首页> 外文会议>International Conference on Scientific amp; Engineering Computation IC-SEC 2002 Dec 3-5, 2002 Singapore >EFFICIENT PARALLEL ALGORITHM FOR LARGE-SCALE MOLECULAR DYNAMICS SIMULATION IN MICROSCALE THERMOPHYSICS
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EFFICIENT PARALLEL ALGORITHM FOR LARGE-SCALE MOLECULAR DYNAMICS SIMULATION IN MICROSCALE THERMOPHYSICS

机译:微观热物理中大规模分子动力学模拟的高效并行算法

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Molecular dynamics (MD) simulation is an important research method in thermophysics. But it is difficult to implement the simulation with traditional serial algorithms because of a complex numerical calculation. In this paper, we propose algorithms based on a new force decomposition approach called Half Force-Block Decomposition (HFBD). The HFBD approach greatly reduces the memory usage and the communication cost, so it can be more easily to simulate a large-scale particle system. Furthermore, we propose two new strategies to maintain load balance, which is the main problem when parallel algorithms based on force decomposition apply to short-range MD simulation. The first technique which we called Random Redistribution strategy (RRD), randomly permuting the particle ordering when load is imbalanced and the other approach, called Optimal Redistribution strategy (ORD), makes a simple load-balance calculation based on the computing time of all processors, and achieves the optimal particle ordering. The parallel algorithm based on the above approaches was tested on a system of 4,000,000 particles and implemented on an SMP-cluster and achieved an efficiency of 67.2% on 120 processors. The numerical results show that the proposed parallel algorithm can simulate a thermophysical system with more particles than before efficiently.
机译:分子动力学(MD)模拟是热物理研究的重要方法。但是由于复杂的数值计算,很难用传统的串行算法来实现仿真。在本文中,我们提出了一种基于称为半力块分解(HFBD)的新力分解方法的算法。 HFBD方法大大减少了内存使用和通信成本,因此可以更轻松地模拟大规模粒子系统。此外,我们提出了两种维持负载平衡的新策略,这是基于力分解的并行算法应用于短距离MD仿真时的主要问题。我们将第一种技术称为随机重新分配策略(RRD),在负载不平衡时随机排列粒子顺序,另一种方法称为最佳重新分配策略(ORD),它基于所有处理器的计算时间进行简单的负载平衡计算,并实现最佳的粒子排序。在4,000,000个粒子的系统上测试了基于上述方法的并行算法,并在SMP集群上实现了该算法,并在120个处理器上实现了67.2%的效率。数值结果表明,所提出的并行算法可以有效地模拟比以前更多粒子的热物理系统。

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