Publication detail

FDTD Analysis of a Nonlinear Transmission Line

KŘÍŽ, T. DĚDKOVÁ, J.

Original Title

FDTD Analysis of a Nonlinear Transmission Line

English Title

FDTD Analysis of a Nonlinear Transmission Line

Type

conference paper

Language

en

Original Abstract

The paper describes a new effective approach to simulation of voltage and current distributions along the nonlinear transmission line. Numerical results of the transmission line simulations based on Finite Difference Time Domain (FDTD) method are presented. There are several possibilities how to simulate the voltage and current distributions along the single or multiconductor linear transmission line. The aim of our investigation was to find an effective algorithm for numerical simulation of the current and voltage wave propagation on nonlinear transmission lines. The best solution was obtained by using so-called leapfrog method, when the spatial and temporal derivatives were replaced by the combination of both central and forward differences. This modification of FDTD was discussed and it was applied first to the numerical simulation of electromagnetic wave propagations in a free space. The new algorithm based on FDTD was programmed in MATLAB language. Some illustrative examples are solved and obtained numerical results are presented.

English abstract

The paper describes a new effective approach to simulation of voltage and current distributions along the nonlinear transmission line. Numerical results of the transmission line simulations based on Finite Difference Time Domain (FDTD) method are presented. There are several possibilities how to simulate the voltage and current distributions along the single or multiconductor linear transmission line. The aim of our investigation was to find an effective algorithm for numerical simulation of the current and voltage wave propagation on nonlinear transmission lines. The best solution was obtained by using so-called leapfrog method, when the spatial and temporal derivatives were replaced by the combination of both central and forward differences. This modification of FDTD was discussed and it was applied first to the numerical simulation of electromagnetic wave propagations in a free space. The new algorithm based on FDTD was programmed in MATLAB language. Some illustrative examples are solved and obtained numerical results are presented.

Keywords

FDTD, magnetic field, Nonlinear Transmission Line

RIV year

2009

Released

23.03.2009

Publisher

The Electromagnetic Academy

Location

Cambridge

ISBN

978-1-934142-08-0

Book

Progress in Elekctromagnetic Research Symposium

Pages from

283

Pages to

286

Pages count

4

BibTex


@inproceedings{BUT31440,
  author="Tomáš {Kříž} and Jarmila {Dědková}",
  title="FDTD Analysis of a Nonlinear Transmission Line",
  annote="The paper describes a new effective approach to simulation of voltage and current distributions along the nonlinear transmission line. Numerical results of the transmission line simulations based on Finite Difference Time Domain (FDTD) method are presented. There are several possibilities how to simulate the voltage and current distributions along the single or multiconductor linear transmission line. The aim of our investigation was to find an effective algorithm for numerical simulation of the current and voltage wave propagation on nonlinear transmission lines. The best solution was obtained by using so-called leapfrog method, when the spatial and temporal derivatives were replaced by the combination of both central and forward differences.
This modification of FDTD was discussed and it was applied first to the numerical simulation of electromagnetic wave propagations in a free space. The new algorithm based on FDTD was programmed in MATLAB language. Some illustrative examples are solved and obtained numerical results are presented.",
  address="The Electromagnetic Academy",
  booktitle="Progress in Elekctromagnetic Research Symposium",
  chapter="31440",
  howpublished="electronic, physical medium",
  institution="The Electromagnetic Academy",
  year="2009",
  month="march",
  pages="283--286",
  publisher="The Electromagnetic Academy",
  type="conference paper"
}