Abstract

Abstract. High-precision satellite image geolocation is the basis for advanced processing of satellite image data. Aiming at the optimization of the satellite image positioning accuracy based on rational polynomial coefficients (RPC), we propose an RPC image-space bias model that combines object-space information. Based on a comprehensive analysis of the full-link error of the satellite image geometric imaging process, the real object coordinates are introduced into the RPC correction to make the bias model better fit the actual error. Experiments were performed using several image datasets from the Chinese satellite TianHui-1 (TH-1) and compared with the traditional RPC bias model. The results show that our model has strong robustness and can better correct image positioning errors. Compared with traditional bias models, it can improve the accuracy of plane positioning by approximately 1 pixel.

Highlights

  • In the past decade, high-resolution remote sensing satellites have been comprehensively developed and widely used

  • In the later stages of satellite data processing, controlled or uncontrolled regional bundle adjustment can generally be performed with a satellite rational function model (RFM) to improve the direct positioning accuracy or the consistency of the overall accuracy of satellite images

  • This paper focuses on the optimization of the satellite image positioning accuracy based on an rational polynomial coefficients (RPC) bias model

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Summary

Introduction

High-resolution remote sensing satellites have been comprehensively developed and widely used. All sensor models include orbit measurement errors, offset errors caused by attitude measurement errors, and image distortion errors (Cao et al, 2019) Most of these errors have been calibrated in the laboratory, due to the influence of the thermal and mechanical environment during satellite launch and operation, there is a certain deviation between the laboratory calibration values and the true values, and the direct positioning accuracy of satellite images cannot meet the target requirements. In the early stage of satellite data processing, the strict geometric imaging model of satellites and high-precision ground control points (GCPs) can generally be used to accurately calibrate the interior and exterior orientation elements of the satellite to improve the direct positioning accuracy of satellite images. When the affine transformation model cannot simulate the satellite on-orbit geometric calibration residuals well, the

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