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Two-Dimensional Direction-of-Arrival Estimation of Noncircular Signals in Coprime Planar Array with High Degree of Freedom

机译:高度自由度的共同平面阵列非晕芯的二维估计

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摘要

In estimating the two-dimensional (2D) direction-of-arrival (DOA) using a coprime planar array, there are problems of the limited degree of freedom (DOF) and high complexity caused by the spectral peak search. We utilize the time-domain characteristics of signals and present a high DOF algorithm with low complexity based on the noncircular signals. The paper first analyzes the covariance matrix and ellipse covariance matrix of the received signals, vectorizes these matrices, and then constructs the received data of a virtual uniform rectangular array (URA). 2D spatial smoothing processing is applied to calculate the covariance of the virtual URA. Finally, the paper presents an algorithm using 2D multiple signal classification and an improved algorithm using unitary estimating signal parameters via rotational invariance techniques, where the latter solves the closed-formsolutions of DOAs replacing the spectral peak search to reduce the complexity. The simulation experiments demonstrate that the proposed algorithms obtain the high DOF and enable to estimate the underdetermined signals. Furthermore, both two proposed algorithms can acquire the high accuracy.
机译:在使用协调平面阵列估计二维(2D)方向(DOA)时,存在有限程度的自由度(DOF)和由光谱峰值搜索引起的高复杂性问题。我们利用信号的时域特性,并呈现基于非圆形信号的低复杂度的高DOF算法。本文首先分析所接收信号的协方差矩阵和椭圆协方差矩阵,将这些矩阵中的矢量化,然后构造虚拟均匀矩形阵列(URA)的接收数据。 2D空间平滑处理应用于计算虚拟URA的协方差。最后,本文通过旋转不变性技术使用酉估计信号参数使用2D多信号分类和改进算法的算法,其中后者求解DOA的闭合粒子,替换光谱峰值搜索以降低复杂性。模拟实验表明,所提出的算法获得高DOF并使能估计未确定的信号。此外,两个提议的算法都可以获得高精度。

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  • 来源
    《Mathematical Problems in Engineering》 |2019年第1期|3078376.1-3078376.10|共10页
  • 作者单位

    Natl Digital Syst Engn & Technol Res R&D Ctr Zhengzhou 450001 Henan Peoples R China;

    Natl Digital Syst Engn & Technol Res R&D Ctr Zhengzhou 450001 Henan Peoples R China;

    Natl Digital Syst Engn & Technol Res R&D Ctr Zhengzhou 450001 Henan Peoples R China;

    Natl Digital Syst Engn & Technol Res R&D Ctr Zhengzhou 450001 Henan Peoples R China;

    Natl Digital Syst Engn & Technol Res R&D Ctr Zhengzhou 450001 Henan Peoples R China;

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