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A parallel algorithm for nonlinear dynamic finite element analysis: methodology, implementation, and applications

机译:非线性动态有限元分析的并行算法:方法,实现和应用

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摘要

A new parallel algorithm, the elemental decomposition algorithm, and its associated methodology for explicit finite element analysis for a parallel multiple instruction multiple data (MIMD) computer is proposed. This new parallel algorithm is then implemented on Cray-T3D MIMD computers (presently, the new version is Cray-T3E) to develop a massively parallel code for the nonlinear dynamic analysis of shells of revolution. This parallel finite element algorithm required element-level parallelcomputation and parallel interprocessor commumcation. The parallel finite element formulations are briefly discussed to demonstrate their applicability in the development of this new elemental decomposition algorithm. Two large-scale transient problemsare solved using the new parallel finite element code, and measured performances are presented and analyzed in detail. Results show that the Cray-T3D computers are very promising parallel computers for finite element computation.
机译:提出了一种新的并行算法,元素分解算法及其相关方法,用于并行多指令多数据(MIMD)计算机的显式有限元分析。然后,在Cray-T3D MIMD计算机(目前,新版本为Cray-T3E)上实施此新的并行算法,以开发大规模并行代码以对旋转壳体进行非线性动态分析。这种并行有限元算法需要进行元素级并行计算和并行处理器间通信。简要讨论了并行有限元公式,以证明其在这种新的元素分解算法的开发中的适用性。使用新的并行有限元代码解决了两个大规模瞬态问题,并详细介绍了所测量的性能。结果表明,Cray-T3D计算机是用于有限元计算的非常有前途的并行计算机。

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