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A domain decomposition method for the solution of large electromagnetic problems using a massively parallel hybrid finite element - integral equation MLFMA multilevel fast multipole algorithm

机译:使用大规模并行混合有限元-积分方程MLFMA的求解大型电磁问题的域分解方法多级快速多极算法

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For scattering and antenna design problems the electromagnetic field must be computed around and inside 3D complex targets, constituted with inhomogeneous media. To this end, "exact" numerical methods can be employed to solve Maxwell's equations in the frequency domain. Here, we consider the hybrid boundary integral equation and the finite element technique. For some of our applications, this numerical approach tends to be insufficient in terms of number of degrees of freedom. In order to solve these very large problems, we have combined an original numerical method based on a domain decomposition method and very efficient parallel algorithms.
机译:对于散射和天线设计问题,必须在由非均匀介质构成的3D复杂目标周围和内部计算电磁场。为此,可以采用“精确”数值方法在频域上求解麦克斯韦方程。在这里,我们考虑混合边界积分方程和有限元技术。对于我们的某些应用,就自由度的数量而言,这种数值方法往往不足。为了解决这些非常大的问题,我们将基于域分解方法的原始数值方法与非常有效的并行算法相结合。

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