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The effect of numerical integration on MoM VIE solution for some isolated dielectric resonators
By: Kulkarni, S.; Makarov, S.;
2005 / IEEE / 0-7803-9068-7
Description
This item was taken from the IEEE Conference ' The effect of numerical integration on MoM VIE solution for some isolated dielectric resonators ' The MoM solution for some dielectric resonators is obtained using volume integral equation (VIE) and zeroth-order edge basis functions. Variable degree of accuracy is implemented for integrals of the moment matrix. The most accurate case uses analytical formulas for all potential integrals including both self- and cross-terms. The non-singular part is found using Gaussian cubature up to 9/sup th/ degree of accuracy for tetrahedra and 10/sup th/ degree for faces. Convergence of the solution for the resonant frequency and Q-factor of the lowest (TE) mode is investigated. It is observed that the convergence for larger meshes does not improve with increasing the integration accuracy. Moreover, the center-point integral approximation consistently provides significantly better results for finer meshes. An explanation to this effect is suggested and discussed.
Related Topics
Dielectric Resonators
Integral Equations
Gaussian Processes
Convergence Of Numerical Methods
Center-point Integral Approximation
Numerical Integration
Mom Vie Solution
Isolated Dielectric Resonators
Volume Integral Equation
Gaussian Process
Convergence
Q-factor
Message-oriented Middleware
Dielectrics
Reluctance Generators
Integral Equations
Resonant Frequency
Q Factor
Tellurium
Geometry
Differential Equations
Impedance
Method Of Moments
Q-factor
Engineering
Zeroth-order Edge Basis Functions