分散介质中细导线的TLM建模

G. Verissimo, J. Dubard, M. Ney, C. Pichot
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引用次数: 4

摘要

提出了一种新的三维传输线矩阵-双导线(TLM-TW)数值格式,用于模拟埋在一般非均匀、色散、导电介质中的细导线。为了求解色散介质引入的时间卷积积,采用了双线性z变换方法得到的递归算法。这种技术是为电色散介质(即,磁性非色散)开发的,它的通用性允许使用任何类型的德拜和洛伦兹模型或由多项式之比表示的介质,其全功率为(j ω)。首先通过模拟均匀洛伦兹色散介质包围的典型细导线电缆,验证了TLM-TW数值格式。然后,对一种用于甚低频传输的典型辐射结构伞形天线进行了数值研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
TLM modeling of thin wires in dispersive media
A new 3-D transmission line matrix-twin wire (TLM-TW) numerical scheme is proposed for modeling thin wires buried in a general inhomogeneous, dispersive, conductive medium. To solve the time convolution product introduced by the dispersive medium, a recursive algorithm obtained by bilinear Z-transform approach is used. This technique is developed for electrically dispersive media (i.e., magnetically non-dispersive) and its generality allows the use of any kind of Debye and Lorentz models or media represented by a ratio of polynomials with full power of (j ω). The TLM-TW numerical scheme is first validated through the simulation of a canonical thin lead cable surrounded by a homogeneous Lorentz dispersive medium. Then, the numerical study of an umbrella antenna, radiating structure typically used in VLF transmissions, is investigated.
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