SAR interferometry: a novel method for enhancing elevation maps by combining interferometry with shape-from-shading

C. R. Guarino
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引用次数: 6

Abstract

The classical method for computing a digital elevation map from a pair of synthetic aperture radar (SAR) images is well known. Height estimates based on theoretical considerations have been compared to empirical height estimates and although the estimates are often consistent, it happens on occasion that they differ by a wide margin. The reasons for this discrepancy are often either temporal decorrelation or spatial decorrelation. Spatial decorrelation occurs when the two SAR collects are not properly aligned in space to ensure that the Nyquist criterion is satisfied. That is, the baseline between the two collects is too large. If the baseline is indeed too long, then standard SAR interferometry will not be useful in generation of a digital elevation map. The second major source of elevation error is temporal decorrelation. This occurs when the terrain being imaged has changed between the collection of the first SAR image and the collection of the second SAR image. Temporal decorrelation can happen if, for instance, snow falls on the day of the second collection. Clearly in this case all phase information is destroyed. In shape-from-shading (SFS) the goal is to reconstruct height information from its two-dimensional intensity image. This paper presents a method for computing a digital elevation map by combining the principles of interferometric processing with the procedure of SFS. A novel improvement to the SFS algorithm is presented, and it is shown that SFS provides a valid estimate for the phase gradient in those areas of the image where the phase has been destroyed by temporal decorrelation. An outline of the algorithm is presented, as well as, simulation results showing the improvement in elevation accuracy that is possible with the new algorithm.
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SAR干涉测量:一种结合干涉测量和形状-从阴影增强高程图的新方法
从一对合成孔径雷达(SAR)图像中计算数字高程图的经典方法是众所周知的。基于理论考虑的高度估计已经与经验高度估计进行了比较,尽管估计通常是一致的,但有时它们的差异很大。造成这种差异的原因通常是时间去相关或空间去相关。当两个SAR采集在空间上没有正确对齐以确保满足奈奎斯特准则时,就会发生空间去相关。也就是说,两次收集之间的基线太大。如果基线确实太长,那么标准SAR干涉测量将无法用于生成数字高程图。高程误差的第二个主要来源是时间去相关。当被成像的地形在第一张SAR图像的收集和第二张SAR图像的收集之间发生变化时,就会发生这种情况。例如,如果在第二次收集当天下雪,则可能发生时间去相关。显然在这种情况下,所有的相位信息都被销毁了。在形状-从阴影(SFS)的目标是重建高度信息从其二维强度图像。本文提出了一种将干涉处理原理与SFS程序相结合的数字高程图计算方法。提出了一种新的改进的SFS算法,并证明了SFS算法可以有效地估计图像中相位被时间去相关破坏的区域的相位梯度。给出了算法的概要,并给出了仿真结果,结果表明新算法可以提高高程精度。
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