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Surface Integral Equation Solvers for Large-Scale Conductors,Metamaterials and Plasmonic Nanostructures

机译:适用于大型导体,超材料和等离子纳米结构的表面积分方程求解器

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摘要

Surface integral equation (SIE) approaches for the accurate solution of different problems in computational electromagnetics are addressed. First, an efficient message passing interface (MPI)/OpenMP parallel implementation of the multilevel fast multipole algorithm-fast Fourier transform (MLFMA-FFT) is presented for the solution of large-scale conducting bodies. By combining the high scalability of the fast multipole method-FFT (FMM-FFT) with the high efficiency of MLFMA, challenging problems up to one billion unknowns are solved using a parallel supercomputer. Second, looking for the extension of these rigorous approaches to new demanded areas, the SIE method is successfully applied to the solution of left-handed metamaterials and plasmonic nanostructures. Numerical examples are presented to confirm the validity and versatility of this approach for the accurate resolution of problems in the context of leading-edge nanoscience and nanotechnology applications.
机译:提出了用于精确解决计算电磁学中不同问题的表面积分方程(SIE)方法。首先,提出了一种高效的消息传递接口(MPI)/ OpenMP并行实现的多级快速多极算法-快速傅里叶变换(MLFMA-FFT),用于大规模导体的解决方案。通过将快速多极点方法FFT(FMM-FFT)的高可扩展性与MLFMA的高效率相结合,使用并行超级计算机可以解决多达十亿个未知数的难题。第二,寻求将这些严格的方法扩展到新的需求区域,SIE方法已成功应用于左手超材料和等离子体纳米结构的解决方案。数值实例表明了该方法在前沿纳米科学和纳米技术应用背景下准确解决问题的有效性和多功能性。

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