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首页> 外文期刊>Eurasip Journal on Wireless Communications and Networking >MIMO radar clutter mitigation based on joint beamforming and joint domain localized processing
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MIMO radar clutter mitigation based on joint beamforming and joint domain localized processing

机译:基于联合波束成形和联合域局部化处理的MIMO雷达杂波抑制

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In this article, we propose a space–time adaptive processing scheme via a generalized sidelobe canceler (GSC) architecture for airborne multiple-input multiple-output (MIMO) radar. This scheme employs the waveforms extracted by the matched filter bank that is cascaded at the receive end and utilizes digital beamforming technique to synthesize a certain number of transmit–receive beams, therefore, the operation of target detection in clutter environment can be conducted in all the directions of the formed beams in parallel. The GSC architecture is derived to implement adaptive reduced-rank (RR) clutter mitigation in a localized angle-Doppler space based on a novel RR multistage Wiener filter algorithm. The number of iterative stages in this algorithm is automatically selected in terms of a rank decision methodology. Meanwhile, beamforming and beam selecting methods are provided for this scheme, aiming at adaptively suppressing the clutter in localized domain. This scheme reverses the unavailability of the PA-efficient joint domain localized algorithm for MIMO radar. Moreover, it adapts to MIMO radar with arbitrary transmit–receive array space ratio. Even better, the proposed scheme has lower computation complexity than the traditional sample matrix inversion algorithm. The simulation results show that the proposed algorithm provide a signal-to-interference-plus-noise ratio improvement than traditional algorithms.
机译:在本文中,我们通过机载多输入多输出(MIMO)雷达的通用旁瓣消除器(GSC)架构提出了一种时空自适应处理方案。该方案利用了在接收端级联的匹配滤波器组提取的波形,并利用数字波束成形技术来合成一定数量的发射-接收波束,因此,杂波环境中的目标检测操作可以在所有杂波环境中进行。所形成的光束的方向平行。基于新颖的RR多级维纳滤波器算法,导出了GSC体系结构以在局部角度多普勒空间中实现自适应降阶(RR)杂波缓解。根据秩决策方法自动选择此算法中的迭代阶段数。同时,为该方案提供了波束成形和波束选择方法,旨在自适应地抑制局部域中的杂波。该方案逆转了用于MIMO雷达的PA高效联合域局部化算法的不可用性。而且,它适用于具有任意发射-接收阵列空间比的MIMO雷达。更好的是,与传统的样本矩阵求逆算法相比,所提出的方案具有更低的计算复杂度。仿真结果表明,与传统算法相比,该算法具有更好的信噪比。

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