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Stratified Reconstruction of Bezier Curve and Surface Based on Uncalibrated Camera

机译:基于非标定相机的贝塞尔曲线和曲面的分层重构

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摘要

According to the principle of orthogonal vanishing point in perspective projection study how to use the scene structure information to realize stratified reconstruction of spatial objects under fixed camera intrinsic parameters circumstance. Firstly, using the corresponding points of two images reverses Bezier curve of control points to solve the fundamental matrix. Secondly, using orthogonal vanishing points compute the homography matrix on the plane at infinity and affinely restructure the control points. Finally, using vanishing point constraint solves the camera intrinsic parameters, and further achieves metric reconstruction of control points. At the same time, Bezier surface is reconstructed by using the reconstruction method of Bezier curve. Experiments show that the algorithm is feasible.
机译:根据透视投影中正交消失点的原理,研究如何利用场景结构信息在固定的相机固有参数情况下实现空间物体的分层重建。首先,使用两个图像的对应点反转控制点的贝塞尔曲线,以求解基本矩阵。其次,使用正交消失点计算平面上无限远处的单应性矩阵,并仿射重构控制点。最后,使用消失点约束解决了相机的固有参数,并进一步实现了控制点的度量重建。同时,利用贝塞尔曲线的重建方法重建贝塞尔曲面。实验表明该算法是可行的。

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