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对锯齿形二硫化钼纳米带电子结构的基本见解。

Fundamental insights into the electronic structure of zigzag MoS2 nanoribbons.

作者信息

Yu Shansheng, Zheng Weitao

机构信息

Department of Materials Science, Key Laboratory of Mobile Materials, Ministry of Education, State Key Laboratory of Superhard Materials, Jilin University, Changchun, 130012, China.

出版信息

Phys Chem Chem Phys. 2016 Feb 14;18(6):4675-83. doi: 10.1039/c5cp07096a.

Abstract

The structural and electronic properties of zigzag MoS2 nanoribbons are investigated using first-principles density functional theory. Our models are motivated by the experimental observations, in which both Mo edges are terminated by S atoms. Our calculations show that the edge can introduce some extra states into the energy gap, which lead nanoribbons to exhibit a metallic characteristic. Such extra states around the Fermi level are flat or dispersed. Through detailed analyses, we identify and discriminate them based on the major contributors. By applying an external transverse electric field, Eext the extra states around the Fermi level can shift apparently, especially for those attributed to Mo-edge atoms. It can be explained by the charge redistribution in the MoS2 nanoribbons due to Eext. In addition, the nanoribbon can be changed from metal to an n/p-type semiconductor according to different edge hydrogenation. After full edge hydrogenation, we observe a characteristic of anti-bonding orbitals between H and S atoms at the Mo-edge. Interestingly, the energy of anti-bonding orbitals and electric conductivity of nanoribbons can be tailored by Eext. The results suggest a strategy controlling the performance of MoS2 for hydrogen evolution.

摘要

利用第一性原理密度泛函理论研究了锯齿形二硫化钼纳米带的结构和电子性质。我们的模型是基于实验观察建立的,其中钼的两边都由硫原子终止。我们的计算表明,边缘会在能隙中引入一些额外的态,这使得纳米带呈现出金属特性。费米能级附近的这些额外态是平坦的或分散的。通过详细分析,我们根据主要贡献者对它们进行了识别和区分。通过施加外部横向电场(E_{ext}),费米能级附近的额外态会明显移动,特别是对于那些归因于钼边缘原子的态。这可以通过(E_{ext})导致的二硫化钼纳米带中的电荷重新分布来解释。此外,根据不同的边缘氢化情况,纳米带可以从金属转变为(n/p)型半导体。完全边缘氢化后,我们观察到钼边缘处氢和硫原子之间的反键轨道特征。有趣的是,反键轨道的能量和纳米带的电导率可以通过(E_{ext})进行调控。这些结果提出了一种控制二硫化钼析氢性能的策略。

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