A New ADE-TLM for Lorentz Dispersive Medium

We present a new numerical algorithm for the simulation of dispersive media. This model named ADE-TLM is based on the transmission line modeling method with the symmetrical condensed node (SCN-TLM) and novel voltage sources and exploits the polarization current density J along with the voltage elect...

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Published inJournal of Russian laser research Vol. 42; no. 2; pp. 237 - 242
Main Authors Attalhaoui, Abdellah, Bezzout, Hamid, Habibi, Mohamed, El Faylali, Hanan
Format Journal Article
LanguageEnglish
Published New York Springer US 01.03.2021
Springer Nature B.V
Subjects
Algorithms
Electric potential
Exact solutions
Lasers
Microwaves
Numerical analysis
Optical Devices
Optics
Photonics
Physics
Physics and Astronomy
RF and Optical Engineering
Transmission lines
Voltage
current density
Lorentz media
ADE-TLM
SCN-TLM
Online AccessGet full text
ISSN1071-2836
1573-8760
DOI10.1007/s10946-021-09956-3

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Abstract We present a new numerical algorithm for the simulation of dispersive media. This model named ADE-TLM is based on the transmission line modeling method with the symmetrical condensed node (SCN-TLM) and novel voltage sources and exploits the polarization current density J along with the voltage electric as well as the average approximation. We extend the proposed algorithm to media with dispersions described by multiple second-order Lorentz poles; the obtained results of the reflection and transmission coefficients are compared with analytical solutions.
AbstractList We present a new numerical algorithm for the simulation of dispersive media. This model named ADE-TLM is based on the transmission line modeling method with the symmetrical condensed node (SCN-TLM) and novel voltage sources and exploits the polarization current density J along with the voltage electric as well as the average approximation. We extend the proposed algorithm to media with dispersions described by multiple second-order Lorentz poles; the obtained results of the reflection and transmission coefficients are compared with analytical solutions.
We present a new numerical algorithm for the simulation of dispersive media. This model named ADE-TLM is based on the transmission line modeling method with the symmetrical condensed node (SCN-TLM) and novel voltage sources and exploits the polarization current density J along with the voltage electric as well as the average approximation. We extend the proposed algorithm to media with dispersions described by multiple second-order Lorentz poles; the obtained results of the reflection and transmission coefficients are compared with analytical solutions.
Author Attalhaoui, Abdellah
El Faylali, Hanan
Habibi, Mohamed
Bezzout, Hamid
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ADE-TLM
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Snippet We present a new numerical algorithm for the simulation of dispersive media. This model named ADE-TLM is based on the transmission line modeling method with...
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SubjectTerms Algorithms
Electric potential
Exact solutions
Lasers
Microwaves
Numerical analysis
Optical Devices
Optics
Photonics
Physics
Physics and Astronomy
RF and Optical Engineering
Transmission lines
Voltage
Title A New ADE-TLM for Lorentz Dispersive Medium
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