Optimal design of reversible parity preserving new Full adder / Full subtractor

P.Kiran Kumar, P. Rao, K. Kishore
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引用次数: 22

Abstract

The widely using CMOS technology implementing with irreversible logic will hit a scaling limit beyond 2020 and the major limiting factor is increased power dissipation. The irreversible logic is replaced by reversible logic to decrease the power dissipation. The devices implemented with reversible logic gates will have demand for the upcoming future computing technologies as they consumes less power. Reversible logic has applications in Low Power VLSI, Quantum Computing, Nanotechnology and Optical computing. This paper proposes the design of a optimal fault tolerant Full adder / Full subtractor. For this logic circuit input parity and output parity is same hence it is called parity preserving circuit. The proposed method require less complexity, less hardware, minimum number of gates, minimum number of garbage inputs and minimum number of constant inputs than existing methods.
保持可逆奇偶的新型全加/全减器的优化设计
采用不可逆逻辑的CMOS技术的广泛应用将在2020年以后达到规模限制,主要限制因素是功耗增加。以可逆逻辑取代不可逆逻辑,降低功耗。采用可逆逻辑门的器件由于功耗更低,将对未来的计算技术有需求。可逆逻辑在低功耗VLSI、量子计算、纳米技术和光计算等领域有着广泛的应用。本文提出了一种最优容错全加法器/全减法器的设计。由于这种逻辑电路的输入奇偶校验和输出奇偶校验是相同的,因此称为奇偶校验保持电路。与现有方法相比,所提出的方法需要更少的复杂性、更少的硬件、最少的门数、最少的垃圾输入和最少的常数输入。
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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