Implementation of high speed low power combinational and sequential circuits using reversible logic

Hardik Shah, A. Rao, Mayuresh Deshpande, Ameya Rane, Siddhesh Nagvekar
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引用次数: 7

Abstract

Reversible logic has presented itself as a prominent technology which plays an imperative role in Quantum Computing. Quantum computing devices theoretically operate at ultra high speed and consume infinitesimally less power. Research done in this paper aims to utilize the idea of reversible logic to break the conventional speed-power trade-off, thereby getting a step closer to realise Quantum computing devices. To authenticate this research, various combinational and sequential circuits are implemented such as a 4-bit Ripple-carry Adder, (8-bit X 8-bit) Wallace Tree Multiplier, and the Control Unit of an 8-bit GCD processor using Reversible gates. The power and speed parameters for the circuits have been indicated, and compared with their conventional non-reversible counterparts. The comparative statistical study proves that circuits employing Reversible logic thus are faster and power efficient. The designs presented in this paper were simulated using Xilinx 9.2 software.
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采用可逆逻辑实现高速低功耗组合和顺序电路
可逆逻辑在量子计算中扮演着重要的角色。理论上,量子计算设备可以超高速运行,消耗的能量却极低。本文所做的研究旨在利用可逆逻辑的思想来打破传统的速度-功率权衡,从而更接近实现量子计算设备。为了验证这项研究,实现了各种组合和顺序电路,如4位纹波进位加法器,(8位X 8位)华莱士树乘法器,以及使用可逆门的8位GCD处理器的控制单元。指出了电路的功率和速度参数,并与传统的不可逆电路进行了比较。比较统计研究证明,采用可逆逻辑的电路速度更快,功耗更低。采用Xilinx 9.2软件对本文设计进行了仿真。
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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