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An Efficient ISAR Imaging Method for Non-Uniformly Rotating Targets Based on Multiple Geometry-Aided Parameters Estimation

机译:基于多几何辅助参数估计的非均匀旋转目标有效ISAR成像方法

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摘要

The inverse synthetic aperture radar (ISAR) imaging for non-uniformly rotating target plays an important role in many applications. However, it always faces a serious challenge, i.e., the time-varying Doppler frequency induced by the target complex motions will degrade the quality of ISAR image seriously. Several algorithms based on motion parameter estimation have been proposed in recent years. However, most of them always suffer from the heavy computational burden and considerable propagation errors, which deteriorate the performances of algorithms and limit their practical applications. To tackle this problem, an efficient ISAR imaging algorithm is proposed for non-uniformly rotating targets based on geometry-aided parameters estimation in this paper. After the motion compensation, the ISAR echoes are modeled as the quadratic frequency modulated signal first, then is transformed into time-chirp distribution (TCD) plane and the least square Radon transform (RT) based on TCD (LSRT) to estimate the derivative of chirp rate efficiently is proposed. To improve the estimation performance and robustness, the pre-processing and the weighted least square RT TCD methods are both developed. Similarly, the weighted LSRT based on time-frequency distribution is also proposed to estimate the chirp rate. The proposed multiple geometry-aided method can eliminate the effect of propagation error and reduce the computational complexity simultaneously. The simulated data and real-measured data results are both presented to validate the proposed method.
机译:非均匀旋转目标的逆合成孔径雷达(ISAR)成像在许多应用中起着重要作用。但是,它始终面临着严峻的挑战,即由目标复杂运动引起的时变多普勒频率将严重降低ISAR图像的质量。近年来已经提出了几种基于运动参数估计的算法。然而,它们中的大多数总是遭受沉重的计算负担和相当大的传播误差,这恶化了算法的性能并限制了它们的实际应用。针对这一问题,本文提出了一种基于几何辅助参数估计的非均匀旋转目标有效ISAR成像算法。运动补偿后,首先将ISAR回波建模为二次调频信号,然后将其转换为时chi分布(TCD)平面和基于TCD(LSRT)的最小二乘Radon变换(RT)来估计提出了有效的线性调频率。为了提高估计性能和鲁棒性,都开发了预处理和加权最小二乘RT TCD方法。类似地,还提出了基于时频分布的加权LSRT来估计线性调频率。所提出的多几何辅助方法可以消除传播误差的影响并同时降低计算复杂度。给出了仿真数据和实测数据结果,以验证所提出的方法。

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