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NUMERICAL METHODS FOR MAXWELL'S EQUATIONS IN INHOMOGENEOUS MEDIA WITH MATERIAL INTERFACES
引用本文:WeiCai. NUMERICAL METHODS FOR MAXWELL'S EQUATIONS IN INHOMOGENEOUS MEDIA WITH MATERIAL INTERFACES[J]. 计算数学(英文版), 2004, 22(2): 156-167
作者姓名:WeiCai
作者单位:DepartmentofMathematics,UniversityofNorthCarolinaatCharlotteCharlotte,NC28223,USA
摘    要:
In this paper, we will present some recent results on developing numerical methods for solving Maxwell‘s equations in inhomogeneous media with material interfaces. First,we will present a second order upwinding embedded boundary method - a Cartesian grid based finite difference method with special upwinding treatment near the material interfaces. Second, we will present a high order discontinuous spectral element with Dubinar orthogonal polynomials on triangles. Numerical results on electromagnetic scattering and photonic waveguide will be included.

关 键 词:麦克斯韦方程 地质分解线 笛卡尔哲学 有限差分法

Numerical Methods for Maxwell's Equations in Inhomogeneous Media with Material Interfaces
Wei Cai. Numerical Methods for Maxwell's Equations in Inhomogeneous Media with Material Interfaces[J]. Journal of Computational Mathematics, 2004, 22(2): 156-167
Authors:Wei Cai
Abstract:
In this paper, we will present some recent results on developing numerical methods for solving Maxwell's equations in inhomogeneous media with material interfaces. First, we will present a second order upwinding embedded boundary method — a Cartesian grid based finite difference method with special upwinding treatment near the material interfaces. Second, we will present a high order discontinuous spectral element with Dubinar orthogonal polynomials on triangles. Numerical results on electromagnetic scattering and photonic waveguide will be included.
Keywords:Embedded Boundary Methods   Discontinuous Galerkin Method   Electromagnetic scattering photonic waveguides.
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