强约束下异步逻辑操作的面向面积和速度的实现

I. Lemberski, P. Fiser
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引用次数: 5

摘要

在强约束下运行的异步电路实现(DIMS, Direct Logic,一些NCL门等)具有吸引力,因为:1)规律性,2)功能和完成检测逻辑的组合实现,简化了设计过程,3)电路输出延迟基于无界性质的实际门延迟,4)缺乏额外的同步链(即使是局部性质)。然而,面积和速度的惩罚是相当高的。与使用简单(NAND, NOR等)2输入门的最先进方法相反,我们提出了一种基于复杂节点的综合方法,即实现任意数量输入的任何函数的节点。为此目的可自由采用同步合成方法。在标准基准上进行了大量的实验,并清楚地表明了所提出的基于复杂门的方法的有效性。本文考虑了基于DIMS和Direct Logic的异步设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Area and Speed Oriented Implementations of Asynchronous Logic Operating under Strong Constraints
Asynchronous circuit implementations operating under strong constraints (DIMS, Direct Logic, some of NCL gates, etc.) are attractive due to: 1) regularity, 2) combined implementation of the functional and completion detection logics, what simplifies the design process, 3) circuit output latency is based on the actual gate delays of the unbounded nature, 4) absence of additional synchronization chains (even of a local nature). However, the area and speed penalty is rather high. In contrast to the state-of-the-art approaches, where simple (NAND, NOR, etc.) 2 input gates are used, we propose a synthesis method based on complex nodes, i.e., nodes implementing any function of an arbitrary number of inputs. Synchronous synthesis procedures may be freely adopted for this purpose. Numerous experiments on standard benchmarks were performed and the efficiency of the proposed complex gate based method is clearly shown. DIMS and Direct Logic based asynchronous designs are considered in the paper.
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