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首页> 外文期刊>Journal of supercomputing >Optimized area efficient quantum dot cellular automata based reversible code converter circuits: design and energy performance estimation
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Optimized area efficient quantum dot cellular automata based reversible code converter circuits: design and energy performance estimation

机译:基于可逆码转换器电路的优化面积高效量子点蜂窝自动机:设计与能源估计

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Quantum-dot cellular automata (QCA) based circuit designs are creating a surge in transistorless computational technologies. Due to its quasi-adiabatic switching resulting in extremely low leakage power dissipation as there is no continuous path. These circuits also enjoy extremely high packaging density of the order of 10(12) devices/cm(2) because of its extremely scaled area of 18 nm x 18 nm along with very high 100 GHz frequency of operation. Further the loss of bit information could be abolished by reversible logic computing. This thereby realizes an energy efficient logic operations owing to bijective relation between inputs and outputs in reversible logic. This work investigates the code converter circuits which converts 4-bit binary code to excess-3 code and vice versa based on reversible QCA logic gates for the first time. Moreover an area efficient design for 4-bit binary to gray and vice-versa code converters also designed here. All these four code converter circuits are designed using reversible logic gate Feynman and Peres gates by deploying the QCA Designer and Designer-E tool v2.0.3. Finally the in depth performance estimation of the proposed circuits in terms of circuit complexity, quantum cost and energy dissipation are also presented here. Moreover, these QCA based circuits provide a strong evidence that reversible logic based QCA circuits can be efficiently deployed for these code converter circuits.
机译:基于量子点蜂窝自动机(QCA)的电路设计正在跨型计算技术产生浪涌。由于其准防冻性切换导致极低的漏功率耗散,因为没有连续路径。这些电路还享有10(12)个装置/ cm(2)的极高的包装密度,因为其极其缩放的面积为18nm x 18nm,以及非常高的100 GHz操作频率。此外,可以通过可逆的逻辑计算消除位信息的丢失。由此,由于可逆逻辑中的输入和输出之间的基础关系,实现了能量有效的逻辑操作。这项工作调查了代码转换器电路,它首次基于可逆QCA逻辑门将4位二进制代码转换为超级3码,反之亦然。此外,在这里设计的4位二进制文​​件和反之亦然的区域高效设计也在此处设计。所有这四种代码转换器电路都是通过部署QCA Designer和Designer-E工具V2.0.3来使用可逆逻辑门Feynman和Peres Gates设计的。最后,这里还介绍了在电路复杂性,量子成本和能量耗散方面的所提出电路的深度性能估计。此外,这些基于QCA的电路提供了强大的证据,即可以有效地部署基于逻辑基的QCA电路,用于这些代码转换器电路。

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