Power loss modeling of electromagnetic (EM) structures under consideration of the frequency dependent surface impedance of metallic normal conductors and superconductors is performed using time domain transmission line matrix method (TLM). The surface boundaries of the low loss conductors, characterized by the reflection coefficient, are modeled by digital filters. The method describes a hybrid approach to include the boundary conditions of conductors in frequency domain in a time domain full wave analysis. The validation of the used technique is done with rectangular cavity resonators. The calculation of the quality factors is performed with a Prony series expansion of the TLM time signal and extraction of the resonance frequencies and the Q factors. Finally the high accuracy of the hybrid method and the Prony expansion is demonstrated     «

Power loss modeling of electromagnetic (EM) structures under consideration of the frequency dependent surface impedance of metallic normal conductors and superconductors is performed using time domain transmission line matrix method (TLM). The surface boundaries of the low loss conductors, characterized by the reflection coefficient, are modeled by digital filters. The method describes a hybrid approach to include the boundary conditions of conductors in frequency domain in a time domain full wa...     »

digital filters, electromagnetic structures, high quality cavity resonators, metallic normal conductors, metallic rectangular cavity resonators, metallic superconductors, power loss modeling, Prony series expansion, Prony-method, Q-factor, quality factor, superconducting cavity resonators, superconducting rectangular cavity resonators, surface impedance, time domain full wave analysis, time-domain analysis, transmission line matrix method, Transmission line matrix method (TLM), transmission line matrix methods     «

digital filters, electromagnetic structures, high quality cavity resonators, metallic normal conductors, metallic rectangular cavity resonators, metallic superconductors, power loss modeling, Prony series expansion, Prony-method, Q-factor, quality factor, superconducting cavity resonators, superconducting rectangular cavity resonators, surface impedance, time domain full wave analysis, time-domain analysis, transmission line matrix method, Transmission line matrix method (TLM), transmission line...     »