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首页> 外文期刊>The journal of physical chemistry, C. Nanomaterials and interfaces >Thickness and Stacking Dependent Polarizability and Dielectric Constant of Graphene-Hexagonal Boron Nitride Composite Stacks
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Thickness and Stacking Dependent Polarizability and Dielectric Constant of Graphene-Hexagonal Boron Nitride Composite Stacks

机译:石墨烯-六方氮化硼复合材料叠层的厚度和叠层相关极化率及介电常数

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摘要

The giant carrier mobility of graphene is significantly reduced due to external perturbations, such as substrate based charge impurities, and their impact can be minimized by encapsulating graphene between hexagonal boron nitride (hBN) layers. Using density functional theory (DFT) based ab initio calculations, we study the static response of such a composite by placing it in a vertical electric field. We find that at relatively low electric field (similar to 0.1 V/angstrom), although the relative permittivity (epsilon(r)) of a composite stack increases with the number of layers, 8, for a fixed stack thickness is independent of the field strength. However, at higher electric field strength, epsilon(r) increases monotonically with the applied field strength even for a fixed stack thickness, signifying nonlinear response. The relative permittivity changes more readily for graphene rich stacks as compared to hBN rich stacks, which is consistent with the property of the pristine phases. We also present an empirical formulation to calculate the thickness and stacking dependent effective dielectric constant of any arbitrary stack of graphene-hBN layers, which fits very well with the ab initio calculations. Our empirical formulation will also be applicable for van der Waals stacks of other two-dimensional materials and will be useful for designing and interpreting transport experiments, where electrostatic effects such as capacitance and charge screening are important.
机译:由于外部干扰(例如基于衬底的电荷杂质),石墨烯的巨大载流子迁移率显着降低,并且通过将石墨烯封装在六方氮化硼(hBN)层之间,可以最大程度地降低其影响。使用基于密度泛函理论(DFT)的从头计算,我们将这种复合材料放置在垂直电场中来研究其静态响应。我们发现,在相对较低的电场(类似于0.1 V /埃)下,尽管复合叠层的相对介电常数(epsilon(r))随着层数的增加而增加,但对于固定叠层厚度8而言,它与电场无关强度。但是,在较高的电场强度下,即使对于固定的堆叠厚度,ε随施加的电场强度单调增加,这表示非线性响应。与富hBN的烟囱相比,富石墨烯的烟囱的相对介电常数变化更容易,这与原始相的性质一致。我们还提出了一个经验公式来计算任何石墨烯-hBN层的任意堆叠的厚度和与堆叠有关的有效介电常数,这与从头算计算非常吻合。我们的经验公式也将适用于其他二维材料的范德华堆栈,并且对于设计和解释传输实验非常有用,在这些实验中,静电效应(例如电容和电荷屏蔽)很重要。

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