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Sparse super-resolution method based on truncated singular value decomposition strategy for radar forward-looking imaging

机译:基于雷达前瞻性成像的截断奇异值分解策略的稀疏超分辨率方法

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摘要

In recent years, many deconvolution methods have been proposed for radar forward-looking super-resolution imaging based on the sparse characteristic of the targets. However, most of the deconvolution methods will be invalid due to the illposed convolution matrix under a low signal-to-noise ratio (SNR). This paper proposes a radar forward-looking super-resolution imaging method for the sparse target in the low SNR, which is based on truncated singular value decomposition (TSVD) strategy. The convolution model is reconstructed through TSVD strategy, by which the illposed character of deconvolution is modified. First, through choosing the truncated parameter in a reasonable way, the noise amplification is restrained and the main information of the target is maintained by the TSVD technique. Then, the convolution model is reconstructed based on the result of TSVD. Third, an objective function is established as the L-1 constraint based on the regularization strategy. Finally, due to the fast convergence and low computational complexity, the iteratively reweighted least square method is utilized to obtain the optimal solution of the objective function. The noise amplification is suppressed while the sparse characteristic is utilized to improve the resolution. Hence, the false target is avoided and the locations of the targets are accurately recovered by the proposed method. The simulations and experimental results demonstrate that the proposed method is superior to the conventional sparse deconvolution method when the SNR is low. (C) 2018 Society of Photo-Optical Instrumentation Engineers (SPIE)
机译:近年来,已经提出了许多基于目标稀疏特征的雷达前瞻性超分辨率成像的雷达前瞻性的超分辨率成像。然而,由于低信噪比(SNR)下,由于卷积矩阵(SNR)下的卷积矩阵,大多数去卷积方法都是无效的。本文提出了低SNR中稀疏目标的雷达前瞻性超分辨率成像方法,其基于截短的奇异值分解(TSVD)策略。通过TSVD策略重建卷积模型,通过该策略来修改解卷积的暗示性质。首先,通过以合理的方式选择截断参数,抑制噪声放大,并且通过TSVD技术维持目标的主要信息。然后,基于TSVD的结果重建卷积模型。第三,基于正规化策略建立了一个目标函数作为L-1约束。最后,由于快速收敛性和低计算复杂性,利用迭代重新重量的最小方形方法来获得目标函数的最佳解决方案。抑制噪声放大,而稀疏特性用于提高分辨率。因此,避免了假目标,并且通过所提出的方法精确地回收目标的位置。模拟和实验结果表明,当SNR低时,所提出的方法优于传统的稀疏解压缩方法。 (c)2018年光学仪表工程师协会(SPIE)

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