Adaptive numerical integration methods for deterministic analysis of non-stationary noise in dynamic integrated circuits

A. Zjajo, Qin Tang, Michel Berkelaar, Nick van der Meijs
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Abstract

This paper reports a new step-size control strategy for adaptive numerical integration in time-domain noise analysis of non-linear dynamic integrated circuits with arbitrary excitations. A non-stationary stochastic noise process is described as an Itô system of stochastic differential equations and a numerical solution for such a set of equations is found. Statistical simulation of dynamic circuits fabricated in 45 nm CMOS process shows that the proposed numerical methods offer an accurate and efficient solution.
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动态集成电路非平稳噪声确定性分析的自适应数值积分方法
本文报道了一种新的用于任意激励非线性动态集成电路时域噪声分析的自适应数值积分步长控制策略。本文将非平稳随机噪声过程描述为Itô随机微分方程组,并给出了该方程组的数值解。对45纳米CMOS工艺动态电路的统计仿真结果表明,所提出的数值方法是一种准确、有效的求解方法。
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