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Parallel Performance Comparison of Alternating Group Explicit Method Between Parallel Virtual Machine and Matlab Distributed Computing for Solving Large Sparse Partial Differential Equations

机译:并行虚拟机与Matlab分布式计算求解大稀疏偏微分方程的交替组显式方法的并行性能比较

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摘要

This paper presents the parallel implementation and performance analysis of a large sparse matrix of one dimensional parabolic Partial Differential Equation (PDE) between Parallel Virtual Machine (PVM) and Matlab Distributed Computing (MDC) platform. PVM is a software to perform parallel programming using heterogeneous or homogeneous clusters of parallel computing system connected by a logical network system to users as virtual memory parallel computer system. MDC is a scientific library programming language. Alternating Group Explicit (AGE) method is used to solve the parabolic equation with large sparse matrix. The distributed parallel algorithm of AGE method is implemented on the PVM with RedHat Linux operation and MDC Version 2011a. The parallel performance evaluation (PPE) is compared between the two platforms in terms of time execution, speedup, efficiency, effectiveness, and temporal performance. From the performance analysis, we can conclude that PVM is better compared to MDC.
机译:本文介绍了并行虚拟机(PVM)和Matlab分布式计算(MDC)平台之间一维抛物线偏微分方程(PDE)的大型稀疏矩阵的并行实现和性能分析。 PVM是一种使用并行计算系统的异构群集或同构群集执行并行编程的软件,该并行计算系统由逻辑网络系统连接到用户,作为虚拟内存并行计算机系统。 MDC是一种科学图书馆编程语言。交替群显式(AGE)方法用于求解具有大稀疏矩阵的抛物线方程。 AGE方法的分布式并行算法是通过RedHat Linux操作和MDC 2011a在PVM上实现的。在两个平台之间的时间执行,加速,效率,有效性和时间性能方面比较了并行性能评估(PPE)。从性能分析中,我们可以得出结论,与MDC相比,PVM更好。

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