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首页> 外文期刊>IEEE Transactions on Geoscience and Remote Sensing >An Autofocus Technique for High-Resolution Inverse Synthetic Aperture Radar Imagery
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An Autofocus Technique for High-Resolution Inverse Synthetic Aperture Radar Imagery

机译:高分辨率逆合成孔径雷达影像的自动聚焦技术

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For inverse synthetic aperture radar imagery, the inherent sparsity of the scatterers in the range-Doppler domain has been exploited to achieve a high-resolution range profile or Doppler spectrum. Prior to applying the sparse recovery technique, preprocessing procedures are performed for the minimization of the translational-motion-induced Doppler effects. Due to the imperfection of coarse motion compensation, the autofocus technique is further required to eliminate the residual phase errors. This paper considers the phase error correction problem in the context of the sparse signal recovery technique. In order to encode sparsity, a multitask Bayesian model is utilized to probabilistically formulate this problem in a hierarchical manner. In this novel method, a focused high-resolution radar image is obtained by estimating the sparse scattering coefficients and phase errors in individual and global stages, respectively, to statistically make use of the sparsity. The superiority of this algorithm is that the uncertainty information of the estimation can be properly incorporated to obtain enhanced estimation accuracy. Moreover, the proposed algorithm achieves guaranteed convergence and avoids a tedious parameter-tuning procedure. Experimental results based on synthetic and practical data have demonstrated that our method has a desirable denoising capability and can produce a relatively well-focused image of the target, particularly in low signal-to-noise ratio and high undersampling ratio scenarios, compared with other recently reported methods.
机译:对于逆合成孔径雷达图像,已利用距离多普勒域中散射体的固有稀疏性来实现高分辨率的距离剖面或多普勒谱。在应用稀疏恢复技术之前,要进行预处理程序以最大程度地减少平移运动引起的多普勒效应。由于粗略运动补偿的不完善,还需要自动聚焦技术来消除残留相位误差。本文在稀疏信号恢复技术的背景下考虑了相位误差校正问题。为了编码稀疏性,利用多任务贝叶斯模型以分层方式概率地表达此问题。在这种新颖的方法中,通过分别估计单个阶段和全局阶段的稀疏散射系数和相位误差来统计地利用稀疏度,从而获得聚焦的高分辨率雷达图像。该算法的优越性在于可以适当地合并估计的不确定性信息以获得增强的估计精度。此外,所提出的算法实现了有保证的收敛并且避免了繁琐的参数调整过程。基于合成和实际数据的实验结果表明,与最近的其他方法相比,我们的方法具有理想的去噪能力,并且可以产生目标的聚焦图像,特别是在低信噪比和高欠采样率的情况下报告的方法。

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