应变速率对铝搅拌摩擦焊不同区域变形和断裂的影响

R. Balokhonov, V. Romanova, M. Sergeev
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引用次数: 0

摘要

对搅拌摩擦焊不同区域典型多晶组织的变形和断裂进行了数值研究。采用基于现象学物理的位错模型来描述铝的动态行为。通过求解常微分本构方程,确定了Al6061-T6合金的模型参数。利用该方程对不同应变速率下受拉伸的铝试样进行二维计算,并以显式形式考虑焊缝推进侧熔核和热机械影响区中观察到的多晶显微组织。证明了数值解的收敛性。断裂模式取决于应变速率。对搅拌摩擦焊不同区域典型多晶组织的变形和断裂进行了数值研究。采用基于现象学物理的位错模型来描述铝的动态行为。通过求解常微分本构方程,确定了Al6061-T6合金的模型参数。利用该方程对不同应变速率下受拉伸的铝试样进行二维计算,并以显式形式考虑焊缝推进侧熔核和热机械影响区中观察到的多晶显微组织。证明了数值解的收敛性。断裂模式取决于应变速率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Strain rate effect on the deformation and fracture in different zones of friction stir welded aluminum
Deformation and fracture of polycrystalline microstructures typical for different zones of friction stir welds are numerically investigated. A phenomenological physically-based dislocation model is used to describe the dynamic behavior of aluminum. The ordinary differential constitutive equation is solved to determine the model parameter for the Al6061-T6 alloy. Using this equation, two-dimensional calculations are carried out for aluminum specimens subjected to tension at different strain rates, with the polycrystalline microstructure observed in the nugget and thermo-mechanically affected zone on the advancing side of the weld being taken into account in an explicit form. Convergence of the numerical solution is proved. Fracture patterns are shown to depend on the strain rate.Deformation and fracture of polycrystalline microstructures typical for different zones of friction stir welds are numerically investigated. A phenomenological physically-based dislocation model is used to describe the dynamic behavior of aluminum. The ordinary differential constitutive equation is solved to determine the model parameter for the Al6061-T6 alloy. Using this equation, two-dimensional calculations are carried out for aluminum specimens subjected to tension at different strain rates, with the polycrystalline microstructure observed in the nugget and thermo-mechanically affected zone on the advancing side of the weld being taken into account in an explicit form. Convergence of the numerical solution is proved. Fracture patterns are shown to depend on the strain rate.
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