InSAR位移时间序列异常点的机器学习检测

Lukáš Kubica, J. Papčo, R. Czikhardt, M. Bakon, Jan Barlak, M. Rovňák
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摘要

多时相SAR干涉测量技术(InSAR)对相干雷达散射体的位移时间序列进行估计。目前的InSAR处理方法通常对感兴趣区域内的所有散射体假设相同的变形模型。然而,这种假设通常是错误的,时间序列需要单独处理。对于大型InSAR数据集,单个的、逐点的方法受到高计算需求的限制。额外的问题是由异常值和相位展开误差的存在造成的,它们直接影响估计质量。这项工作描述了(i)估计和选择单个点时间序列的最佳位移模型和(ii)检测时间序列中的离群测量的算法。单个散射体的InSAR测量质量参差不齐,影响了估计方法。因此,我们的方法使用在大地InSAR处理中通过方差分量估计获得的先验方差。本文提出了两种不同的InSAR位移时间序列异常值检测和校正方法。第一种方法使用传统的统计方法进行逐点异常值检测,例如位移模型周围的中位数绝对偏差(MAD)置信区间。第二种方法使用机器学习原理根据它们的位移行为和离群值的时间出现来聚类点。使用聚类而不是单个点可以更有效地分析每个聚类的平均时间序列,以及随后的聚类异常值检测、校正和时间序列过滤。这两种方法已应用于监测斯洛伐克滑坡案例研究的Sentinel-1 InSAR时间序列。感兴趣的区域受到运动特征非线性进展的影响。我们的后处理程序参数化了位移时间序列,尽管存在非线性运动,从而实现可靠的异常值检测和解包裹误差校正。所提出的方法的验证是在感兴趣区域内的现有角反射器网络上进行的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Machine Learning Detection of Outliers in InSAR Displacement Time Series
Multi-temporal SAR interferometry (InSAR) estimates the displacement time series of coherent radar scatterers. Current InSAR processing approaches often assume the same deformation model for all scatterers within the area of interest. However, this assumption is often wrong, and time series need to be approached individually. Individual, point-wise approach for large InSAR datasets is limited by high computational demands. The additional problem is imposed by the presence of outliers and phase unwrapping errors, which directly affect the estimation quality. This work describes the algorithm for (i) estimating and selecting the best displacement model for individual point time series and (ii) detecting outlying measurements in the time series. The InSAR measurement quality of individual scatterers varies, which affects the estimation methods. Therefore, our approach uses a priori variances obtained by the variance components estimation within geodetic InSAR processing. We present two different approaches for outlier detection and correction in InSAR displacement time series. The first approach uses the conventional statistical methods for individual point-wise outlier detection, such as median absolute deviation (MAD) confidence intervals around the displacement model. The second approach uses machine learning principles to cluster points based on their displacement behaviour as well as the temporal occurrence of outliers. Using clusters instead of individual points allows for more efficient analysis of average time series per cluster and consequent cluster-wise outlier detection, correction, and time-series filtering. The two approaches have been applied on the Sentinel-1 InSAR time series of a case study from monitoring landslides in Slovakia. The area of interest is affected by characteristic non-linear progression of the movement. Our post-processing procedure parameterized the displacement time series despite the presence of a non-linear motion, thus enabling reliable outlier detection and unwrapping error correction. The validation of the proposed approaches was performed on an existing network of corner reflectors located within the area of interest.
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