Complex coefficients domain decomposition method for heterogeneous medium time-harmonic problem

Applied Mathematics and Computation(2013)

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摘要
In this paper, a complex coefficients domain decomposition meshless method for solving heterogeneous medium time-harmonic eddy problem is presented. This novel approach extends the meshless technique from the real number field to the complex number field. Because of the electromagnetic field problems involving many different mediums, the coupling of a domain decomposition method (DDM) is used. According to the different meanings of real part and imaginary part in the complex of the harmonic field calculation, we select different scales of radial basis functions (RBF) and discussed the multiquadric (MQ) RBF collocation detailedly. The simulation example shows the validity and accuracy of the proposed method.
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关键词
different scale,different meaning,domain decomposition method,heterogeneous medium time-harmonic problem,complex number field,meshless method,real number field,different medium,electromagnetic field problem,harmonic field calculation,complex coefficients domain decomposition,domain decomposition
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