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首页> 外文期刊>Diffusion and Defect Data. Solid State Data, Part B. Solid State Phenomena >Defects Mechanics; Three-Body Problem of Defects Interaction among Crack, Dislocations and Twin Boundary in Magnesium
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Defects Mechanics; Three-Body Problem of Defects Interaction among Crack, Dislocations and Twin Boundary in Magnesium

机译:缺陷力学;裂纹,位错和孪晶边界缺陷相互作用的三体问题

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摘要

Dynamics and statics of defects interaction among crack, dislocations and twin boundary (TB) observed in magnesium were investigated using molecular dynamics and elasticity with the complex stress functions to clarify the effect of long-range elastic stress field. An atomic model containing a crack parallel to (10-11) TB was gradually elongated under K_I-mode tension by molecular dynamics simulations. Changing the distance between the crack and the TB, four kinds of crack propagation manners were observed, one of which showed the path transition from the crack to the TB itself by shielding effect of piled-up dislocations around the crack tip. The stress intensity factor of the nano-sized crack in bulk is 0.28 MPam~(1/2), which is smaller than that of crack on the TB. The shielding effect due to the piled-up dislocations drastically decreases stress concentration around the crack tip and the stress intensity factor diminishes down to the 0.22, and thus the crack nucleated from the void nucleation and coalescence on the TB was propagated instead. The elastic stress distributions obtained by the superposition of some complex stress functions suggest that the stress field around the crack tip is disturbed by the localized stress due to the TB in the case of crack closest to TB and also by the back stress due to the piled-up dislocations in the case of crack far from TB.
机译:利用分子动力学和弹性以及复杂的应力函数,研究了镁中裂纹,位错和孪晶界(TB)之间缺陷相互作用的动力学和静力学,以阐明长距离弹性应力场的影响。通过分子动力学模拟,在K_I-模式张力下,包含平行于(10-11)TB裂纹的原子模型逐渐伸长。通过改变裂纹与TB之间的距离,观察到了四种裂纹扩展方式,其中一种通过对裂纹尖端周围堆积的位错的屏蔽作用显示了从裂纹到TB本身的路径转变。纳米裂纹的应力强度因子为0.28 MPam〜(1/2),小于TB裂纹的应力强度因子。由于堆积的位错而产生的屏蔽效应极大地降低了裂纹尖端周围的应力集中,应力强度因子降低至0.22,因此,由空核和聚结在TB上成核的裂纹反而传播了。通过叠加一些复杂的应力函数获得的弹性应力分布表明,在裂纹最接近TB的情况下,裂纹尖端周围的应力场会受到TB引起的局部应力以及堆积引起的反应力的干扰。在远离结核的情况下发生向上脱位。

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