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Implementing a 3D multigrid algorithm on Fujitsu's vector parallel supercomputer

机译:在富士通矢量并行超级计算机上实现3D多重网格算法

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Multigrid algorithms are well adopted by many engineering applications programs on the traditional sequential computers due to their good convergence behavior. In order to convert those existing resources to the field of parallel computing in a timely manner, an effective parallelization methodology should be set up to ease the conversion efforts and to take advantage of the power of parallel processing at the same time. We demonstrate how domain decomposition can be applied to the multigrid algorithm by means of a simple three-dimensional problem which is solved by a V-cycle scheme. The sequential code in FORTRAN provided by NASA NAS, known as the NAS multigrid parallel benchmark test, is being used in our current study. We have concluded that the parallelization methodology presented here would greatly reduce conversion efforts in the process of parallelization and would obtain very good performance and scalability on the Fujitsu's VPP500 computers.
机译:传统的顺序计算机上的许多工程应用程序都很好地采用了Multigrid算法,因为它们具有良好的收敛性能。为了及时将这些现有资源转换到并行计算领域,应该建立一种有效的并行化方法,以简化转换工作并同时利用并行处理的优势。我们演示如何通过V循环方案解决的简单三维问题将域分解应用于多网格算法。由NASA NAS提供的FORTRAN中的顺序代码(称为NAS多重网格并行基准测试)正在我们的当前研究中使用。我们得出的结论是,此处介绍的并行化方法将大大减少并行化过程中的转换工作,并且将在Fujitsu的VPP500计算机上获得非常好的性能和可伸缩性。

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