用数值谱域法研究了铁氧体任意磁化微带线的色散特性

F. Benmohamed, J. Tao, D. Vincent
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引用次数: 0

摘要

提出了一种求解含有任意偏置磁层的多层平面结构的谱域并矢格林函数的有效方法。利用谱域横向算符法对各层内部电磁场进行数值计算。计算的具有磁性衬底的开放微带线的格林函数与先前发表的结果进行了比较,取得了很好的一致性。在谱域应用伽辽金方法研究了磁性衬底上微带线的色散特性。得到了有效的数值结果,并与已有成果进行了比较。
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Numerical spectral domain method to investigate the dispersion characteristics of an open microstrip line with arbitrarily magnetised ferrite
An efficient spectral domain method to obtain the spectral dyadic Green's function of multilayer planar structure containing an arbitrarily biased magnetic layer is developed. This method, namely the spectral domain transverse operator method, is used to formulate numerically the electromagnetic field inside each layer. The computed Green's function for an open microstrip line with magnetic substrate is compared to previously published results and excellent agreement is achieved. The Galerkin method is applied in the spectral domain to carry out the dispersion characteristics of microstrip line on magnetic substrate. Numerical results are obtained effectively and compared with previous published works.
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