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A Unitary ESPRIT Scheme of Joint Angle Estimation for MOTS MIMO Radar

机译:MOTS MIMO雷达联合角度估计的统一ESPRIT方案

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摘要

The transmit array of multi-overlapped-transmit-subarray configured bistatic multiple-input multiple-output (MOTS MIMO) radar is partitioned into a number of overlapped subarrays, which is different from the traditional bistatic MIMO radar. In this paper, a new unitary ESPRIT scheme for joint estimation of the direction of departure (DOD) and the direction of arrival (DOA) for MOTS MIMO radar is proposed. In our method, each overlapped-transmit-subarray (OTS) with the identical effective aperture is regarded as a transmit element and the characteristics that the phase delays between the two OTSs is utilized. First, the measurements corresponding to all the OTSs are partitioned into two groups which have a rotational invariance relationship with each other. Then, the properties of centro-Hermitian matrices and real-valued rotational invariance factors are exploited to double the measurement samples and reduce computational complexity. Finally, the close-formed solution of automatically paired DOAs and DODs of targets is derived in a new manner. The proposed scheme provides increased estimation accuracy with the combination of inherent advantages of MOTS MIMO radar with unitary ESPRIT. Simulation results are presented to demonstrate the effectiveness and advantage of the proposed scheme.
机译:配置了多重叠发射子阵列的双基地多输入多输出(MOTS MIMO)雷达的发射阵列被划分为多个重叠子阵列,这与传统的双基地MIMO雷达不同。本文提出了一种用于联合估计MOTS MIMO雷达的出发方向(DOD)和到达方向(DOA)的统一ESPRIT方案。在我们的方法中,每个具有相同有效孔径的重叠发射子阵列(OTS)被视为发射元件,并且利用了两个OTS之间的相位延迟特性。首先,将与所有OTS相对应的测量结果划分为彼此具有旋转不变性关系的两组。然后,利用中心-Hermitian矩阵的性质和实值旋转不变性因子将测量样本加倍,并降低计算复杂度。最后,以一种新的方式推导了自动配对目标的DOA和DOD的紧密形式的解决方案。提出的方案结合了MOTS MIMO雷达与单一ESPRIT的固有优势,可以提高估计精度。仿真结果表明了该方案的有效性和优势。

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