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Efficient method for spaceborne synthetic aperture radar (SAR) geolocation and application to geometrical SAR image registration

机译:星载合成孔径雷达(SAR)地理定位的有效方法及其在几何SAR图像配准中的应用

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摘要

An efficient method for spaceborne synthetic aperture radar (SAR) geolocation is devised in this study. In this method, the pixels in the SAR image are divided into two types by a two-dimensional (2D) grid, that is, grid pixels and non-grid pixels. The approach of finding the position of a non-grid pixel is to add the position of the adjacent grid pixel and the position increment between the two pixels together, where the position increment is computed by means of three groups of increment formulae derived according to the principle of first-order Taylor approximation. It is noticed that this method is efficient and helpful in improving the efficiency of the geometrical SAR image registration for avoiding the polynomial fitting and interpolation. In the geometrical registration, the 2D shifts of a non-grid pixel can be expressed as the sum of shifts of the adjacent grid pixel and shift increments between the two pixels. Here the position and 2D shifts of the grid pixel are obtained through the numerical methods for a complete lack of closed-form solutions. Finally, the experiments with TerraSAR-X images are conducted to evaluate the effectiveness of the proposed method.
机译:本研究设计了一种有效的星载合成孔径雷达(SAR)地理位置定位方法。在这种方法中,SAR图像中的像素被二维(2D)网格分为两种类型,即网格像素和非网格像素。查找非网格像素位置的方法是将相邻网格像素的位置与两个像素之间的位置增量相加,其中位置增量是根据根据像素组推导的三组增量公式来计算的一阶泰勒近似原理。值得注意的是,该方法是有效的,有助于提高几何SAR图像配准的效率,从而避免多项式拟合和插值。在几何配准中,非网格像素的2D位移可以表示为相邻网格像素的位移和两个像素之间的位移增量之和。在这里,通过完全缺乏封闭形式解的数值方法,可以获取网格像素的位置和二维位移。最后,利用TerraSAR-X图像进行了实验,以评估该方法的有效性。

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