ϵ-Algorithm for Transient Analysis of Lossy and Dispersive Multiconductor Transmission Lines

A novel approach for transient analysis of coupled transmission line circuits is presented. A recursive ϵ-algorithm is constructed to accelerate the evaluation of the generalized inverse matrix Pade approximation to exponential function (GIMPAe). Then the frequency-domain responses is transformed in...

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Main Authors: Xinzhi Shi, Chang Qi, Jicheng Hu, Gaofeng Wang
Format: Conference Proceeding
Language:English
Subjects:
Acceleration
Coupling circuits
Dispersion
Distributed parameter circuits
EDA
Frequency domain analysis
Multiconductor transmission lines
Power system transients
Propagation losses
Transient analysis
Transmission line matrix methods
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Chang Qi
Jicheng Hu
Gaofeng Wang
description A novel approach for transient analysis of coupled transmission line circuits is presented. A recursive ϵ-algorithm is constructed to accelerate the evaluation of the generalized inverse matrix Pade approximation to exponential function (GIMPAe). Then the frequency-domain responses is transformed into the time domain. Both transient responses on the ends of the transmission lines and along the transmission lines are given. The numerical results prove the new approach is efficient and accurate for treating coupled, lossy, nonuniform and dispersive multiconductor transmission line circuits.
doi_str_mv 10.1109/ICACTE.2008.119
format conference_proceeding
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source IEEE Electronic Library (IEL) Conference Proceedings
subjects Acceleration
Coupling circuits
Dispersion
Distributed parameter circuits
EDA
Frequency domain analysis
Multiconductor transmission lines
Power system transients
Propagation losses
Transient analysis
Transmission line matrix methods
title ϵ-Algorithm for Transient Analysis of Lossy and Dispersive Multiconductor Transmission Lines
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