A simple mixed triangular edge element is proposed for the finite elements, with which inhomogeneously-loaded and arbitrarily shaped waveguides are analyzed. The shape functions used for approximating the fields are found analytically to be divergence-free. The formulation has been found to encounter spurious-free solutions. As evidence, the non-physical solutions that appeared in the longitudinal component finite element formulation are shown to be absent in the present formulation. A comparison with another mixed element is furnished here in order to demonstrate the advantages provided by the present element </p
[[abstract]]A combined method employing a finite-element technique in the Hx - Hy formulation and th...
The finite element's method is aplied to the study of inhomogenous waveguides of arbitrary cross-sec...
The authors derive a variational formulation for anisotropic, dielectric waveguides using only the (...
Divergence-free shape functions are proposed for the finite elements, with which inhomogeneously-loa...
A simple mixed triangular edge element is proposed for the finite elements, with which inhomogeneous...
The analysis of arbitrarily-shaped waveguides has been carried out by the Finite Element Method, usi...
Abstract—A unified approach using curvilinear hybrid edge/nodal elements with triangular shape is, f...
. In this paper the Finite Element Method is employed for the analysis of electromagnetic lossless w...
The coupling of waveguides is modeled to a mathematical problem for an internal region. The transiti...
A new formulation is developed for the analysis of waveguide problems. Maxwell's equations for the m...
Inhomogeneous waveguiding structures containing corners, even dielectric corners, cannot be modeled ...
Inhomogeneous waveguiding structures containing corners, even dielectric corners, cannot be modeled ...
New and efficient modelling concepts and procedures based on Tangential Vectorial Finite Element met...
grantor: University of TorontoAn improved vectorial finite-element method for the analysis...
Analysis of arbitrarily-shaped transitions in waveguides, such as inhomogeneous cavities and wavegui...
[[abstract]]A combined method employing a finite-element technique in the Hx - Hy formulation and th...
The finite element's method is aplied to the study of inhomogenous waveguides of arbitrary cross-sec...
The authors derive a variational formulation for anisotropic, dielectric waveguides using only the (...
Divergence-free shape functions are proposed for the finite elements, with which inhomogeneously-loa...
A simple mixed triangular edge element is proposed for the finite elements, with which inhomogeneous...
The analysis of arbitrarily-shaped waveguides has been carried out by the Finite Element Method, usi...
Abstract—A unified approach using curvilinear hybrid edge/nodal elements with triangular shape is, f...
. In this paper the Finite Element Method is employed for the analysis of electromagnetic lossless w...
The coupling of waveguides is modeled to a mathematical problem for an internal region. The transiti...
A new formulation is developed for the analysis of waveguide problems. Maxwell's equations for the m...
Inhomogeneous waveguiding structures containing corners, even dielectric corners, cannot be modeled ...
Inhomogeneous waveguiding structures containing corners, even dielectric corners, cannot be modeled ...
New and efficient modelling concepts and procedures based on Tangential Vectorial Finite Element met...
grantor: University of TorontoAn improved vectorial finite-element method for the analysis...
Analysis of arbitrarily-shaped transitions in waveguides, such as inhomogeneous cavities and wavegui...
[[abstract]]A combined method employing a finite-element technique in the Hx - Hy formulation and th...
The finite element's method is aplied to the study of inhomogenous waveguides of arbitrary cross-sec...
The authors derive a variational formulation for anisotropic, dielectric waveguides using only the (...