用于分析损耗色散耦合GaAs互连线系统的SPICE宏观模型

Bhaskar Gopalan
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引用次数: 0

摘要

提出了一种用于损耗色散耦合砷化镓互连线系统瞬态分析的SPICE宏观模型。该模型基于空间有限傅里叶积分变换,用于研究数字集成电路中集成电路互连中信号的瞬态特性、信号延迟、失真和串扰。根据所得到的非线性微分方程推导出等效电路模型,并在通用电路模拟器SPICE中作为宏模型实现。该模型提供了一种简便的方法,包括趋肤效应和线的分散。该宏模型是分布式系统的多个PI或Tee部分集总元素建模的替代方法。与降阶PI截面集总单元模型相比,该模型的仿真次数和精度都较好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A SPICE Macromodel for the Analysis of Lossy Dispersive Coupled GaAs Interconnect Line System
A SPICE macro model for the transient analysis of lossy dispersive coupled GaAs interconnect line system is considered. The model is based on finite Fourier integral transform in spatial domain and is used to the study the transient nature of the signals, signal delays, distortions and cross talk in IC interconnections in digital integrated circuits. An equivalent circuit model is derived from the resulting nonlinear differential equations and is implemented as a macro model in a general purpose circuit simulator, SPICE. The model provides an easy method of including skin effect and dispersion of the lines. This macro model is an alternative method to the multiple PI or Tee sections lumped element modeling of distributed systems. The simulation times and accuracy are well compared to the reduced order PI section lumped element models.
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