An Optimal Design Methodology of Ternary Logic in Iso-device Ternary CMOS

Jonghyun Ko, KwanWoo Park, Suhyeong Yong, Taegam Jeong, Tae-Hoon Kim, Taigon Song
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引用次数: 3

Abstract

Studies report the possibility of the end of scaling, which is the key engine that has led the era of binary computers. Ternary computing is reported to have one of the highest potential to replace binary computers in the near future. Regarding this forecast, ternary CMOS (T-CMOS) is a device said to be a great candidate. However, research on actual circuit design must follow to verify its advantages fully. Thus, this paper studies the methodologies to design actual ternary logic based on T-CM OS devices. On top of the various novel ternary logic cells that we design, we propose an optimization technique to design arbitrary ternary logic with a minimum number of T-CMOS devices. Enlightening the usefulness of T-CMOS, we implemented a balanced ternary adder using only 68 transistors. Comparing between iso-device designs, we highlight that our ternary adder uses -30.6% fewer transistors than the most compact ternary adder currently-developed.
等器件三元CMOS中三元逻辑的优化设计方法
研究报告了终结缩放的可能性,这是引领二进制计算机时代的关键引擎。据报道,在不久的将来,三元计算具有取代二进制计算机的最高潜力之一。对于这一预测,三元CMOS (T-CMOS)被认为是一个很好的候选器件。但要充分验证其优势,还必须进行实际电路设计的研究。因此,本文研究了基于T-CM操作系统器件的实际三元逻辑设计方法。在我们设计的各种新颖三元逻辑单元的基础上,我们提出了一种优化技术,以最少数量的T-CMOS器件设计任意三元逻辑。启发T-CMOS的有用性,我们实现了一个平衡的三元加法器,只使用68个晶体管。在等器件设计之间进行比较,我们强调我们的三元加法器比目前开发的最紧凑的三元加法器少使用-30.6%的晶体管。
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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