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Performance of a Massively Parallel Higher-Order Method of Moments Code Using Thousands of CPUs

机译:使用数千个CPU的矩量代码的大规模并行高阶方法的性能

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The efficiency and scalability of a parallel higher-order method of moments is illustrated using up to 4096 CPU cores on a supercomputer. The scattering problems solved includes the analysis from a full scale airplane. The scattering problem is simulated to demonstrate the efficiency and scalability of the algorithm. Numerical results show that one can achieve above 60% efficiency when the used memory to the total memory ratio is larger than 15%, and the scalability can reach a theoretical value between O(N2) and O(N3), where N is the number of unknowns. Due to its high efficiency and excellent scalability, the algorithm is able to accurately solve large complex electromagnetic radiation and scattering problems including composite and multi-scale structures.
机译:在超级计算机上使用多达4096个CPU内核说明了并行高阶矩量法的效率和可伸缩性。解决的散射问题包括全尺寸飞机的分析。对散射问题进行了仿真,以证明该算法的效率和可扩展性。数值结果表明,当已用内存与总内存之比大于15%时,可以达到60%以上的效率,可伸缩性可以达到O(N)的理论值。 2 )和O(N 3 ),其中N是未知数。由于其高效率和出色的可扩展性,该算法能够准确解决包括复合结构和多尺度结构在内的大型复杂电磁辐射和散射问题。

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