Finding many higher modes in ferrite loaded waveguide becomes mandatory when dealing with discontinuities in accurate component design. It is well known, however, that this is a very difficult task in practice. In this contribution we report a novel approach to this problem based on the explicit eigenvalue formulation of the vector telegrapher's equations applied to the anisotropic uniform waveguide and discretized by using the actual modes taken at cut-off as an expanding set. Theoretical results are compared with existing ones for the case of longitudinally magnetized fully and partially loaded waveguide with very good agreement. The resulting algorithm is compact and it requires extremely low computational effort for evaluating as many m...
Finite differences, i.e., the direct discretization of the vector eigenmodes equation, can be a very...
We present a numerical approach to the simulation of dielectric waveguides that is free of spurious ...
Eigenvalue problems find important applications in engineering electromagnetics. The most studied ex...
Finding many higher modes in ferrite loaded waveguide becomes mandatory when dealing with discontinu...
Finding many higher modes in ferrite loaded waveguide becomes mandatory when dealing with discontinu...
Many hybrid modes are required in computing the fields scattered from discontinuities in structures ...
Many hybrid modes are required in computing the fields scattered from discontinuities in structures ...
Many hybrid modes are required in computing the fields scattered from discontinuities in structures ...
In the recent past we introduced a new approach for the analysis of the propagation of hybrid modes ...
In the recent past we introduced a new approach for the analysis of the propagation of hybrid modes ...
In the recent past we introduced a new approach for the analysis of the propagation of hybrid modes ...
We describe here a Vector Finite Difference approach to the evaluation of waveguide eigenvalues and ...
In this paper, a simple finite-element solution is introduced for directly calculating phase constan...
Abstract − Hypotheses for the eigenvalue spectrum, phase characteristics and differential phase shif...
Finite differences, i.e., the direct discretization of the vector eigenmodes equation, can be a very...
Finite differences, i.e., the direct discretization of the vector eigenmodes equation, can be a very...
We present a numerical approach to the simulation of dielectric waveguides that is free of spurious ...
Eigenvalue problems find important applications in engineering electromagnetics. The most studied ex...
Finding many higher modes in ferrite loaded waveguide becomes mandatory when dealing with discontinu...
Finding many higher modes in ferrite loaded waveguide becomes mandatory when dealing with discontinu...
Many hybrid modes are required in computing the fields scattered from discontinuities in structures ...
Many hybrid modes are required in computing the fields scattered from discontinuities in structures ...
Many hybrid modes are required in computing the fields scattered from discontinuities in structures ...
In the recent past we introduced a new approach for the analysis of the propagation of hybrid modes ...
In the recent past we introduced a new approach for the analysis of the propagation of hybrid modes ...
In the recent past we introduced a new approach for the analysis of the propagation of hybrid modes ...
We describe here a Vector Finite Difference approach to the evaluation of waveguide eigenvalues and ...
In this paper, a simple finite-element solution is introduced for directly calculating phase constan...
Abstract − Hypotheses for the eigenvalue spectrum, phase characteristics and differential phase shif...
Finite differences, i.e., the direct discretization of the vector eigenmodes equation, can be a very...
Finite differences, i.e., the direct discretization of the vector eigenmodes equation, can be a very...
We present a numerical approach to the simulation of dielectric waveguides that is free of spurious ...
Eigenvalue problems find important applications in engineering electromagnetics. The most studied ex...