This paper presents some weak (or variational) formulations for an electromagnetic eigenvalue problem related to the analysis of cavity resonators in microwave theory. Particularly, mixed and penalty formulations are considered, since they appear to be applicable to finite element analysis of such a problem. Moreover, some theoretical results are derived for these formulations. Then, a simple two-dimensional finite element is developed by the penalty formulation, and tested by numerical computations. We point out some numerical difficulties observed in this type of piecewise polynomial finite elements based on the penalty approach
The numerical determination of the electromagnetic field eigenmodes of a microwave cavity containing...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
The occurrence of spurious solutions is a well-known limitation of the standard nodal finite element...
Cavity resonators are modelled using a Maxwell eigenvalue problem. In order to obtain a reliable fin...
Cavity resonators are modelled using a Maxwell eigenvalue problem. In order to obtain a reliable fin...
Cavity resonators are modelled using a Maxwell eigenvalue problem. In order to obtain a reliable fin...
Cavity resonators are modelled using a Maxwell eigenvalue problem. In order to obtain a reliable fin...
This paper presents a finite element method for 3-D analysis of an electro-magnetic eigenvalue probl...
This paper presents a finite element method for 3-D analysis of an electro-magnetic eigenvalue probl...
This work addresses the numerical solution of the differential cavity problem arising from Maxwell e...
AbstractThe behaviour of electromagnetic resonances in cavities is modelled by a Maxwell eigenvalue ...
. We investigate algorithms for computing steady state electromagnetic waves in cavities. The Maxwel...
Eigenvalue problems find important applications in engineering electromagnetics. The most studied ex...
The article considers the optimization of eigenvalues in electromagnetic cavities by means of shape ...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
The numerical determination of the electromagnetic field eigenmodes of a microwave cavity containing...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
The occurrence of spurious solutions is a well-known limitation of the standard nodal finite element...
Cavity resonators are modelled using a Maxwell eigenvalue problem. In order to obtain a reliable fin...
Cavity resonators are modelled using a Maxwell eigenvalue problem. In order to obtain a reliable fin...
Cavity resonators are modelled using a Maxwell eigenvalue problem. In order to obtain a reliable fin...
Cavity resonators are modelled using a Maxwell eigenvalue problem. In order to obtain a reliable fin...
This paper presents a finite element method for 3-D analysis of an electro-magnetic eigenvalue probl...
This paper presents a finite element method for 3-D analysis of an electro-magnetic eigenvalue probl...
This work addresses the numerical solution of the differential cavity problem arising from Maxwell e...
AbstractThe behaviour of electromagnetic resonances in cavities is modelled by a Maxwell eigenvalue ...
. We investigate algorithms for computing steady state electromagnetic waves in cavities. The Maxwel...
Eigenvalue problems find important applications in engineering electromagnetics. The most studied ex...
The article considers the optimization of eigenvalues in electromagnetic cavities by means of shape ...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
The numerical determination of the electromagnetic field eigenmodes of a microwave cavity containing...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
The occurrence of spurious solutions is a well-known limitation of the standard nodal finite element...