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Designing nanotechnology QCA-multiplexer using majority function-based NAND for quantum computing

机译:使用大多数函数基NAND设计纳米技术QCA多路复用器进行量子计算

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摘要

Quantum-dot cellular automata (QCAs) are one of the most significant state-of-the-art technologies that have exhibited the potential to replace the complementary metal oxide semiconductor. QCA offers a variety of benefits over its conventional counterpart, including size, latency, and energy consumption. Meanwhile, multiplexers are crucial to the design of arithmetic and logic circuits, and NOT-AND (NAND) gates are universal gates that allow the design of any circuit. In this paper, we propose a new multiplexer based on three NAND gates in QCA. De Morgan's law is used to derive new equations and to design multiplexers using only NAND logics. The proposed circuit is designed and verified not only to minimize time and space complexity but also to minimize energy loss. Finally, we design an arithmetic circuit that is capable of performing various operations using the proposed multiplexer.
机译:量子点蜂窝自动机(QCAS)是最重要的技术之一,它表现出替代互补金属氧化物半导体的可能性。 QCA在其传统的对应方面提供了各种优势,包括尺寸,延迟和能耗。同时,多路复用器对算术和逻辑电路的设计至关重要,而不是 - 和(NAND)栅极是允许任何电路设计的通用门。在本文中,我们提出了一种基于QCA中三个NAND门的新多路复用器。 De Morgan的法律用于推出新的方程并仅使用NAND逻辑设计多路复用器。不仅设计了所提出的电路,不仅设计并验证了最小化时间和空间复杂性,而且还可以最小化能量损失。最后,我们设计了一种能够使用所提出的多路复用器执行各种操作的算术电路。

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