Applying the Retarded Solutions of Electromagnetic Fields to Transmission Line RLGC Modeling
The RLGC model, and its variations, is one of the most common techniques to simulate Transmission Lines. The RLGC model uses circuit network elements consisting of Resistance R, Inductance L, Conductance G and Capacitance C (per unit length) to represent a small segment of the Transmission Line, and...
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Advanced Electromagnetics
2017-03-01
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doaj-8a747ce17a0c4cc597d59837be7f4d6e2020-11-24T21:55:24ZengAdvanced ElectromagneticsAdvanced Electromagnetics2119-02752017-03-0161566210.7716/aem.v6i1.420420Applying the Retarded Solutions of Electromagnetic Fields to Transmission Line RLGC ModelingP. Ye0B. Gore1P. HurayUniversity of South CarolinaUniversity of South CarolinaThe RLGC model, and its variations, is one of the most common techniques to simulate Transmission Lines. The RLGC model uses circuit network elements consisting of Resistance R, Inductance L, Conductance G and Capacitance C (per unit length) to represent a small segment of the Transmission Line, and then cascades multiple segments to simulate the Transmission Line of arbitrary length. Typically the parameters in RLGC model are extracted from the propagation constant and characteristic impedance of the transmission line, which are found using numerical simulation methods. These resulting RLGC parameters for multi-GHz signaling are usually frequency-dependent. This paper introduces an analytical approach to extract RLGC parameters to simulate transmission line, which results in a different model, the RLGC(p) model.https://aemjournal.org/index.php/AEM/article/view/420Transmission LineRLGCTime Retarded FieldJefimenko |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
P. Ye B. Gore P. Huray |
spellingShingle |
P. Ye B. Gore P. Huray Applying the Retarded Solutions of Electromagnetic Fields to Transmission Line RLGC Modeling Advanced Electromagnetics Transmission Line RLGC Time Retarded Field Jefimenko |
author_facet |
P. Ye B. Gore P. Huray |
author_sort |
P. Ye |
title |
Applying the Retarded Solutions of Electromagnetic Fields to Transmission Line RLGC Modeling |
title_short |
Applying the Retarded Solutions of Electromagnetic Fields to Transmission Line RLGC Modeling |
title_full |
Applying the Retarded Solutions of Electromagnetic Fields to Transmission Line RLGC Modeling |
title_fullStr |
Applying the Retarded Solutions of Electromagnetic Fields to Transmission Line RLGC Modeling |
title_full_unstemmed |
Applying the Retarded Solutions of Electromagnetic Fields to Transmission Line RLGC Modeling |
title_sort |
applying the retarded solutions of electromagnetic fields to transmission line rlgc modeling |
publisher |
Advanced Electromagnetics |
series |
Advanced Electromagnetics |
issn |
2119-0275 |
publishDate |
2017-03-01 |
description |
The RLGC model, and its variations, is one of the most common techniques to simulate Transmission Lines. The RLGC model uses circuit network elements consisting of Resistance R, Inductance L, Conductance G and Capacitance C (per unit length) to represent a small segment of the Transmission Line, and then cascades multiple segments to simulate the Transmission Line of arbitrary length. Typically the parameters in RLGC model are extracted from the propagation constant and characteristic impedance of the transmission line, which are found using numerical simulation methods. These resulting RLGC parameters for multi-GHz signaling are usually frequency-dependent. This paper introduces an analytical approach to extract RLGC parameters to simulate transmission line, which results in a different model, the RLGC(p) model. |
topic |
Transmission Line RLGC Time Retarded Field Jefimenko |
url |
https://aemjournal.org/index.php/AEM/article/view/420 |
work_keys_str_mv |
AT pye applyingtheretardedsolutionsofelectromagneticfieldstotransmissionlinerlgcmodeling AT bgore applyingtheretardedsolutionsofelectromagneticfieldstotransmissionlinerlgcmodeling AT phuray applyingtheretardedsolutionsofelectromagneticfieldstotransmissionlinerlgcmodeling |
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1725862882859548672 |