是否需要冗余来减少延迟?

K. Keutzer, S. Malik, A. Saldanha
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引用次数: 86

摘要

逻辑优化程序主要尝试优化三个标准:性能、面积和可测试性。面积优化与可测试性之间的关系最近得到了探讨。至于性能和可测试性之间的关系,经验表明,性能优化可以(而且在实践中确实如此)在设计中引入单个故障冗余。这些冗余是提高性能所必需的,还是只是性能优化的不必要的副产品?作者以一种算法的形式给出了这个问题的建设性解决方案,该算法以一个组合电路作为输入,返回一个同样快的无冗余电路。他们演示了该算法在一个众所周知的电路,即进位跳频加法器上的效用,并提出了该加法器的一种新颖的无冗余设计。由于该算法可能增加或减少电路面积,因此作者没有解决是否每个电路都具有至少相同速度且面积相等或更小的所有非冗余电路的问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Is redundancy necessary to reduce delay?
Logic optimization procedures principally attempt to optimize three criteria: performance, area, and testability. The relationship between area optimization and testability has recently been explored. As to the relationship between performance and testability, experience has shown that performance optimizations can, and do in practice, introduce single stuck-at-fault redundancies into designs. Are these redundancies necessary to increase performance or are they only an unnecessary by-product of performance optimization? The authors give a constructive resolution of this question in the form of an algorithm that takes as input a combinational circuit and returns an irredundant circuit that is as fast. They demonstrate the utility of this algorithm on a well-known circuit, the carry-skip adder, and present a novel irredundant design of that adder. As this algorithm may either increase or decrease circuit area, the authors leave unresolved the question as to whether every circuit has all irredundant circuit that is at least as fast and is of equal or lesser area.<>
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