An Efficient Inverse Scattering Algorithm and its Application to Lossy Electric Transmission Line Synthesis

Abstract : As studied by Jaulent in 1982, the inverse problem of lossy electric transmission lines is closely related to the inverse scattering of Zakharov-Shabat equations with two potential functions. Focusing on the numerical solution of this inverse scattering problem, we develop a fast one-shot algorithm based on the Gelfand-Levitan-Marchenko equations and on some differential equations derived from the Zakharov-Shabat equations. Compared to existing results, this new algorithm is computationally more efficient. It is then applied to the synthesis of non uniform lossy electric transmission lines.
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Progress in Electromagnetics Research Letters, PIER, 2011, 24, pp.77-90. 〈10.2528/PIERL11010706〉
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Contributeur : Qinghua Zhang <>
Soumis le : jeudi 17 janvier 2013 - 14:23:26
Dernière modification le : vendredi 25 mai 2018 - 12:02:05

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Huaibin Tang, Qinghua Zhang. An Efficient Inverse Scattering Algorithm and its Application to Lossy Electric Transmission Line Synthesis. Progress in Electromagnetics Research Letters, PIER, 2011, 24, pp.77-90. 〈10.2528/PIERL11010706〉. 〈hal-00777380〉

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