Affiliation:
1. Liverpool John Moores University
2. University of Chester
Abstract
Abstract
Quantum-dot cellular automata (QCA) is a technological approach to implement digital circuits with exceptionally high integration density, high switching frequency, and low energy dissipation. QCA circuits are a potential solution to the energy dissipation issues created by shrinking microprocessors with ultra-higher integration densities. Current QCA circuit designs are nonreversible, yet reversible circuits are known to increase energy efficiency. Thus, the development of reversible QCA circuits will further reduce energy dissipation. This paper presents novel reversible and nonreversible sequential QCA set/reset (SR), data (D), Jack Kilby (JK), and toggle (T) flip-flop designs based on the majority gate that utilizes the universal, standard, and efficient (USE) clocking scheme, which allows the implementation of feedback paths and easy routing for sequential QCA-based circuits. The simulation results confirm that the proposed reversible QCA USE sequential flip-flop circuits exhibit energy dissipation less than the Landauer energy limit. Nonreversible QCA USE flip-flop designs, although having higher energy dissipation, sometimes have floorplan areas and delay times less than those of reversible designs; therefore, they are also explored. The trade-offs between the energy dissipation versus the area cost and delay time for the reversible and nonreversible QCA circuits are examined comprehensively.
Publisher
Research Square Platform LLC
Reference29 articles.
1. Binary adders on quantum-dot cellular automata;Hänninen I;J Signal Process Syst,2008
2. Sen B, Sengupta A, Dalui M, Sikdar BK (2010) Design of testable universal logic gate targeting minimum wire-crossings in QCA logic circuit. In: 13th Euromicro conference on digital system design: architectures, methods and tools. IEEE, Lille, France, pp 613–620
3. Observation of discrete electronic states in a zero-dimensional semiconductor nanostructure;Reed MA;Phys Rev Lett,1988
4. Irreversibility and heat generation in the computing process;Landauer R;IBM J Res Dev,1961
5. Signal entropy and the thermodynamics of computation;Gershenfeld N;IBM Syst J,1996