片上高速VLSI RLCG全局互连的单位脉冲输入瞬态分析

V. Maheshwari, Abhishek A. Sharma, Aurijoy Majumdar, R. Kar, D. Mandal
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引用次数: 1

摘要

本文对二阶RLCG互连模型的延迟时间、峰值时间、沉降时间、阻尼比和固有频率的时域波形进行了近似计算。它也可以用于多个互连系统,但高阶系统被忽略,以避免复杂性。该模型适用于单电阻-电感-电容-电导模型,也可推广到多互连系统中分析上升时间和稳定时间,进行类似的分析。该模型用单位脉冲输入的暂态响应来表示系统的性能,因为它易于解析地产生和评估延迟。系统对单位脉冲输入的瞬态响应取决于初始条件。本文提出了一种新的互连模型;该模型基于片上高速RLCG互连网络的时域分析,输入信号为单位脉冲。片上电感和电导对高性能集成电路的设计方法有着深远的影响。在该模型中,当并联电导(G)值增大时,达到上升时间、稳定时间和稳态条件的时间都增大。因此,对于高速电路,必须增大G的值,使其尽快达到稳态状态。结果还表明,随着G值的增大,延迟会减小。在Cadence SPICE环境下的仿真结果验证了该模型的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Transient analysis for on-chip high speed VLSI RLCG global interconnect for unit impulse input
In paper, the time domain waveform is approximated for calculation of delay time, peak time, settling time, damping ratio and natural frequency for a second order RLCG interconnect model. It can also be used for multiple interconnect systems but higher order systems are ignored to avoid complexity. The model is applied to a single resistance-inductance-capacitance-conductance model which can also be extended to multi-interconnect systems to analyze the rise time and settling time for similar analysis. The model evaluates the performance of a system which is expressed in terms of the transient response for the unit impulse input because it is easy to generate and evaluate the delay analytically. The transient response of a system to a unit impulse input depends upon the initial conditions. In this paper, a new interconnect model is presented; the model is based on the time domain analysis with a unit impulse input signal for on-chip high speed RLCG interconnection network. On-chip inductance and conductance are shown to have a profound effect on the high performance IC design methodologies. In the proposed model, it is shown that when the value of the shunt conductance (G) is increased, the time at which the rise time, settling time and steady state condition is reached, is increased. Hence, for high speed circuit one must increase the value of G, so that the steady state condition is reached as soon as possible. It is also shown that with the increase in the value of G, the delay will reduce. The simulation results performed in Cadence SPICE environment justify the efficacy of the proposed model.
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