auv中的计算机视觉:立体图像的自动旋转校正

J. Zelasco, D. A. Dagum, J. Donayo, T. Arcomano
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引用次数: 6

摘要

这项工作是在一个提供光学传感器的自主水下航行器(auv)立体视觉项目的框架内开展的。为了获得比从几张同时拍摄的图像得到的更精确的水下场景的数值模型,我们需要从连续拍摄的两张图像开始重新计算。视点之间距离的增加将提高这种精度。通常情况下,在连续曝光中,位图的线不与极线重合,如校准传感器同时图像的情况。这使查找同源点变得复杂。两幅连续图像的相对旋转和相对平移参数近似已知。为了更准确地了解它们,我们可以进行图像的旋转校正并使用结果。在获得一定数量的同源点对的知识后,我们可以计算出足够精确的相对旋转参数,以便进行图像的旋转校正,得到一个新的图像对,其极线与位图线匹配。这包括三个主要步骤。第一个问题是关于一个立体对的组件之间的相对方向的注意。这个相对方向然后被用来找到一个最佳的平面,以减少变形时,投影图像。最后,求出最优平面上的投影本身。然后,可以应用三维重建过程。综上所述,给定任意一对立体图像,三维数值模型注意的整个过程都可以实现自动化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Computer vision in AUVs: automatic roto-rectification of stereo images
This work has been developed in the framework of a project of stereo vision for autonomous underwater vehicles (AUVs) provided with optical sensors. To obtain a numerical model of an underwater scene of more precision than the one that would be obtained starting from a couple of simultaneous images, we should re-calculate starting from two images taken in consecutive way. The increase of the distance among the points of view would improve this precision. Normally, in consecutive exposures, the lines of bitmaps do not coincide with the epipolar lines as in case of simultaneous images from calibrated sensors. This complicates the search of homologous points. Parameters of relative rotation and translation of two consecutive images are approximately known. To know them with more accuracy allows us to carry out the image roto-rectification and to use the results. Obtaining knowledge of a certain number of couples of homologous points, we can calculate with enough precision the relative rotation parameters in order to proceed with image roto-rectification, obtaining a new image couple where epipolar lines match with bitmap lines. This involves three major steps. The first one concerns the obtention of relative orientation among components of a stereo couple. This relative orientation is then used to find an optimal plane to minimize deformation when projecting images. Finally, the projection itself of the couple over an optimal plane is found. Then, it is possible to apply the 3D reconstruction process. In conclusion, given any stereo pair of images, the whole process of 3-D numeric model obtention can be automated.
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