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Double kink mechanisms for discrete dislocations in BCC crystals

机译:BCC晶体中离散位错的双扭结机制

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摘要

We present an application of the discrete dislocation theory to the characterization of the energetics of kinks in Mo, Ta and W body-centered cubic (BCC) crystals. The discrete dislocation calculations supply detailed predictions of formation and interaction energies for various double-kink formation and spreading mechanisms as a function of the geometry of the double kinks, including: the dependence of the formation energy of a double kink on its width; the energy of formation of a double kink on a screw dislocation containing a pre-existing double kink; and energy of formation of a double kink on a screw dislocation containing a pre-existing single kink. The computed interaction energies are expected to facilitates the nucleation of double kinks in close proximity to each other and to pre-existing kinks, thus promoting clustering of double kinks on screw segments and of 'daughter' double kinks ahead of 'mother' kinks. The predictions ofthe discrete dislocation theory are found to be in good agreement with the full atomistic calculations based on empirical interatomic potentials available in the literature.
机译:我们介绍了离散位错理论在表征Mo,Ta和W体心立方(BCC)晶体中的纽结能量学方面的应用。离散位错计算根据双结的几何形状提供了各种双结形成和扩散机制的形成能和相互作用能的详细预测,包括:双结的形成能对其宽度的依赖性;在包含先前存在的双扭结的螺钉错位上形成双扭结的能量;以及在包含先前存在的单个扭结的螺钉脱位上形成双扭结的能量。预计计算出的相互作用能有利于彼此紧密结合的双扭结和先前存在的扭结成核,从而促进双扭结在螺杆节段上的聚集以及“女儿”双扭结在“母亲”扭结之前的聚集。发现离散位错理论的预测与文献中基于经验原子间电势的完整原子计算完全吻合。

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