位错无牵引修正的非网格蛮力法

A. Siddique, T. Khraishi
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引用次数: 7

摘要

位错动力学的模拟为研究人员和科学家深入观察许多塑性变形现象提供了机会。在二维或三维介质中,物理边界条件的准确建模是位错动力学模拟成功的关键之一。解析解的范围是有限的,只适用于特定的构型。但在动力学模拟中,位错的形状和方向会随时间变化,因此限制了解析解的使用。本文提出了一种基于配点法的基于网格的广义数值求解方法。该方法适用于任意形状/方向的任意数量的位错和不同的计算域形状。对该方法进行了若干验证,并结合了该方法在三维DD仿真中的成功实现。此外,还计算了自由表面对Peach-Koehler力的影响。最后,研究了自由表面对材料流动应力的影响。结果清楚地表明,随着与自由表面的接近程度的增加和位错段长度的增加,力越大。模拟结果还表明,由于自由表面的影响,流动应力结果也有软化作用。
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A Mesh-Independent Brute-Force Approach for Traction-Free Corrections in Dislocation Problems
Simulation of dislocation dynamics opens the opportunity for researchers and scientists to observe in-depth many plastic deformation phenomena. In 2D or 3D media, modeling of physical boundary conditions accurately is one of the keys to the success of dislocation dynamics (DD) simulations. The scope of analytical solutions is restricted and applies to specific configurations only. But in dynamics simulations, the dislocations’ shape and orientation change over time thus limiting the use of analytical solutions. The authors of this article present a mesh-based generalized numerical approach based on the collocation point method. The method is applicable to any number of dislocations of any shape/orientation and to different computational domain shapes. Several verifications of the method are provided and successful implementation of the method in 3D DD simulations have been incorporated. Also, the effect of free surfaces on the Peach-Koehler force has been computed. Lastly, the effect of free surfaces on the flow stress of the material has been studied. The results clearly showed a higher force with increased closeness to the free surface and with increased dislocation segment length. The simulations’ results also show a softening effect on the flow stress results due to the effect of the free surfaces.
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