Analytical logical effort formulation for minimum active area under delay constraints

Caio G. P. Alegretti, V. D. Bem, R. Ribas, A. Reis
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引用次数: 2

Abstract

This paper presents a gate sizing method which formulates minimum active area solutions under delay constraints. The method is based on the logical effort delay model. The minimization of transistor widths has direct impact on the power consumption and circuit area reduction. The analytical formulation of the method takes into account the maximum input capacitance, the load to be driven, and the given timing constraint. Electrical simulations show that the proposed method is very precise for a first order approach, as it presents small average errors of 1.48% in power dissipation, 2.28% in delay propagation, and 6.5% in transistor sizes.
延迟约束下最小有效面积的解析逻辑努力公式
本文提出了一种在时延约束下求得最小有源面积解的栅极定径方法。该方法基于逻辑努力延迟模型。晶体管宽度的最小化对功耗和电路面积的减小有直接的影响。该方法的解析公式考虑了最大输入电容、要驱动的负载和给定的时序约束。电学模拟表明,该方法对于一阶方法来说是非常精确的,因为它的平均误差很小,功耗为1.48%,延迟传播为2.28%,晶体管尺寸为6.5%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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