ESPRIT算法进行参数估计。ST-Euler-ESPRIT,类似于众所周知的一元esprit提供自动配对频率和它们的doa。我们进一步证明,对于M元ULA和N-1延迟信道,使用所提出的方法可以估计O(MN)个频率及其doa。通过仿真验证了ST-Euler-ESPRIT算法的性能,在噪声条件下,ST-Euler-ESPRIT算法的性能始终优于一元esprit算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Joint frequency and direction of arrival estimation with space-time array
Joint frequency and DOA estimation of more sources than the number of sensors is considered in this paper. We assume a simple uniform linear array (ULA) and propose to employ a multiple delay channel network at every sensor, which can easily be realized by sampling at a slightly higher rate. By combining the outputs of the ULA and the delay network, we show that the manifold matrix is analogous to that of a uniform rectangular array, and hence we appropriately refer to this array as the space-time array. Further, estimation of parameters via the rotational invariance technique (ESPRIT) based algorithm referred to as space-time (ST)-Euler-ESPRIT is proposed. ST-Euler-ESPRIT, similar to well known unitary-ESPRIT provides automatically paired frequencies and their DOAs. We further show that with the proposed approach for a M element ULA and with N-1 delay channel, O(MN) frequencies and their DOAs can be estimated. The performance of ST-Euler-ESPRIT is verified by simulations, where it shows consistently better performance than the unitary-ESPRIT algorithm under noisy conditions.
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