低功率多路复用器分解

U. Narayanan, H. Leong, Ki-Seok Chung, Chien-Liang Liu
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引用次数: 25

摘要

随着便携式数字设备如笔记本电脑的出现,低功耗电路设计成为一个日益重要的研究领域。近年来,与或等简单逻辑门的低功耗分解得到了广泛的研究。然而,MUX分解以最小化功耗的问题尚未得到解决。本文主要研究低功率复用器(MUX)的分解问题。MUX分解是将一个n对1 MUX转换成一个等价的2对1 MUX树的过程。我们提出了一个基于通用CMOS通管实现MUX的最小功率MUX分解问题的公式。在给定数据信号的出现概率及其出现概率的情况下,分析了OUT MUX实现的功耗,给出了MUX树分解功耗的一般计算方法。然后,我们提出了几种有效生成最小功率MUX分解的算法。实验结果证明了算法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Low power multiplexer decomposition
The advent of portable digital devices such as lap-top personal computers has made low power circuit design an increasingly important research area. Recently, low power decomposition for simple logic gates such as AND and OR has been extensively researched. However, the problem of MUX decomposition to minimize power dissipation has not been addressed. In this paper, we study the problem of low power multiplexer (MUX) decomposition. MUX decomposition is the procedure of transforming an n-to-one MUX into an equivalent tree of two-to-one MUXes. We propose a formulation for the minimum power MUX decomposition problem based on the common CMOS pass transistor implementation of a MUX. Given the occurrence probabilities of the data signals and their on probabilities, we analyze the power dissipation of OUT MUX implementation and give a general method for computing the power dissipation of a MUX tree decomposition. We then present several algorithms which efficiently generate minimum power MUX decompositions. We demonstrate the effectiveness of our algorithms with experimental results.
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