基于稀疏表示自动聚焦的高分辨率方位缺失数据SAR成像

Remote. Sens. Pub Date : 2023-07-06 DOI:10.3390/rs15133425
Nan Jiang, H. Du, Shaodi Ge, Jiahua Zhu, Dong Feng, Jian Wang, Xiaotao Huang
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引用次数: 1

摘要

由于明显的电磁干扰、雷达干扰等因素,合成孔径雷达(Synthetic Aperture radar, SAR)回波中可能出现方位缺失数据(Azimuth Missing Data, AMD),导致严重的离焦甚至假目标。解决这一问题的一个重要途径是利用压缩感知(CS)方法对AMD回波进行完整回波重构,可简称为AMD成像算法(AMDIA)。然而,最先进的AMDIA (SOA-AMDIA)没有考虑运动相位误差的影响,导致完全回波重建的估计误差不可接受。因此,为了提高AMDIA的实用性,本文提出了一种基于稀疏表示自动聚焦(SRA-AMDIA)的改进AMDIA算法。提出的SRA-AMDIA旨在准确聚焦成像结果,即使在相位误差AMD (PE-AMD)回波情况下。首先设计了基于场景质心相位历史的相位补偿函数(PCF);在距离-频域将PCF与PE-AMD回波相乘,在距离-多普勒域得到粗聚焦稀疏表示信号。然而,由于未知PE的影响,该稀疏表示信号的稀疏性并不令人满意,打破了CS方法的稀疏约束要求。因此,我们引入了一种最小熵自动聚焦算法来对这种稀疏表示信号进行自动聚焦。然后,对该稀疏表示信号对估计的PE进行补偿,得到一个更稀疏的表示信号。因此,可以重构非pe完全回波。最后,将估计的完全回波与经典成像算法相结合,得到PE-AMD条件下的高分辨率成像结果。仿真和实测数据验证了所提SRA-AMDIA的有效性。
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High-Resolution Azimuth Missing Data SAR Imaging Based on Sparse Representation Autofocusing
Due to significant electromagnetic interference, radar interruptions, and other factors, Azimuth Missing Data (AMD) may occur in Synthetic Aperture Radar (SAR) echo, resulting in severe defocusing and even false targets. An important approach to solving this problem is to utilize Compressed Sensing (CS) methods on AMD echo to reconstruct complete echo, which can be abbreviated as the AMD Imaging Algorithm (AMDIA). However, the State-of-the-Art AMDIA (SOA-AMDIA) do not consider the influence of motion phase errors, resulting in an unacceptable estimation error of the complete echo reconstruction. Therefore, in order to enhance the practical applicability of AMDIA, this article proposes an improved AMDIA using Sparse Representation Autofocusing (SRA-AMDIA). The proposed SRA-AMDIA aims to accurately focus the imaging result, even in the Phase Error AMD (PE-AMD) echo case. Firstly, a Phase-Compensation Function (PCF) based on the phase history of the scene centroid is designed. When the PCF is multiplied with the PE-AMD echo in the range-frequency domain, a coarse-focused sparse representation signal can be obtained in the range-Doppler domain. However, due to the influence of unknown PE, the sparsity of this sparse representation signal is unsatisfying, breaking the sparse constraints requirement of the CS method. Therefore, we introduced a minimum entropy autofocusing algorithm to autofocus this sparse representation signal. Next, the estimated PE is compensated for this sparse representation signal, and a more sparse representation signal is obtained. Hence, the non-PE complete echo can be reconstructed. Finally, the estimated complete echo can be used with classic imaging algorithms to obtain high-resolution imaging results under the PE-AMD condition. Simulation and real measured data have verified the effectiveness of the proposed SRA-AMDIA.
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