New types of TLM nodes for the analysis of axially symmetric structures

S. Le Maguer, M. Ney
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引用次数: 0

Abstract

The Transmission Line Matrix (TLM) method is a well-known numerical time-domain technique which has been widely used for solving electromagnetic field problems. Axially symmetric structures are frequently encountered in microwave engineering. For this purpose, a first memory-saving TLM algorithm was developed in the particular case of uniform guiding structures [1]. Based on the classical Symmetrical Condensed Node (SCN) [2], this approach leads to a 1D mesh array using 18 complex voltages. Low memory requirement and simple algorithm make this method a very versatile tool. Extension of this model to general axially symmetric structure (2D mesh array) is not memory competitive compared to other time domain methods as BoR-FDTD [3,4].
用于轴对称结构分析的新型TLM节点
传输线矩阵法(TLM)是一种著名的时域数值方法,在求解电磁场问题中得到了广泛的应用。轴对称结构是微波工程中经常遇到的问题。为此,在均匀导向结构的特殊情况下,开发了第一种节省内存的TLM算法[1]。基于经典的对称凝聚节点(symmetric Condensed Node, SCN)[2],该方法使用18个复杂电压生成一维网格阵列。该方法内存需求低,算法简单,是一种非常通用的工具。将该模型扩展到一般轴对称结构(二维网格阵列),与BoR-FDTD等其他时域方法相比,不存在内存竞争[3,4]。
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