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Autor(en):
Lukashevich, Dzianis; Cangellaris, Andreas C.; Russer, Peter 
Titel:
Transmission line matrix method reduced order modeling 
Abstract:
The finite-difference time-domain (FDTD) method and the transmission line matrix (TLM) method allow the formulation of state-equation representations of the discretized electromagnetic field. These representations usually involve very large numbers of state variables. Reduced order modeling (ROM) of the investigated structure may yield considerable reduction of the computational effort and can be used to generate compact models of the electromagnetic system. While complexity reduction approaches...    »
 
Stichworte:
Arnoldi algorithm, cavity resonators, complexity reduction, discretized electromagnetic field, eigenvalue convergence, eigenvalues and eigenfunctions, finite difference time-domain analysis, finite-difference time-domain method, Krylov subspace methods, method of moments, moment matching techniques, nonsymmetric Lanczos algorithm, rectangular cavity resonator, reduced order systems, simulation results, state-equation representations, transmission line matrix method reduced order modeling, transm...    »
 
Kongress- / Buchtitel:
IEEE MTT-S International Microwave Symposium 
Band / Teilband / Volume:
Verlagsort:
Philadelphia, PA, USA 
Jahr:
2003 
Monat:
jun 
Seiten:
1125--1128 
Print-ISBN:
0149-645X