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• W1732049097 abstract "The concept of propagators for solving scattering problems in planar geometries has been generalized to accommodate thin homogeneous, in general anisotropic, resistive sheets embedded in supporting slabs, by the usage of a well known approximate impedance boundary condition. The slabs can be arbitrary linear materials i.e., bianisotropic materials, and applications of the method to the analysis of single and multilayer absorbers i.e., Salisbury and Jaumann absorbers are given. The generalization of the propagator method also handles the problem with an arbitrary number of metallic sheets consisting of resistive patch elements embedded in supporting linear, bianisotropic slabs. The solution of both the case of nite number of patch elements and the case where the elements are periodically arranged, is shown by the use of the Galerkin method. Numerical examples, where comparison to data presented in the literature as well as measured data, are shown in the paper." @default.
• W1732049097 created "2016-06-24" @default.
• W1732049097 creator A5054786787 @default.
• W1732049097 date "2013-01-01" @default.
• W1732049097 modified "2023-09-25" @default.
• W1732049097 title "Propagators and scattering of electromagnetic waves in planar bianisotropic slabs - an application to absorbers and frequency selective structures" @default.
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