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Compressed sensing based joint detection and tracking for STAP radar

机译:基于压缩感知的STAP雷达联合检测和跟踪

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In this paper, we propose a novel compressed sensing based joint detection and tracking algorithm, named CS-JDT algorithm, to track multiple targets for STAP radar system. A novel general similar sensing matrix pursuit (GSSMP) algorithm is proposed to reconstruct the whole radar scenario (DOA-Doppler plane) for each range gate at consecutive scans. The proposed GSSMP algorithm addresses several problems in existing compressed sensing radar systems: First, it imposes no restrictions on the transmitter since the sensing matrix is built directly on the spatial-temporal steering matrix. There are no constraints on the correlation between any two columns of the sensing matrix since the proposed algorithm can deal with the sensing matrix with high coherence efficiently. Secondly, the size of the compact sensing matrix depends on the threshold of similarity distance used to divide the similar column groups, which does not increase with the resolution of the DOA-Doppler plane. Finally, the GSSMP algorithm can identify the correct subspace quite well, and reconstruct the original K-sparse signal representing the sparse radar scene perfectly, even in the condition of very closely spaced targets.
机译:在本文中,我们提出了一种新颖的基于压缩感知的联合检测和跟踪算法,称为CS-JDT算法,用于跟踪STAP雷达系统的多个目标。提出了一种新颖的通用相似感测矩阵追踪(GSSMP)算法,以在连续扫描时为每个测距门重建整个雷达场景(DOA-多普勒平面)。提出的GSSMP算法解决了现有压缩感测雷达系统中的几个问题:首先,由于感测矩阵直接建立在时空导引矩阵上,因此对发射机没有任何限制。因为所提出的算法可以高效地处理具有高相干性的感测矩阵,所以对感测矩阵的任何两列之间的相关性都没有限制。其次,紧凑感测矩阵的大小取决于用于划分相似列组的相似距离阈值,该阈值不会随DOA-多普勒平面的分辨率而增加。最终,即使在目标间距很近的情况下,GSSMP算法也可以很好地识别正确的子空间,并且可以完美地重建代表稀疏雷达场景的原始K稀疏信号。

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