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Edge stacking dislocations in two-dimensional bilayers with a small lattice mismatch

机译:边缘堆叠在二维双层中的脱位,具有小格子不匹配

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摘要

Incomplete stacking dislocations are predicted to form at edges of the shorter upper layer in two-dimensional hexagonal bilayers upon stretching the longer bottom layer. A concept of the edge Burgers vector is introduced to describe such dislocations by analogy with the Burgers vector of standard bulk dislocations. Analytical solutions for the structure and energy of edge stacking dislocations in bilayer graphene are obtained depending on the magnitude of elongation and angles between the edge Burgers vector, direction of elongation and edge. The barrier for penetration of stacking dislocations inside the bilayer is estimated. The possibilities to measure the barrier to relative motion of graphene layers and strain of graphene on a substrate by observation of edge stacking dislocations are discussed.
机译:预计在拉伸较长的底层时,预计不完全堆叠脱位以在二维六边形双层的较短上层的边缘处形成。 引入边缘汉堡载体的概念以通过类比与标准散装脱位的汉堡向量进行类比来描述这种脱位。 基于边缘汉将围导和边缘方向之间的伸长率和角度的伸长率和角度,获得了双层石墨烯的边缘堆叠脱位的结构和能量的分析解。 估计用于在双层内堆叠堆叠脱位的屏障。 讨论了通过观察边缘堆叠脱位来测量石墨烯层对石墨烯层的相对运动和石墨烯的相对运动的可能性。

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