分布式线路的优化暂态仿真

D. Kuznetsov, J. Schutt-Ainé, R. Mittra
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引用次数: 2

摘要

本文综述了优化方法在均匀分布线路仿真中的应用。该方法将间接数值积分与分布式线路的开环器件模型相结合。该方法对数字电路的暂态分析具有最高的效率、精度和实用性。最优的线路模型可以直接用于电路模拟器,并且可以用频域或时域数据样本对线路进行表征。最优方法的效率使得包含数千条多导体非均匀频率相关线路和非线性有源器件的真实电路的精确模拟成为可能,与简单地用集总电阻替换互连相比,模拟时间几乎没有增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimal transient simulation of distributed lines
This paper summarizes the application of the optimal method to the simulation of uniform distributed lines. The method combines indirect numerical integration with the open-loop device model for distributed lines. The optimal method results in maximum efficiency, accuracy and practical applicability for the transient analysis of digital circuits. The optimal line model can be directly used in a circuit simulator, and lines can be characterized with frequency- or time-domain data samples. The efficiency of the optimal method makes possible an accurate simulation of real circuits, containing thousands of multiconductor nonuniform frequency-dependent lines and nonlinear active devices, with virtually no increase in the simulation time compared to that for the simple replacement of interconnects with lumped resistors.
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