Tile-based N-variable Symmetric Logic Function Syntheses in Quantum-dot Cellular Automata

Arindam Sadhu, Kunal Das, D. De, Maitreyi Ray Kanjilal
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Abstract

Tile Nanostructures in Quantum-dot Cellular Automata (QCA) are proved to be a robust and reliable structure to fabricate the logic device. In this scientific attempt, we have focused on N-variable symmetric Logic function synthesis in Quantum-dot Cellular Automata with tile nanostructure. Coupled Majority-minority voter (CMmV) voter is applied to implement 2 –variable and 3 –variable logic syntheses in Quantum-dot Cellular Automata. The N-variable symmetric logic function is applicable to implement any logic circuit. Two and three variables Quantum-dot Cellular Automata symmetric logic functions are synthesized in this article. Hence any digital logic circuit can be implemented with proposed Coupled Majority-minority voter (CMmV).
量子点元胞自动机中基于瓦片的n变量对称逻辑函数合成
量子点元胞自动机(QCA)中的瓦片纳米结构被证明是制造逻辑器件的一种鲁棒可靠的结构。在这一科学尝试中,我们重点研究了具有片状纳米结构的量子点元胞自动机中n变量对称逻辑函数的合成。在量子点元胞自动机中,采用耦合多数-少数投票人(CMmV)投票人实现二变量和三变量逻辑合成。n变量对称逻辑函数适用于实现任何逻辑电路。本文综合了二变量和三变量量子点元胞自动机对称逻辑函数。因此,任何数字逻辑电路都可以使用所提出的耦合多数-少数投票人(CMmV)实现。
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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