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An adaptive anisotropic perfectly matched layer method for 3-D time harmonic electromagnetic scattering problems
2012-09-24 | 编辑:

论文题目:An adaptive anisotropic perfectly matched layer method for 3-D time harmonic electromagnetic scattering problems

作  者:Zhiming Chen,  Tao Cui  and Linbo Zhang

论文摘要:We develop an anisotropic perfectly matched layer (PML) method for solving the time harmonic electromagnetic scattering problems in which the PML coordinate stretching is performed only in one direction outside a cuboid domain. The PML parameters such as the thickness of the layer and the absorbing medium property are determined through sharp a posteriori error estimates. Combined with the adaptive finite element method, the proposed adaptive anisotropic PML method provides a complete numerical strategy to solve the scattering problem in the framework of FEM which produces automatically a coarse mesh size away from the fixed domain and thus makes the total computational costs insensitive to the choice of the thickness of the PML layer. Numerical experiments are included to illustrate the competitive behavior of the proposed adaptive method.

所属实验室或研究中心: 科学与工程计算国家重点实验室

被接受的期刊名:Numerische Mathematik

附件下载:
201206.pdf
 
 
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