基于熵极小化的太赫兹SAR运动补偿算法

Jin Li, QianRong Ye, Junchuan Guo, Rui Min, Yuliang Li
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引用次数: 2

摘要

与微波合成孔径雷达(SAR)相比,太赫兹合成孔径雷达(THz SAR)更容易实现超高分辨率图像,但更难以补偿运动误差。由于太赫兹SAR需要考虑更多的运动误差,除了常规微波SAR中的低频相位误差(LPEs)外,还必须谨慎处理由平台微小高频振动引起的高频相位误差(HPEs)。为了同时补偿各种运动误差,本文从离焦图像出发,提出了一种不做相位误差假设的基于熵最小化的非参数补偿算法。采用牛顿法对相位误差进行最优搜索。最后,通过仿真结果验证了该算法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Motion Compensation Algorithm Based on Entropy-Minimization for Terahertz SAR
Compared with microwave synthetic aperture radar (SAR), terahertz SAR (THz SAR) is easier to achieve ultrahigh-resolution image but more difficult to compensate motion errors. For the reason that there are more motion errors to be considered in THz SAR, in addition to the low-frequency phase errors (LPEs) in conventional microwave SAR, the high-frequency phase errors (HPEs) caused by tiny high-frequency vibration of the platform must be handled prudently. To compensate all kind of motion errors simultaneously, this paper starts from the defocused image, proposes a non-parametric compensation algorithm based on entropy-minimization, which does not make any hypothesis of the phase error. Newton method is used to implement optimal search of phase error. Finally, the effectiveness of the proposed algorithm is demonstrated by simulation results.
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