晶体管尺寸的改进成本启发式算法

C. Bamji, M. Borah
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引用次数: 5

摘要

提出了一种改进的成本启发式算法,用于选择CMOS电路中最坏延迟路径上晶体管的尺寸。在tilos类方法中使用的传统成本启发式方法假设一个主要关键路径,忽略了电路中不同路径之间的相互作用。因此,当延迟约束较紧时,会产生比必要的有效面积大的布局。基于凸规划的方法产生具有接近最优面积的布局,但代价是运行时间过长。本文提出的改进的成本启发式算法考虑了给定晶体管T在电路中许多不同关键路径上的尺寸影响,基于T附近的局部信息。当与tilos类算法一起使用时,启发式算法产生的布局具有明显低于使用传统成本启发式算法生成的布局的有效面积。此外,使用改进的启发式算法所需的迭代次数比传统的成本启发式算法少,从而降低了CPU时间需求。
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An improved cost heuristic for transistor sizing
An improved cost heuristic for selecting the transistor to size on the worst-delay path in a CMOS circuit is presented. Traditional cost heuristics used in a TILOS-like approach assume a single dominant critical path, ignoring the interactions among different paths in a circuit. As a result, layouts with larger than necessary active area are produced when the delay constraints are tight. Convex programming based approaches produce layouts with near-optimal area but at the cost of prohibitively long running times. The improved cost heuristic presented in this work takes into account the effect of sizing a given transistor T on many different critical paths in the circuit, based on local information in the neighborhood of T. When used with a TILOS-like algorithm, the heuristic produces layouts with considerably lower active area than layouts generated using the traditional cost heuristics. Moreover the number of iterations required using the improved heuristic is smaller than with the traditional cost heuristic resulting in lower CPU time requirement.
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