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Closed-form 2-D angle estimation with rectangular arrays in element space or beamspace via unitary ESPRIT

机译:通过单元ESPRIT在单元空间或波束空间中使用矩形阵列的闭合形式二维角度估计

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The UCA-ESPRIT is a closed-form algorithm developed for use in conjunction with a uniform circular array (UCA) that provides automatically paired source azimuth and elevation angle estimates. The 2-D unitary ESPRIT is presented as an algorithm providing the same capabilities for a uniform rectangular array (URA). In the final stage of the algorithm, the real and imaginary parts of the ith eigenvalue of a matrix are one-to-one related to the respective direction cosines of the ith source relative to the two major array axes. The 2-D unitary ESPRIT offers a number of advantages over other proposed ESPRIT based closed-form 2-D angle estimation techniques. First, except for the final eigenvalue decomposition of a dimension equal to the number of sources, it is efficiently formulated in terms of real-valued computation throughout. Second, it is amenable to efficient beamspace implementations that are presented. Third, it is applicable to array configurations that do not exhibit identical subarrays, e.g., two orthogonal linear arrays. Finally, the 2-D unitary ESPRIT easily handles sources having one member of the spatial frequency coordinate pair in common. Simulation results are presented verifying the efficacy of the method.
机译:UCA-ESPRIT是一种封闭形式的算法,旨在与统一圆形阵列(UCA)结合使用,该阵列可自动提供成对的源方位角和仰角估算值。二维单一式ESPRIT是一种算法,可为均匀矩形阵列(URA)提供相同的功能。在算法的最后阶段,矩阵第i个特征值的实部和虚部与第i个源相对于两个主数组轴的相应方向余弦一一对应。与其他建议的基于ESPRIT的封闭式2-D角度估计技术相比,二维unit式ESPRIT具有许多优势。首先,除了最终特征值分解的维数等于源数量之外,它始终根据实值计算有效地制定。其次,它适合所提出的有效波束空间实现。第三,它适用于不具有相同子阵列的阵列配置,例如,两个正交线性阵列。最后,二维单一ESPRIT可以轻松处理具有共同的空间频率坐标对成员的信号源。仿真结果表明了该方法的有效性。

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