用于方位估计和后向散射重建的单快照空间压缩波束形成

Eny Sukani Rahayu, D. D. Ariananda, Risanuri Hidayat
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引用次数: 1

摘要

直到这个时代,雷达信号处理的发展仍在兴起,包括其探测目标的能力。本文研究了基于压缩感知(CS)的空间压缩波束形成(SCB)方法在空间域的应用,以改进接收后向散射FMCW信号的方位角估计(AAE)和波束形成算法。由于信号所占据的方位角很少,所以以单快照的形式呈现稀疏信号,可以使用LASSO等稀疏恢复方法进行重建。使用$M$元素而不是$N$元素,其中$M < N$是通过应用来自高斯矩阵的压缩矩阵C来实现的,并产生压缩数组。研究了噪声功率对重建精度的影响。在近目标和远目标情况下,比较了SCB波束形成与经典波束形成的性能。结果表明,181个角网格点的SCB的方位角分辨率可达到2度,而传统波束形成的方位角分辨率仅为15度左右。通过仔细选择正则化参数$\lambda$,在经典波束形成为253.34%的情况下,对小于15度的两个紧密相邻目标的相对真误差(RTE)达到0.85%,复制的单快照后向散射足够精确。
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Single Snapshot-Spatial Compressive Beamforming for Azimuth Estimation and Backscatter Reconstruction
Development of radar signal processing is still emerging until this age including its capability to detect targets. In this paper, spatial compressive beamforming (SCB) method based on compressive sensing (CS) is applied in spatial domain studied to improve the azimuth angle estimation (AAE) of received backscatter FMCW signals as well as beamforming algorithm. Since only few azimuth angles occupied by the signals, in single snapshot form, they present sparse signals that can be reconstructed using a sparse recovery method such as LASSO. The use of $M$ elements rather than $N$ element where $M < N$ is accomplished by applying compression matrix C from Gaussian matrix and yields a compressive array. The rffect of noise power to acuuracy of the reconstruction is investigated. Performance of SCB compared to classical beamforming is evaluated as well in case of close and far targets. Results show the azimuth resolution of SCB with 181 angular grid points can reach up to 2 degree accurately while classical beamforming gives lower resolution about 15 degree. By choosing the regularization parameter $\lambda$ carefully in SCB, the replicated single snapshot backscatters are accurate enough since relative true error (RTE) achieves 0.85% for two closely adjacent targets less than 15 degree where classical beamforming presents 253.34%.
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