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Two Half GILD Electromagnetic Modeling in Micro Materials

机译:微材料中的两个半GILD电磁建模

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In this paper, we present a two half dimensional electromagnetic (EM) modeling using the Global Integral and Local Differential (GILD) method. We derived the three dimensional and two half dimensional (2.5D) boundary integral-differential equation for the magnetic field. We construct 2.5D GILD EM scheme and developed 2.5D GILD EM modeling programs. The collocation finite element method (FEM) was used to discretize the new EM boundary integral-differential equation, and the Galerkin FEM to discretize the internal domain EM differential equation. The boundary FEM equations and the domain FEM equations are coupled into the completed GILD equation system. A new parallel decomposition from the internal domain to the boundary can be used to solve the 2.5D EM equation. The simulation tests in the micro materials show that the 2.5D GILD EM modeling is fast and accurate. The parallel 2.5D GILD EM code is high performance. An interesting GILD phenomena in the micro scale materials is presented that is breakthrough discovering.
机译:在本文中,我们提出了使用整体积分和局部差分(GILD)方法的二维半二维电磁(EM)建模。我们导出了磁场的三维和二维(2.5D)边界积分微分方程。我们构建了2.5D GILD EM方案,并开发了2.5D GILD EM建模程序。搭配有限元方法(FEM)用于离散化新的EM边界积分-微分方程,Galerkin FEM用于离散化内部域EM微分方程。边界有限元方程和区域有限元方程耦合到完整的GILD方程系统中。从内部域到边界的新的并行分解可用于求解2.5D EM方程。在微材料中进行的仿真测试表明,2.5D GILD EM建模是快速而准确的。并行的2.5D GILD EM代码具有高性能。提出了微尺度材料中有趣的GILD现象,这是突破性发现。

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