一种基于可逆逻辑门的低功耗解码器设计方法

J. Bhandari
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引用次数: 1

摘要

在目前的情况下,可逆逻辑设计由于其低功耗而受到越来越多的关注。可逆逻辑在低功耗电路设计中是非常重要的。用于可逆逻辑合成的重要可逆门有Feynman门、Fredkin门、toffoli门、new门和peres门等。可逆逻辑要求信息不被破坏。因此,输入的数量必须等于输出的数量。(如果输出比输入多,反向就不可逆!)本文提出了一种量子n- 2n译码电路的紧凑实现,其中n为输入比特数。提出的译码电路设计表明,该译码电路由量子2对4译码电路组成。我们提出了一个使用简单的费曼门和托随利门的解码器电路。所设计的译码电路性能优于现有的译码电路,如在门数、时延、面积和功耗等方面都有改进。我们使用cadence工具对电路进行了模拟和数字模拟。
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A Novel Design Approach of Low Power Consuming Decoder using Reversible Logic Gates
In current scenario, the reversible logic design is attracting more interest due to its low power consumption. Reversible logic is very important in low-power circuit design. The important reversible gates used for reversible logic synthesis are Feynman Gate, Fredkin gate, toffoli gate, new gate and peres gate etc. Reversible Logic requires non-destruction of information. Therefore the number of inputs must be equal to the number of outputs. (If there were more outputs than inputs, the reverse direction wouldn't be reversible!). This paper presents a compact realization of quantum n-to-2n decoder circuit, where n is the number of input bits. The proposed design of the decoder circuit shows that it is composed of the quantum 2-to-4 decoder circuit. We present a decoder circuit using simple Feynman gate and tofolli gates. Designed circuit performs better than the existing ones, e.g., the proposed decoder circuit improves on the number of gates, delay, area and power. We simulated the circuit using cadence tool in both analog and digital.
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