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A Heuristic Method for Statistical Digital Circuit Sizing

机译:统计数字电路规模的启发式方法

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摘要

In this paper we give a brief overview of a heuristic method for approximately solving a statistical digital circuit sizing problem, by reducing it to a related deterministic sizing problem that includes extra margins in each of the gate delays to account for the variation. Since the method is based on solving a deterministic sizing problem, it readily handles large-scale problems. Numerical experiments show that the resulting designs are often substantially better than one in which the variation in delay is ignored, and often quite close to the global optimum. Moreover, the designs seem to be good despite the simplicity of the statistical model (which ignores gate distribution shape, correlations, and so on). We illustrate the method on a 32-bit Ladner-Fischer adder, with a simple resistor-capacitor (RC) delay model, and a Pelgrom model of delay variation.
机译:在本文中,我们简要概述了一种启发式方法,可以通过将其简化为一个相关的确定性尺寸确定问题来近似解决统计数字电路的尺寸确定问题,该问题包括每个门控延迟中的额外余量以解决变化。由于该方法基于解决确定性的大小确定问题,因此它很容易处理大规模问题。数值实验表明,所得的设计通常要比忽略延迟变化的设计好得多,而且往往接近于全局最优。此外,尽管统计模型简单(忽略门分布形状,相关性等),但设计似乎仍然不错。我们用一个简单的电阻-电容(RC)延迟模型和一个Pelgrom延迟变化模型在32位Ladner-Fischer加法器上说明了该方法。

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