COMPUTATION EFFICIENCY OF SCATTERING PROCESS IN TRANSMISSION LINE MATRIX METHOD

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KOMJANI BARCHLOIE N.; SOLAIMANI M.

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Paper Information

Journal: AMIRKABIR Year:2002 | Volume:13 | Issue:49 Page(s): 149-159

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Information Journal Paper

Title

COMPUTATION EFFICIENCY OF SCATTERING PROCESS IN TRANSMISSION LINE MATRIX METHOD

Author(s)

KOMJANI BARCHLOIE N. | SOLAIMANI M. | Issue Writer Certificate

Keywords

TRANSMISSION LINE MTLTRIX METHODQ4

SYMMETRICAL CONDENSED NODEQ4

SCATTERING PROCESSQ4

Abstract

The Transmission line Matrix (TLM) method is a powerful tool for mode ling of lectromagnetic wave propagation in complex structures. This method needs a large amount of memory and computation time for studying open region problems. In order to reduce the necessary memory capacity and computation time in 3D-TLM, generally two strategies are used First, using absorbing boundary conditions to limit the space dimension of the problem, and second using an efficient scattering algorithm with minimum algebric computation. This article discusses various type of SYMMETRICAL CONDENSED NODE (SCN). Efficient implementations of the scattering procedure in the various SCN are given. Computational time and requirements of different TLM nodes are compared. Comparsion of results of simulation with analytical and experimental shows very good agreement.

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APA: Copy

KOMJANI BARCHLOIE, N., & SOLAIMANI, M.. (2002). COMPUTATION EFFICIENCY OF SCATTERING PROCESS IN TRANSMISSION LINE MATRIX METHOD. AMIRKABIR, 13(49), 149-159. SID. https://sid.ir/paper/950/en

Vancouver: Copy

KOMJANI BARCHLOIE N., SOLAIMANI M.. COMPUTATION EFFICIENCY OF SCATTERING PROCESS IN TRANSMISSION LINE MATRIX METHOD. AMIRKABIR[Internet]. 2002;13(49):149-159. Available from: https://sid.ir/paper/950/en

IEEE: Copy

N. KOMJANI BARCHLOIE, and M. SOLAIMANI, “COMPUTATION EFFICIENCY OF SCATTERING PROCESS IN TRANSMISSION LINE MATRIX METHOD,” AMIRKABIR, vol. 13, no. 49, pp. 149–159, 2002, [Online]. Available: https://sid.ir/paper/950/en

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