基于二维混合稀疏阵列的多普勒分部多输入多输出雷达的高分辨率点云成像技术

Jieru Ding;Xinghui Wu;Min Wang;Steven Gao
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引用次数: 0

摘要

汽车雷达点云成像在高级驾驶辅助系统(ADAS)中发挥着重要作用,大多数车载雷达通过时分复用多输入多输出(TDM-MIMO)技术提高了角度分辨率。然而,TDM-MIMO 雷达的性能受到传输能量损失、严重的多普勒模糊性和开关延迟引起的耦合相位的严重影响。本文提出了一种基于多普勒分割乘法存取(DDMA)MIMO雷达的四维点云成像方法,并利用稀疏阵列来平衡多普勒模糊性和角度分辨率之间的矛盾。首先,设计了一种二维混合稀疏阵列,发射阵列和接收阵列均为稀疏线性阵列(SLA),可在一定程度上缓解多普勒模糊性。面对混合稀疏快照矩阵直接导致信噪比(SNR)下降的问题,我们提出了基于矩阵因式分解(JLSMF)的低秩和稀疏联合算法,以获得均匀的快照矩阵和稀疏的散射点位置。与前人成果相比,该算法具有性能更好、计算复杂度更低、恢复误差更小等优点。最后,仿真实验验证了所提算法的有效性。此外,所提出的算法在其他领域,如反合成孔径雷达(ISAR)、磁共振成像等方面也有很大的参考价值。
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High-Resolution Point-Cloud Imaging With Doppler Division MIMO Radar Based on the 2-D Hybrid Sparse Array
Automotive radar point-cloud imaging plays an important role in advanced driver assistant systems (ADASs), and most vehicle-mounted radars improve the angular resolution by the time-division multiplexing multiple-input and multiple-output (TDM-MIMO). However, the performance of TDM-MIMO radar suffers seriously from the transmitted energy loss, serious Doppler ambiguity, and the coupling phase induced by the switching delay. In this article, we have proposed a 4-D point-cloud imaging method based on the Doppler division multiplier access (DDMA) MIMO radar and have used the sparse array to balance the contradiction between the Doppler ambiguity and the angle resolution. First, a 2-D hybrid sparse array, both the transmitted array and the received array being sparse linear array (SLA), is designed to mitigate the Doppler ambiguity to a certain extent. Sequentially, targets’ locations in space are been focused by taking advantage of the low rankness of the snapshot matrix, and accordingly, facing the problem of decreased signal-to-noise ratio (SNR) directly by the hybrid sparse snapshot matrix, we have proposed jointly low rankness and sparsity based on the matrix factorization (JLSMF) algorithm to obtain the uniform snapshot matrix and the sparse locations of scattering points. Compared with previous achievements, the proposed algorithm has a better performance, lower computation complexity, smaller recovery error, and so on. Finally, simulation experiments have validated the effectiveness of the proposed algorithm. Besides, the proposed algorithm has great reference value in other fields, such as inverse synthetic aperture radar (ISAR), magnetic resonance imaging, and so on.
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