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利用视差图像进行卫星抖动估计与验证

Satellite Jitter Estimation and Validation Using Parallax Images.

作者信息

Pan Jun, Che Chengbang, Zhu Ying, Wang Mi

机构信息

The State Key Laboratory of Information Engineering in Surveying, Mapping and Remote Sensing, Wuhan University, 129 Luoyu Road, Wuhan 430079, China.

Collaborative Innovation Center for Geospatial Technology, 129 Luoyu Road, Wuhan 430079, China.

出版信息

Sensors (Basel). 2017 Jan 2;17(1):83. doi: 10.3390/s17010083.

Abstract

Satellite jitter (SJ) is an important error source that affects the geometric accuracy of high resolution satellite imagery. In this paper, the quantitative relationship between the jitter displacement (image displacement caused by SJ) and relative registration error obtained from parallax images is deduced to be theoretical in detail, and the jitter displacement estimation model is built to estimate the jitter displacement. Then, a simulation experiment is carried out to validate the feasibility of using the built jitter displacement estimation model to estimate the jitter displacement. Finally, experiments with real images in DengFeng (China) including multispectral images of Ziyuan-3 (ZY-3) satellite and high resolution (HR) images of Ziyuan1-02C (ZY1-02C) satellite are used to validate the effectiveness of utilizing the built jitter displacement estimation model to do the jitter estimation. High accuracy ground reference data are further used to evaluate the accuracy of the estimation. Experimental results show that the average estimated error for jitter displacement of ZY-3 is 2.96% and 0.11% in amplitude and frequency respectively, and the estimated error for jitter displacement of ZY1-02C is 8.46% and 0.35% in amplitude and frequency, respectively.

摘要

卫星抖动(SJ)是影响高分辨率卫星影像几何精度的一个重要误差源。本文详细推导了抖动位移(由卫星抖动引起的影像位移)与从视差影像获得的相对配准误差之间的定量关系,建立了抖动位移估计模型来估计抖动位移。然后,进行了模拟实验,以验证所建立的抖动位移估计模型用于估计抖动位移的可行性。最后,利用中国登封的真实影像实验,包括资源三号(ZY - 3)卫星的多光谱影像和资源一号02C(ZY1 - 02C)卫星的高分辨率(HR)影像,来验证利用所建立的抖动位移估计模型进行抖动估计的有效性。进一步使用高精度地面参考数据来评估估计的精度。实验结果表明,ZY - 3抖动位移的平均估计误差在幅度和频率上分别为2.96%和0.11%,ZY1 - 02C抖动位移的估计误差在幅度和频率上分别为8.46%和0.35%。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/6725/5298656/6cc6e7fe6709/sensors-17-00083-g001.jpg

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