二维材料中的单电子输运和可能的量子计算

K. Chiu
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引用次数: 2

摘要

在过去的十年中,二维(2D)材料以其多用途的能带结构和严格的二维性质引起了人们的广泛关注。石墨烯由于其弱自旋轨道和超精细相互作用而成为自旋电子学的鲁棒材料,而单层2h过渡金属二硫族化合物(TMDs)具有类似塞曼效应的能带分裂,其中自旋自由度和谷自由度是非简并的。单层1T'- tmd是二维拓扑绝缘体,当它们与s波超导体接触时,有望承载马约拉纳零模式。单电子输运以及这些材料中的超导体邻近效应在传统量子计算和故障流拓扑量子计算中都是可行的。在本章中,我们回顾了针对上述问题的理论和实验研究的选择。我们将重点研究:(1)石墨烯和2h - tmd纳米结构中电荷的约束和操纵;(2)基于二维材料的Josephson结用于可能的超导量子比特;(3)1T'- tmd中的量子自旋霍尔态及其拓扑性质。我们的目标是概述当前的挑战,并建议未来的工作将如何面向开发二维材料中的量子计算设备。
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Single Electron Transport and Possible Quantum Computing in 2D Materials
Two-dimensional (2D) materials for their versatile band structures and strictly 2D nature have attracted considerable attention over the past decade. Graphene is a robust material for spintronics owing to its weak spin-orbit and hyperfine interactions, while monolayer 2H-transition metal dichalcogenides (TMDs) possess a Zeeman effect-like band splitting in which the spin and valley degrees of freedom are nondegenerate. Monolayer 1T'-TMDs are 2D topological insulators and are expected to host Majorana zero modes when they are placed in contact with S-wave superconductors. Single electron transport as well as the superconductor proximity effect in these materials are viable for use in both conventional quantum computing and fault-torrent topological quantum computing. In this chapter, we review a selection of theoretical and experimental studies addressing the issues mentioned above. We will focus on: (1) the confinement and manipulation of charges in nanostructures fabricated from graphene and 2H-TMDs (2) 2D materials-based Josephson junctions for possible superconducting qubits (3) the quantum spin Hall states in 1T'-TMDs and their topological properties. We aim to outline the current challenges and suggest how future work will be geared towards developing quantum computing devices in 2D materials.
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