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A New Wavelet Fitting Method for Geometric Correction

机译:一种新的几何校正小波拟合方法

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摘要

Since the trend is to integrate remote sensing images and other spatial data in geographic information systems, geometric correction is an indispensable preprocessing in various applications. The purpose of geometric correction is to compensate for the distortions caused by the earth's curvature and rotation, the spacecraft's speed, altitude and attitude, and the scan skew etc. Today polynomial fitting (PF) is a commonly used method for geometric correction. However, the correction accuracy in some cases is not very satisfactory. A new wavelet fitting (WF) method is presented in this paper. By introducing a rotation factor to the wavelet function, we get an improved wavelet basis which is more appropriate for describing the geometric distortion. The experimental results show that the presented method is very efficient and can greatly improve the correction results.
机译:由于趋势是将遥感图像和地理信息系统中的其他空间数据集成,但是几何校正是各种应用中的不可或缺的预处理。 几何矫正的目的是补偿地球曲率和旋转引起的扭曲,航天器的速度,高度和姿态,以及今天多项式拟合(PF)是几何校正的常用方法。 然而,某些情况下的校正精度不是很令人满意。 本文提出了一种新的小波配合(WF)方法。 通过向小波函数引入旋转因子,我们得到了改进的小波基,更适合于描述几何失真。 实验结果表明,呈现的方法非常有效,可以大大提高校正结果。

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