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A Parallel Approach for a Block Tri-Diagonal Solver in Fusion Simulation

机译:融合仿真中块三对角线求解器的并行方法

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Simulations of fusion experiments provide important support for fusion experiments. Up to date, the study of fusion experiments has been focused on numerical methods by means of computing power. However, the accurate numerical method has always been a major issue. Based on a Scalable Island Equilibrium Solver for Toroidal Application (SIESTA), an algorithm for solving a huge tri-diagonal system is introduced in this paper. The main effort of the paper is placed on studying the computation of a huge tri-diagonal matrix in parallel. A parallel approach is investigated, in which a mapping is defined. The approach guarantees each different matrix block is associated with a unique processor. By means of Basic Linear Algebra Communication Subprograms (BLACS) and Message Passing Interface (MPI), the parallel approach is implemented on the Jaguar supercomputer. The numerical results and efficiency analysis are provided.
机译:融合实验的仿真为融合实验提供了重要的支持。迄今为止,融合实验的研究一直集中在借助计算能力的数值方法上。但是,精确的数值方法一直是主要问题。基于可扩展的环形应用岛平衡求解器(SIESTA),本文提出了一种求解大型三对角线系统的算法。本文的主要工作是研究并行计算巨大的三对角矩阵。研究了一种并行方法,其中定义了映射。该方法确保每个不同的矩阵块都与唯一的处理器关联。通过基本线性代数通信子程序(BLACS)和消息传递接口(MPI),并行方法在Jaguar超级计算机上实现。提供了数值结果和效率分析。

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