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Core structure of a screw dislocation in a diamond-like structure

机译:类金刚石结构中螺钉脱位的核心结构

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The core structure of a screw dislocation in the diamond lattice has been calculated with the Stillinger-Weber potential for the interatomic interaction. The non-dissociated screw dislocation positioned at the centre of a unit hexagon normal to the dislocation line is a stable configuration A. A perfect screw centred on a longer edge of the unit hexagon is also a stable configuration B. Configuration B is more stable and has a lower energy than configuration A. Dissociated configurations of width w = na (a is the repeat distance in the slip direction and n = 1,2,3,...) are also stable. The geometrical feature of configuration B explains the cross-slip observed in III-V compounds at low temperatures. The Peierls stress of the perfect screw dislocation is 0.044G, where G is the shear modulus. This value corresponds to the experimental values of III-V compounds deduced from the temperature dependence of the critical shear stress at low temperatures. [References: 16]
机译:用原子间相互作用的斯蒂林格-韦伯势能计算了金刚石晶格中螺丝位错的核心结构。位于单位六边形的垂直于位错线的中心处的未离解的螺钉位错是稳定的配置A。以单位六边形的较长边缘为中心的完美螺钉也是稳定的配置B。配置B更稳定,并且具有比构型A更低的能量。解构构型的宽度w = na(a是滑移方向上的重复距离,n = 1,2,3,...)也是稳定的。构型B的几何特征解释了III-V化合物在低温下观察到的交叉滑动。理想螺钉错位的Peierls应力为0.044G,其中G为剪切模量。该值对应于III-V族化合物的实验值,该实验值是由低温下的临界剪切应力的温度依赖性得出的。 [参考:16]

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