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Fast simulation and sensitivity analysis of lossy transmissionlines by the method of characteristics

机译:特征法快速仿真有损传输线及灵敏度分析

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In this paper we use the method of characteristics to derive a new simulation model of lossy transmission lines, and we present the sensitivity analysis in the time domain. The simulation model is as fast as the recursive convolution model based on moment matching and Pade' approximation, but does not have the stability problem. The sensitivity analysis model is particularly useful for transmission line circuits containing nonlinear elements, and is believed to be the first time domain model. Both the simulation and sensitivity analysis models are applicable to uniform and nonuniform transmission lines with arbitrary nonzero initial states. Also we show that any nonlinear circuit element has a very simple linear model in sensitivity analysis. Furthermore, we demonstrate that for any circuits, the modified nodal admittance (MNA) matrices in simulation and in sensitivity analysis equations are the same, therefore no LU decomposition is needed in sensitivity analysis. The contributions in this paper have been implemented into a general-purpose program CSSC (Circuit Simulation and Sensitivity Analysis with Characteristics) which shows excellent accuracy and efficiency in both simulation and sensitivity analysis of transmission line circuits
机译:在本文中,我们使用特征方法来推导有损传输线的新仿真模型,并提出了时域灵敏度分析。该仿真模型与基于矩匹配和Pade's近似的递归卷积模型一样快,但是没有稳定性问题。灵敏度分析模型对于包含非线性元素的传输线电路特别有用,并且被认为是第一时域模型。模拟和灵敏度分析模型均适用于具有任意非零初始状态的均匀和不均匀传输线。我们还表明,在灵敏度分析中,任何非线性电路元件都具有非常简单的线性模型。此外,我们证明,对于任何电路,在仿真和灵敏度分析方程式中的修改的节点导纳(MNA)矩阵都是相同的,因此在灵敏度分析中不需要LU分解。本文的贡献已实现到通用程序CSSC(具有特性的电路仿真和灵敏度分析)中,该程序在传输线电路的仿真和灵敏度分析中均显示出卓越的准确性和效率。

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