A formulation based on hybrid variational principle for plane wave scattering problems of infinite periodic gratings is presented. Employing Trefftz finite elements to estimate functionals of infinite half spaces above and below gratings, and applying conventional finite elements to the grating regions, we can estimate the functionals of the whole analyzing region. Therefore computed results converge monotonically with increasing number of conventional finite elements and number of space harmonics for Trefftz elements. Scattering characteristics of lossless dielectric gratings, lossless and lossy metallic gratings are computed and the validiy and usefulness of this method are confirmed
We propose an algorithm for the scattering analyses of gratings with various local defects based on ...
The theory of scattering matrices and microwave network analysis is used to solve the problem of sca...
The universal approach to solving the diffraction problems on the periodical set of heterogeneities ...
Diffraction gratings are one of the most popular objects of analysis in electromagnetic theory. The ...
An a priori error estimate using a so called α,β- periodic transformation to study electromagnetic w...
Abstract—In this paper, the finite-difference frequency-domain (FDFD) method, boundary integral equa...
Two types of surface-relief gratings are considered in this thesis. They are the rectangular-groove ...
The aim of the paper is to provide the mathematical foundation of effective numerical algorithms for...
Periodic gratings, such as Frequency Selective Surfaces (FSSs) and EBG (electromagnetic band gap) st...
Abstract: "We have recently introduced a method of variation of boundaries for the solution of diffr...
The scattering characteristics of dielectric periodic structures are discusses based on Floquet mode...
Periodic gratings, such as Frequency Selective Surfaces (FSSs) and EBG (electromagnetic band gap) st...
International audienceIterative-series solutions have been recently developed for the scattering of ...
ABSTRACT. The two-dimensional problem of wave scattering on a multilayered grating consisting of die...
The universal approach to solving the diffraction problems on the periodical set of heterogeneities ...
We propose an algorithm for the scattering analyses of gratings with various local defects based on ...
The theory of scattering matrices and microwave network analysis is used to solve the problem of sca...
The universal approach to solving the diffraction problems on the periodical set of heterogeneities ...
Diffraction gratings are one of the most popular objects of analysis in electromagnetic theory. The ...
An a priori error estimate using a so called α,β- periodic transformation to study electromagnetic w...
Abstract—In this paper, the finite-difference frequency-domain (FDFD) method, boundary integral equa...
Two types of surface-relief gratings are considered in this thesis. They are the rectangular-groove ...
The aim of the paper is to provide the mathematical foundation of effective numerical algorithms for...
Periodic gratings, such as Frequency Selective Surfaces (FSSs) and EBG (electromagnetic band gap) st...
Abstract: "We have recently introduced a method of variation of boundaries for the solution of diffr...
The scattering characteristics of dielectric periodic structures are discusses based on Floquet mode...
Periodic gratings, such as Frequency Selective Surfaces (FSSs) and EBG (electromagnetic band gap) st...
International audienceIterative-series solutions have been recently developed for the scattering of ...
ABSTRACT. The two-dimensional problem of wave scattering on a multilayered grating consisting of die...
The universal approach to solving the diffraction problems on the periodical set of heterogeneities ...
We propose an algorithm for the scattering analyses of gratings with various local defects based on ...
The theory of scattering matrices and microwave network analysis is used to solve the problem of sca...
The universal approach to solving the diffraction problems on the periodical set of heterogeneities ...