GPU accelerated geometric multigrid method: Performance comparison on recent NVIDIA architectures

I. Stroia, L. Itu, C. Nita, Laszlo Lazar, C. Suciu
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引用次数: 5

Abstract

During the past decade Graphics Processing Units (GPU) have been increasingly employed for speeding up compute intensive scientific applications. In this field, the geometric multigrid method (GMG) is one of the most efficient algorithms for solving large sparse linear systems of equations. Herein we analyze the performance of an optimized GPU based implementation of the GMG method on different state-of-the-art NVIDIA GPUs. The GTX Titan Black card, set-up with increased double precision performance leads to the smallest execution time. It is marginally faster than the more recently released GTX Titan X card which has considerably lower double precision performance. Moreover, an energy efficiency analysis reveals that the GTX 660M and the more powerful Titan cards require a similar amount of energy for running the GMG algorithm: the larger execution time is compensated by the lower power consumption.
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GPU加速几何多重网格方法:在最新NVIDIA架构上的性能比较
在过去的十年中,图形处理单元(GPU)越来越多地用于加速计算密集型科学应用。在该领域中,几何多重网格法是求解大型稀疏线性方程组最有效的算法之一。在此,我们分析了基于GMG方法的优化GPU在不同最先进的NVIDIA GPU上的性能。GTX泰坦黑卡,设置增加双精度性能导致最小的执行时间。它比最近发布的GTX Titan X卡略快,后者的双精度性能要低得多。此外,能源效率分析显示,GTX 660M和更强大的Titan卡在运行GMG算法时需要相似的能量:更大的执行时间被更低的功耗所补偿。
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