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GPU 上的隐式曲面的实时光线追踪。

Real-time ray tracing of implicit surfaces on the GPU.

机构信息

International Institute of Information Technology (IIIT), Hyderabad, India.

出版信息

IEEE Trans Vis Comput Graph. 2010 Mar-Apr;16(2):261-72. doi: 10.1109/TVCG.2009.41.

Abstract

Compact representation of geometry using a suitable procedural or mathematical model and a ray-tracing mode of rendering fit the programmable graphics processor units (GPUs) well. Several such representations including parametric and subdivision surfaces have been explored in recent research. The important and widely applicable category of the general implicit surface has received less attention. In this paper, we present a ray-tracing procedure to render general implicit surfaces efficiently on the GPU. Though only the fourth or lower order surfaces can be rendered using analytical roots, our adaptive marching points algorithm can ray trace arbitrary implicit surfaces without multiple roots, by sampling the ray at selected points till a root is found. Adapting the sampling step size based on a proximity measure and a horizon measure delivers high speed. The sign test can handle any surface without multiple roots. The Taylor test that uses ideas from interval analysis can ray trace many surfaces with complex roots. Overall, a simple algorithm that fits the SIMD architecture of the GPU results in high performance. We demonstrate the ray tracing of algebraic surfaces up to order 50 and nonalgebraic surfaces including a Blinn's blobby with 75 spheres at better than interactive frame rates.

摘要

使用合适的过程式或数学模型以及光线追踪渲染模式来紧凑地表示几何图形非常适合可编程图形处理器单元(GPU)。最近的研究已经探索了几种这样的表示形式,包括参数化和细分曲面。通用隐式曲面这一重要且广泛适用的类别受到的关注较少。在本文中,我们提出了一种在 GPU 上高效渲染通用隐式曲面的光线追踪过程。虽然只能使用解析根渲染四阶或更低阶的曲面,但我们的自适应行进点算法可以通过在选定的点上对光线进行采样直到找到根来追踪任意的隐式曲面而无需多个根。基于接近度度量和视距度量自适应调整采样步长可实现高速。符号测试可以处理任何没有多个根的曲面。使用区间分析思想的泰勒测试可以追踪具有复杂根的许多曲面。总的来说,适合 GPU 的 SIMD 架构的简单算法可实现高性能。我们演示了高达 50 阶的代数曲面和非代数曲面的光线追踪,包括具有 75 个球体的 Blinn 的块状物,帧率优于交互帧率。

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