Non-equivalent zigzag edge stresses for 2D binary compound honeycomb nanoribbons

J. Deng, J. Z. Liu, N. Medhekar
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Abstract

The edge stresses, which are responsible for all physical properties of nanoribbons, always involve two sided non-equivalent edge effects for zigzag honeycomb nanoribbons of two dimensional binary compounds such as BN and MoS2. In present work, we develop an approach to determine the edge stresses of individual non-equivalent zigzag edges. For prototypical system of BN zigzag nanoribbon, the edge stresses of N-terminated and B-terminated zigzag edge are determined. Using this approach, even the edge stresses for particular passivated edges observed in MoS2 nanoribbons are able to be obtained as well. The key results presented here are published in Ref. [1].
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二维二元复合蜂窝纳米带的非等效之字形边缘应力
对于BN和MoS2等二维二元化合物的锯齿形蜂窝纳米带,其边缘应力总是涉及双面非等效边缘效应,而边缘应力是决定纳米带所有物理性质的因素。在目前的工作中,我们提出了一种确定单个非等效之字形边的边缘应力的方法。对于BN之字形纳米带的原型体系,确定了n端和b端之字形边缘的边缘应力。使用这种方法,甚至可以获得在二硫化钼纳米带中观察到的特定钝化边缘的边缘应力。本文提出的关键结果发表在Ref.[1]上。
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