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首页> 外文期刊>International Journal of High Performance Computing Applications >A PARALLEL ADAPTIVE MESH REFINEMENT ALGORITHM FOR SOLVING NONLINEAR DYNAMICAL SYSTEMS
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A PARALLEL ADAPTIVE MESH REFINEMENT ALGORITHM FOR SOLVING NONLINEAR DYNAMICAL SYSTEMS

机译:求解非线性动力学系统的并行自适应网格细化算法

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An unstructured adaptive mesh refinement (AMR) method is used in conjunction with the cell-to-cell mapping method for solving nonlinear dynamical systems. The global analysis is initiated with a coarse mesh without any a priori knowledge of the cell state space of the system. The process of investigation of nonlinear systems is improved through an iterative cell refinement and cell lumping process. In this paper, a parallel algorithm for the AMR procedure is developed using a shared memory programming paradigm. In addition, the concept of dynamic computing for better resource management is introduced. The approach compensates for changes in the computing workload by dynamically allocating/deallocating shared memory threads for more efficient computations. Results on the SGI Origin series are presented to exhibit the scalability of the algorithm and the feasibility of dynamic computing for resource management.
机译:将非结构化自适应网格细化(AMR)方法与单元到单元映射方法结合使用来求解非线性动力系统。全局分析是使用粗网格启动的,而无需任何先验知识即可了解系统的单元状态空间。非线性系统的研究过程通过迭代的单元优化和单元集总过程得以改进。在本文中,使用共享内存编程范例为AMR过程开发了并行算法。此外,还介绍了动态计算的概念,以实现更好的资源管理。该方法通过动态分配/取消分配共享内存线程来更有效地进行计算,从而补偿了计算工作量的变化。提出了关于SGI Origin系列的结果,以展示该算法的可扩展性以及动态计算用于资源管理的可行性。

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