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首页> 外文期刊>Journal of Low Temperature Physics >Quantum Computation and Quantum Coherence in Mesoscopic Josephson Junctions
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Quantum Computation and Quantum Coherence in Mesoscopic Josephson Junctions

机译:介观约瑟夫森结的量子计算和量子相干性

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Macroscopic quantum dynamics of Josephson junctions has attracted recently renewed interest in the context of quantum computation. Quantum coherence of the charge states in a single-Cooper-pair box or the flux states in an rf SQUID can be used to create charge and flux qubits for quantum computation. The aim of this paper is to give a brief introduction to the basic concepts of quantum computation with Josephson junctions and to discuss the theory of quantum coherence in the rf-stimulated macroscopic resonant tunneling of flux in SQUID's. The results for resonant flux tunneling show that the quantum coherent flux oscillations should lead to splitting of resonant tunneling peaks, indicating that the resonant tunneling can be a convenient tool for studying macroscopic quantum coherence of flux.
机译:在量子计算的背景下,约瑟夫森结的宏观量子动力学引起了新的兴趣。单库珀对盒中电荷状态的量子相干或rf SQUID中的通量状态可用于创建电荷和通量量子位,以进行量子计算。本文的目的是简要介绍具有约瑟夫森结的量子计算的基本概念,并讨论在SQUID的rf激发的宏观通量隧道中的量子相干理论。共振通量隧穿的结果表明,量子相干通量振荡应该导致共振隧穿峰的分裂,这表明共振隧穿可以成为研究通量的宏观量子相干的便捷工具。

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