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Comparison of positioning accuracy of a rigorous sensor model and two rational function models for weak stereo geometry

机译:严格传感器模型和两个有理函数模型对弱立体几何的定位精度的比较

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So far, two sensor models for the geometric modeling of satellite imagery have been studied and compared: a rigorous sensor model (RSM) and a rational function model (RPM). Even though it was concluded that the RFM could replace the RSM, this paper points out that the previous conclusions were drawn only for a strong geometry because of the conventional use of single-sensor stereo and that they may not apply to the weak geometry of dual-sensor stereo pairs. This work highlights that dual-sensor stereo often creates a weak geometry and that for such weak geometry, accuracy differences may occur between the RSM and the RFM, and also between the RFMs with different bias correction methods. The positioning accuracy of the three sensor models, RSM, RFM using second-order polynomials model, and RPM using an affine model, were compared on various geometries, using pairs from every conceivable combination of two QuickBird and IKONOS as well as four KOMPSAT-2 images covering the same area. Our results showed that the three sensor models differed slightly owing to the strong geometry. However, for the weak geometry, the RSM or second-order RFM performed better than RFM with an affine model, resulting in increase in the difference between the accuracies of the sensor models. This implies that the physically weak geometry of a satellite stereo may require a rigorous or high-order model for a more accurate geo-positioning. (C) 2015 International Society for Photogrammetry and Remote Sensing, Inc. (ISPRS). Published by Elsevier B.V. All rights reserved.
机译:到目前为止,已经研究和比较了两种用于卫星图像几何建模的传感器模型:严格的传感器模型(RSM)和有理函数模型(RPM)。即使得出结论认为RFM可以代替RSM,但本文指出,由于传统上使用了单传感器立体声,因此先前得出的结论仅针对强几何,并且可能不适用于双传感器的弱几何。 -传感器立体声对。这项工作强调了双传感器立体声通常会产生较弱的几何形状,并且对于这种较弱的几何形状,RSM和RFM之间以及使用不同的偏差校正方法的RFM之间可能会出现精度差异。使用两个QuickBird和IKONOS以及四个KOMPSAT-2的每个可能组合中的对,比较了三种传感器模型(使用二阶多项式模型的RSM,RFM和使用仿射模型的RPM)的定位精度图像覆盖同一区域。我们的结果表明,由于几何形状强,这三种传感器模型略有不同。但是,对于几何形状较弱的情况,RSM或二阶RFM的性能优于带有仿射模型的RFM,从而导致传感器模型的精度之间的差异增大。这意味着卫星立体声系统的物理上较弱的几何形状可能需要严格的或高阶的模型才能获得更准确的地理位置。 (C)2015国际摄影测量与遥感学会(ISPRS)。由Elsevier B.V.发布。保留所有权利。

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