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Interactive ray tracing with the visibility complex

机译:具有可见性的交互式光线跟踪

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We describe a method of producing ray-traced images of 2D environments at interactive rates. The 2D environment consists of a set of disjoint, convex polygons. Our technique is based on the visibility complex [17,19][Pocchiola M, Vegter G. Proc Int J Comput GEOM Applic 1996;6(3):279-308. Riviere S. Visibility computations in 2D polygonal scenes. PhD thesis, Univ. Joseph Fourier, Gerenoble I, France], a data structure in a dual space where a face of the visibility complex corresponds to a contiguous set of ray sin the primary space with the same forward and backward views. Sweeping the viewing ray around a viewpoint corresponds to walking along a trajectory on the visibility complex. Producing a ray-traced image is equivalent to walking along and maintaining a set of trajectories. Generating ray-traced images with the visibility complex is very efficient since it uses the coherence among the rays effectively. We have developed a new algorithm for the randomized incremental construction oincremental algorithm is that the history of the incremental construction yields an efficient ray-query data structure, which is required for casting secondary rays. The performance of our algorithm is analyzed and a comparison is made with the classical ray-tracing algorithm.
机译:我们描述了一种以交互速率生成2D环境的光线跟踪图像的方法。 2D环境由一组不相交的凸多边形组成。我们的技术基于可见性复杂度[17,19] [Pocchiola M,Vegter G. Proc Int J Comput GEOM Applic 1996; 6(3):279-308。 Riviere S. 2D多边形场景中的可见性计算。博士论文,大学。约瑟夫·傅里叶(Joseph Fourier,法国Gerenoble I,法国),一种在双重空间中的数据结构,其中可见性复杂度的面对应于主空间具有相同的前后视线的连续射线集合。在视点周围扫视光线相当于沿着可见性复合体上的轨迹行走。产生光线跟踪的图像等效于沿着并保持一组轨迹。生成具有可见性复合体的光线跟踪图像非常有效,因为它有效地利用了光线之间的相干性。我们已经为随机增量构造增量算法开发了一种新算法,即增量构造的历史产生了有效的射线查询数据结构,这是投射辅助射线所必需的。分析了我们算法的性能,并与经典的光线跟踪算法进行了比较。

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