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Element-free Galerkin numerical mode-matching method for static and time-harmonic electromagnetic fields in orthogonal-plano-cylindrically layered media

机译:无元素Galerkin数值模式匹配方法,用于正交 - 平面圆柱形介质中的静态和时谐波电磁场

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This paper combines the numerical mode-matching (NMM) method with the element-free Galerkin (EFG) method for the efficient modeling of electromagnetic waves in cylindrically layered media with multiple horizontal beds. In the implementation of the conventional NMM scheme, finite element method (FEM) is commonly used to discretize the radial direction. To improve the efficiency for the discretization along the radial direction, EFG method is utilized instead to construct the element-free Galerkin NMM (EFG-NMM) scheme. As a meshless method, EFG scheme avoids the complexity of mesh generation as well as improves the numerical accuracy compared to FEM. The EFG-NMM scheme is developed for both static and time-harmonic electromagnetic waves. Excellent agreement between EFG-NMM and FEM-NMM is verified by simulating different numerical examples.
机译:本文将数值模式匹配(NMM)方法与具有多个水平床的圆柱形层状介质中的电磁波的有效建模的无元素Galerkin(EFG)方法。 在传统NMM方案的实现中,有限元方法(FEM)通常用于离散径向。 为了提高沿径向方向离散化的效率,使用EFG方法来构建无元素的Galerkin NMM(EFG-NMM)方案。 作为一种无网格方法,EFG方案避免了网格产生的复杂性,并且与FEM相比提高了数值准确性。 EFG-NMM方案是为静态和时谐波电磁波开发的。 通过模拟不同的数值示例来验证EFG-NMM和FEM-NMM之间的良好一致性。

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