当规则是平行的时,基于模板的单图像纸张重建是很好的

P. Taddei, A. Bartoli
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引用次数: 6

摘要

我们处理三维重建变形纸状表面给定模板和单视角图像,其中内部相机参数是已知的。一般的问题是不适定的。我们证明了当曲面规则平行时,问题是适定的。给定一个恢复规则方向的过程,这个特殊的问题相当于从给定ID模板的一组ID相机对中看到的2D曲线的重建。通过利用纸张的局部特性,可以对其进行物理建模。这使得我们可以用非线性变分优化来表述重建问题。最后给出了仿真和实际数据的实验结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Template-based paper reconstruction from a single image is well posed when the rulings are parallel
We deal with the 3D reconstruction of deformed paperlike surfaces given a template and a single perspective image, for which the internal camera parameters are known. The general problem is ill-posed. We show that when the surface rulings are parallel the problem is well-posed. Given a procedure to recover the rulings direction, this particular problem is equivalent to the reconstruction of a 2D curve seen from a set of ID camera pairs given a ID template. Paper can be physically modeled by exploiting local properties. This allows us to formulate the reconstruction problem by non linear variational optimization. We provide experimental results which validate our approach on simulated and real data.
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