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首页> 外文期刊>Electronics Letters >Wire crossing constrained QCA circuit design using bilayer logic decomposition
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Wire crossing constrained QCA circuit design using bilayer logic decomposition

机译:使用双层逻辑分解的跨线约束QCA电路设计

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摘要

Quantum-dot cellular automata (QCA) seek potential benefits over CMOS devices such as low-power consumption, small dimensions, and high-speed operation. Two prominent QCA concerns of wire crossing complexity and circuit robustness are addressed by developing a three-step (BLD) methodology to design QCA-based logic circuits. The partitioning of QCA computing operations into logic layers realises considerable improvements in complexity, area, and modularity metrics. Moreover, since larger circuits are divided into two increasingly disjoint sub-planes, verification of the functionality of the design becomes compartmentalised. Design capability of the proposed approach is illustrated and analysed by implementing an area-efficient full comparator (FC) based on a novel logic realisation. The resulting 1-bit FC achieves 32% improvement in complexity metrics in comparison with the previous optimal QCA-based FC. The related waveforms used in verification of the BLD-generated FC which are obtained by the QCADesigner simulation tool are discussed as a motivating example of the BLD methodology.
机译:量子点蜂窝自动机(QCA)寻求超越CMOS器件的潜在优势,例如低功耗,小尺寸和高速操作。通过开发一种三步(BLD)方法来设计基于QCA的逻辑电路,可以解决有关线交叉复杂度和电路鲁棒性的两个主要QCA问题。将QCA计算操作划分为逻辑层可实现复杂性,面积和模块化指标的显着改善。而且,由于较大的电路被分成两个越来越不相交的子平面,因此设计功能的验证变得分隔开来。通过基于新颖的逻辑实现实现面积有效的全比较器(FC),来说明和分析所提出方法的设计能力。与以前的基于QCA的最佳FC相比,生成的1位FC在复杂性指标方面实现了32%的改进。讨论了由QCADesigner仿真工具获得的,用于验证BLD生成的FC的相关波形,以此作为BLD方法的激励示例。

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