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Breakdown of the Schmid Law in BCC Molybdenum Related to the Effect of Shear Stress Perpendicular to the Slip Direction

机译:BCC钼中施密法的分解与垂直于滑动方向的剪切应力的影响

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The breakdown of the Schmid law in bcc metals has been known for a long time. The of shearing in the slip direction (111) in the positive and negative sense, respectively, commonly identified with the twinning-antitwinning asymmetry, is undoubtedly one of the reasons. However, effect of stress components other than the shear stress in the slip direction may be important. In this paper we investigate by atomistic modeling the effect of shear stresses perpendicular to the Burgers vector on the glide of alpha/2(111) screw dislocations. We show that these shear stresses can significantly elevate or reduce the critical resolved shear stress (CRSS) in the direction of the Burgers vector needed for the dislocation motion, i.e. the Peierls stress. This occurs owing to the changes of the core induced by these stresses. This effect may be the reason why slip systems with smaller Schmid factors may be preferred over that with the largest Schmid factor.
机译:BCC金属中施密法的细分已知很长一段时间。在阳性和负面意义上分别在阳性和负面意义上剪切剪切,毫无疑问是毫无疑问的原因之一。然而,除了滑动方向上的剪切应力之外的应力分量的影响可能是重要的。在本文中,我们通过原子模型进行调查,垂直于伯格载体的剪切应力在α/ 2(111)螺纹脱位的滑动上的剪切应力。我们表明,这些剪切应力可以显着提升或减小位错运动所需的汉堡矢量方向上的临界剪切应力(CRS),即Peierls应力。这发生了由于这些压力引起的核心的变化。这种效果可能是为什么具有较小肌脊状因子的滑移系统可能是最大的施密因子的优选。

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