This work addresses the numerical solution of the differential cavity problem arising from Maxwell equations, by means of the finite-element method (FEM). This procedure presents the well-known problem of spurious modes: solutions satisfying the final algebraic problem but not the original differential equation. Among the proposed remedies, the better alternative seems to be the use of vector basis functions in the finite-element scheme (Nédélec-type elements). With this approach, the discretization of the weak formulation yields the following eigensystem [ ] 0~20 = − tEBA κ (1) where the eigenvalue i
FEM has been applied to obtain the 3-dim. eigenmode of the rectangular resonant cavity. The vector H...
Abstract. This paper is concerned with methods for computing certified bounds for the isolated eigen...
We investigate algorithms for computing steady state electromagnetic waves in cavities. The Maxwell ...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
Abstract. We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimm...
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...
We present an efficient and reliable algorithm for solving a class of nonlinear eigenvalue problems ...
We present an efficient and reliable algorithm for solving a class of nonlinear eigenvalue problems ...
We present an efficient and reliable algorithm for solving a class of nonlinear eigenvalue problems ...
This paper presents some weak (or variational) formulations for an electromagnetic eigenvalue proble...
FEM has been applied to obtain the 3-dim. eigenmode of the rectangular resonant cavity. The vector H...
Abstract. This paper is concerned with methods for computing certified bounds for the isolated eigen...
We investigate algorithms for computing steady state electromagnetic waves in cavities. The Maxwell ...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimmermann and...
Abstract. We propose employing the extension of the Lehmann-Maehly-Goerisch method developed by Zimm...
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...
We present an efficient and reliable algorithm for solving a class of nonlinear eigenvalue problems ...
We present an efficient and reliable algorithm for solving a class of nonlinear eigenvalue problems ...
We present an efficient and reliable algorithm for solving a class of nonlinear eigenvalue problems ...
This paper presents some weak (or variational) formulations for an electromagnetic eigenvalue proble...
FEM has been applied to obtain the 3-dim. eigenmode of the rectangular resonant cavity. The vector H...
Abstract. This paper is concerned with methods for computing certified bounds for the isolated eigen...
We investigate algorithms for computing steady state electromagnetic waves in cavities. The Maxwell ...