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Biaxial strain tuning of the optical properties of single-layer transition metal dichalcogenides

机译:单层过渡金属二卤化钨光学特性的双轴应变调谐

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Since their discovery, single-layer semiconducting transition metal dichalcogenides have attracted much attention, thanks to their outstanding optical and mechanical properties. Strain engineering in these two-dimensional materials aims to tune their bandgap energy and to modify their optoelectronic properties by the application of external strain. In this paper, we demonstrate that biaxial strain, both tensile and compressive, can be applied and released in a timescale of a few seconds in a reproducible way on transition metal dichalcogenides monolayers deposited on polymeric substrates. We can control the amount of biaxial strain applied by letting the substrate expand or compress. To do this, we change the substrate temperature and choose materials with a large thermal expansion coefficient. After the investigation of the substrate-dependent strain transfer, we performed micro-differential spectroscopy of four transition metal dichalcogenides monolayers (MoS2, MoSe2, WS2, WSe2) under the application of biaxial strain and measured their optical properties. For tensile strain, we observe a redshift of the bandgap that reaches a value as large as 95 meV/% in the case of single-layer WS2 deposited on polypropylene. The observed bandgap shifts as a function of substrate extension/compression follow the order MoSe2  MoS2  WSe2  WS2. Theoretical calculations of these four materials under biaxial strain predict the same trend for the material-dependent rates of the shift and reproduce well the features observed in the measured reflectance spectra.
机译:自发现以来,由于其出色的光学和机械性能,单层半导体过渡金属二卤化二硫已引起人们的广泛关注。这些二维材料中的应变工程旨在通过施加外部应变来调节其带隙能并改变其光电性能。在本文中,我们证明了双轴应变,既可拉伸又可压缩,可在几秒钟的时间内以可重现的方式施加和释放在沉积在聚合物基质上的过渡金属二卤化物单分子膜上。我们可以通过使基材膨胀或压缩来控制施加的双轴应变的量。为此,我们更改基板温度并选择具有大热膨胀系数的材料。在研究了与基底有关的应变传递之后,我们在双轴应变的应用下对四个过渡金属二硫化碳单分子膜(MoS2,MoSe2,WS2,WSe2)进行了微分光谱学分析,并测量了它们的光学性质。对于拉伸应变,我们观察到在单层WS2沉积在聚丙烯上的情况下,带隙的红移达到95 meV /%。观察到的带隙位移作为底物延伸/压缩的函数,遵循MoSe2

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