INL-InSAR:改进的非局部均值InSAR相位滤波算法

INL-InSAR: An Improved Nonlocal Means Algorithm for InSAR Phase Filtering

  • 摘要: 相位滤波是干涉合成孔径雷达(Interferometric Synthetic Aperture Radar,InSAR)数据处理中的关键环节,干涉相位的质量直接影响后续信息提取的准确性。针对现有非局部均值滤波方法中相似像元数量提升不足,相似像元数量与滤波参数优化分离,以及在高噪声干涉图中相似性计算易产生偏差的问题,提出一种改进的非局部均值InSAR相位滤波算法。所提方法融合相位偏移补偿机制与自适应平滑参数,有效提升了相似像元的数量,避免了局部区域出现滤波失衡的问题。同时,构建了迭代式滤波框架,利用每轮滤波结果生成更可靠的参考图像,显著提升了像元相似性计算的准确性。在仿真实验中,该方法能够恢复更为清晰的干涉条纹结构。在真实实验中,该方法的残差点去除率分别达到99.87%和99.61%,相位标准差(Phase Standard Deviation,PSD)较次优算法分别降低了3.87%和11.74%。实验结果表明,所提方法能够有效抑制相位噪声,并更好地保留相位细节信息。

     

    Abstract: Objectives: Phase filtering is a critical step in interferometric Synthetic Aperture Radar (InSAR) data processing, and the quality of the interferometric phase directly affects the accuracy of subsequent information extraction. Traditional nonlocal methods rely on adjusting the search window to increase the number of similar pixels. However, this approach increases the computational complexity of the algorithm and provides limited similar-pixel improvement in regions with weak structural similarity. Furthermore, in existing methods, similar-pixel selection and filtering parameters generally lack joint optimization, neglecting the impact of their combined optimization on filtering performance. Pre-filtered interferograms can typically provide a relatively accurate reference for pixel similarity computation. Nevertheless, when the pre-filtered image suffers from significant phase information loss, substantial phase estimation errors may occur. Methods: To address these issues, an improved nonlocal means InSAR phase filtering (INL-InSAR) algorithm is proposed. Firstly, noisy interferograms covering the study area are obtained using InSAR technology. Then, a fusion strategy based on phase offset-compensation (OC) and adaptive smoothing parameters is introduced into the algorithm. By calculating the constant offset-compensation value between two similar windows and searching adaptive filtering coefficients with a defined step size, this strategy effectively increases the number of similar pixels and addresses issues of over-smoothing or under-smoothing in local regions. Finally, an iterative filtering framework is established, where each iteration generates a more reliable reference image, significantly improving the accuracy of similarity computation and avoiding the limitations of using a single pre-filtered image. Results: In the simulation experiments, the proposed method was able to recover clearer interference fringe patterns and exhibited better phase continuity. In the real-data experiments, the residue removal rates reached 99.87% and 99.61% and the Phase Standard Deviation (PSD) was reduced by 3.87% and 11.74% lower than the suboptimal method, respectively. In addition, the influence of filtering window, the initial filtering parameters, and the iterative process on the filtering performance were also evaluated. The experimental results show that the parameters selected for the INL-InSAR method are optimal, and the proposed method achieves the best filtering performance through the fusion strategy and iterative framework. Conclusions: The proposed method can effectively suppress phase noise and better preserve phase detail information, enabling higher-quality subsequent information extraction.

     

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