量子点元胞自动机中使用可逆逻辑的1位和4位加法器设计

R. Kumawat, T. Sasamal
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引用次数: 11

摘要

现有互补金属氧化物半导体(CMOS)技术存在散热、功耗、缩放和性能下降等问题。这些问题可以通过采用量子点元胞自动机(QCA)和可逆逻辑技术等新兴技术来解决,为低功耗计算提供了新的前景。可逆逻辑技术非常有效地解决了散热问题,而剩余问题可以很容易地由QCA解决。这里,全加法器和4位纹波进位加法器(RCA)是使用Peres门(PG)实现的。利用qcaddesigner工具对Peres门、全加法器和4位RCA进行了设计。所提出的Peres栅极需要137个单元,覆盖面积为0.13μm2,具有一个时钟周期延迟。对所提出的全加法器进行了评价,在面积、复杂度(no. 1)和复杂度(no. 1)上分别提高了60%、19.7%和50%。(细胞)和延迟。同样提出的4位RCA在面积、复杂度和延迟方面都有显著的改进。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of 1-bit and 4-bit adder using reversible logic in quantum-dot cellular automata
Limitations of present complementary metal oxide semiconductor (CMOS) technology are heat dissipation, power dissipation, scaling problem and performance degradation. These problems can be resolved by adopting new emerging technologies like quantum-dot cellular automata (QCA) and reversible logic technology, which provides a new horizon in low power computation. Reversible logic technology handles heat dissipation problem very effectively whereas remaining problems can be easily taken care by QCA. Here, full adder and 4-bit ripple carry adder (RCA) are implemented using Peres gate (PG). QCADesigner tool has been used for designing of Peres gate, full adder and 4-bit RCA. The proposed Peres gate requires 137 cells which covers an area of 0.13μm2 with one clock cycle delay. The proposed full adder is evaluated and achieves 60%, 19.7% and 50% improvement in area, complexity (no. of cells) and delay respectively. Similarly proposed 4-bit RCA gains significant improvement in terms of area, complexity and delay.
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