快速体渲染使用一个有效的,可扩展的并行公式的剪切-翘曲算法

M. Amin, A. Grama, Vineet Singh
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引用次数: 49

摘要

本文提出了一种快速、可扩展的体绘制并行算法及其在分布式存储并行计算机上的实现。该并行算法是在Lacroute和Levoy的剪切-翘曲算法的基础上提出的。再加上利用体积和图像空间的一致性进行优化,剪切-翘曲算法目前被公认为是最快的连续体绘制算法。我们设计了该算法的内存高效并行公式:(1)通过使用新颖的数据分区方案大幅降低通信需求;(2)通过自适应负载平衡技术提高多帧性能。并行公式保留了Lacroute-Levoy算法的所有优化。本文还提供了一个并行公式的性能分析模型,该模型表明,在广泛的实际问题大小和处理器数量上,它有可能保持优异的性能。我们的实现在128处理器的TMC CM-5分布式内存并行计算机上运行,以12帧/秒的速度呈现256体素的医疗数据集。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fast volume rendering using an efficient, scalable parallel formulation of the shear-warp algorithm
This paper presents a fast and scalable parallel algorithm for volume rendering and its implementation on distributed-memory parallel computers. This parallel algorithm is based on the shear-warp algorithm of Lacroute and Levoy. Coupled with optimizations that exploit coherence in the volume and image space, the shear-warp algorithm is currently acknowledged to be the fastest sequential volume rendering algorithm. We have designed a memory efficient parallel formulation of this algorithm that (1) drastically reduces communication requirements by using a novel data partitioning scheme and (2) improves multi-frame performance with an adaptive load-balancing technique. All the optimizations of the Lacroute-Levoy algorithm are preserved in the parallel formulation. The paper also provides an analytical model of performance for the parallel formulation that shows that it is possible to sustain excellent performance across a wide range of practical problem sizes and number of processors. Our implementation, running on a 128 processor TMC CM-5 distributed-memory parallel computer, renders a 256 voxel medical data set at 12 frames/sec.
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