采用TSG和Fredkin可逆门的高效进位跳加器的VLSI设计

S. Chiwande, P. Dakhole
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引用次数: 11

摘要

本文介绍了用于可逆运算的各种可逆逻辑门的设计,以及作为进位跳加器块的一种应用。当我们说可逆计算时,我们的意思是执行这样一种计算方式,即给定当前状态的描述,任何以前的计算状态都可以被重构。近年来,可逆逻辑在低功耗CMOS、量子计算、纳米技术和光计算等领域得到了广泛的应用。经典的门,如与、或和输出是不可逆的。本文还给出了4*4可逆TSG & Fredkin门正向和反向计算的仿真结果。然后用该门设计4位进位跳加器模块。设计可逆栅极的方法是Tanner工具版本-13和技术文件0.35微米。结果表明,采用TSG和Fredkin门设计的加法器结构在低功耗方面优于现有的四位进位跳加法器。
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VLSI design of power efficient Carry Skip Adder using TSG & Fredkin reversible gate
This paper presents various designs of reversible logic gates used for reversible operation & one of the applications as Carry Skip Adder Block. When we say reversible computing, we mean performing computation in such a way that any previous state of the computation can always be reconstructed given a description of the current state. In recent years, reversible logic has emerged as a promising computing paradigm having application in low power CMOS, quantum computing, nanotechnology, and optical computing. The classical set of gates such as AND, OR, and EXOR are not reversible. This paper also includes simulation result of forward & backward computation of 4*4 reversible TSG & Fredkin gate. This gate is then used to design four bit Carry Skip Adder block. Methodology used for designing reversible gate is Tanner Tool Version-13 & technology file 0.35 micron. It is shown that the adder architecture designed using TSG & Fredkin gate are much better & optimized as compared to existing four bit Carry Skip Adder in terms of low power dissipation.
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