A new gate for low cost design of all-optical reversible logic circuit

Mukut Bihari Malav, Shubham Gupta, S. Jain
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引用次数: 3

Abstract

Reversible computing offers a possible solution for high performance computing and low power consumption. For hardware implementation of reversible logic, optical computers are emerging as one of the promising alternative. Recently, in the literature, reversible logic gates and combinational circuits have been proposed in optical domain using Semiconductor Optical Amplifier (SOA) based Mach Zehnder interferometer (MZI) switches due to its significant advantages such as high speed, low power, fast switching and ease of fabrication. Optical reversible designs have used ad-hoc approaches and require high cost in terms of MZI switches, Beam Splitters (BS), and Beam Combiners (BC) as well as optical delay. In this work, an optical reversible MNOT gate and all-optical realization of 4×4 Toffoli Gate have been proposed which is used in all-optical realization of optimized reversible combinational circuits. A general design approach to realize all-optical reversible circuits based on MZI switches has been proposed first time in the literature. Optimized all-optical reversible 2×1 multiplexer and full adder circuits have been designed using these proposed gates and design approach. All-optical reversible designs of 4×1 multiplexer, 1×4 Demultiplexer and 3to8 Decoder circuits have also been presented in this work first time in the literature. Our results have shown significant improvements over existing designs in terms of MZI switches, BS, BC and optical delay.
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一种用于全光可逆逻辑电路低成本设计的新型栅极
可逆计算为高性能计算和低功耗提供了一种可能的解决方案。对于可逆逻辑的硬件实现,光学计算机正成为一种有前途的替代方案。近年来,基于半导体光放大器(SOA)的Mach - Zehnder干涉仪(MZI)开关由于具有高速、低功耗、快速开关和易于制造等显著优点,在光学领域提出了可逆逻辑门和组合电路。光学可逆设计使用了自组织方法,并且在MZI开关,分束器(BS)和束合并器(BC)以及光延迟方面需要高成本。在这项工作中,提出了一种光学可逆MNOT门和4×4 Toffoli门的全光实现,用于优化可逆组合电路的全光实现。在文献中首次提出了一种基于MZI开关实现全光可逆电路的通用设计方法。优化的全光可逆2×1多路复用器和全加法器电路已设计使用这些提出的门和设计方法。在文献中首次提出了4×1多路复用器、1×4解路复用器和3to8解码器电路的全光可逆设计。我们的研究结果表明,在MZI开关、BS、BC和光延迟方面,现有的设计有了显著的改进。
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