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范德华多层异质结构中空穴隧穿的时间分辨观测

Time-Resolved Observation of Hole Tunneling in van der Waals Multilayer Heterostructures.

作者信息

Li Yuanyuan, Zhang Lu, Chang Jianhua, Cui Qiannan, Zhao Hui

机构信息

Jiangsu Key Laboratory of Meteorological Observation and Information Processing, Nanjing University of Information Science & Technology, Nanjing 210044, China.

Department of Physics and Astronomy, The University of Kansas, Lawrence, Kansas 66045, United States.

出版信息

ACS Appl Mater Interfaces. 2021 Mar 17;13(10):12425-12431. doi: 10.1021/acsami.1c02913. Epub 2021 Mar 5.

Abstract

We reported a time-resolved study of quantum-mechanical tunneling of holes between two MoSe monolayers that are separated by a monolayer WS energy barrier. Four-layer heterostructures of MoSe/WS/MoSe/graphene, as well as control samples, were fabricated by mechanical exfoliation and dry transfer techniques. To time-resolve the hole tunneling process, an ultrashort laser pulse was used to excite electrons and holes in both MoSe layers. By utilization of the graphene layer to eliminate carriers in the third MoSe layer, the first MoSe layer is selectively populated with the holes, which then tunnel to the third MoSe layer. By monitoring decay of the hole population with an ultrashort probe pulse, we measure a hole tunneling time of about 20 ps, which is found to slightly increase with the injected carrier density. Besides the fundamental interests of real-time observation of the quantum-mechanical tunneling effect across a nanometer barrier, these results provide quantitative understanding on tunneling mechanisms of charge transfer in van der Waals heterostructures, which is useful for designing sophisticated van der Waals multilayer heterostructures.

摘要

我们报道了一项关于空穴在由单层WS能量势垒隔开的两个MoSe单层之间进行量子力学隧穿的时间分辨研究。通过机械剥离和干转移技术制备了MoSe/WS/MoSe/石墨烯的四层异质结构以及对照样品。为了对空穴隧穿过程进行时间分辨,使用超短激光脉冲激发两个MoSe层中的电子和空穴。通过利用石墨烯层消除第三层MoSe中的载流子,空穴选择性地填充在第一层MoSe中,然后隧穿到第三层MoSe。通过用超短探测脉冲监测空穴数量的衰减,我们测量到空穴隧穿时间约为20皮秒,发现其随注入的载流子密度略有增加。除了对跨越纳米势垒的量子力学隧穿效应进行实时观测的基本兴趣之外,这些结果还提供了对范德华异质结构中电荷转移隧穿机制的定量理解,这对于设计复杂的范德华多层异质结构很有用。

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