一种高精度、低复杂度的CMOS延迟模型

M. Casu, G. Masera, G. Piccinini, M. R. Roch, M. Zamboni
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引用次数: 1

摘要

本文在深入分析复杂栅极特性的基础上,提出了一种新的CMOS结构时延估计模型。这种方法可以提供高水平的准确性。首先将复杂结构简化为串联MOS,然后将延迟方程应用于简化后的速率。该模型基于时间分段线性化,因此可以使用已知的线性技术求解强非线性电路。延迟公式将模型参数作为MOS宽度函数,因此提供了适合优化算法的例程。本文证明了该方法具有较高的精度、较低的CPU时间和较高的缩放能力。这些特点使该模型对深亚微米技术具有吸引力。
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A high accuracy-low complexity model for CMOS delays
This paper presents a new model for CMOS structures delays estimation based on a deep analysis of complex gates behavior. This approach can supply a high level of accuracy. A complex structure is reduced first to series-connected MOS, then the delay equations are applied to that reduced rate. The model is based on a time piecewise linearization so that a strongly nonlinear circuit can he solved using well known linear techniques. The delay formulas involve model parameters as MOS width functions, therefore providing routines suitable for optimization algorithms. The high level of accuracy, the low CPU time and the high degree of scaling capability are proved in the paper. These features make the model attractive for deep submicron technologies.
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