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Coupled Thermo-mechanical Analysis for Frictional Stir Welding Processes

机译:耦合热机械分析摩擦搅拌焊接工艺

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We propose in this paper a fully coupled thermo-mechanical formulation for the numerical simulation of Friction Stir Welding (FSW). FSW is an important joining technique used in many practical applications (such as automobiles, ships and airplanes) where the quality of the resultant joint is of essential importance. Several models for FSW were proposed over the past two decades. However, they were mainly restricted either in the representation of the geometries, or the material behavior, or the boundary conditions. The model proposed here aims at representing the phenomenon in its entire complexity leading to an efficient and robust numerical tool. A combination of Arbitrary Lagrangian Eulerian (ALE), Lagrangian and Eulerian for different zones of the computational domains is introduced and the coupling in-between is defined. This results in a setting that permits treating arbitrary pin geometries and facilitates boundary conditions application. Both heat generation via viscous dissipation and frictional heating due to contact are taken into account. The material behavior is characterized by two alternative rigid thermo-visco-plastic constitutive models: Norton-Hoff and Sheppard-Wright. A pressure stabilized mixed linear velocity/linear pressure finite element method is used to solve the mechanical problem while linear temperature formulation with convection stabilization is used for the thermal one. The resulting coupled system of equations is treated in a staggered manner in which the mechanical and thermal parts are solved sequentially. The results of the simulation using the proposed thermo-mechanical model are presented and compared with the experimental evidence and results published in literature. Several non-circular pin shapes are analyzed.
机译:我们提出了本文的全耦合热机械配方,用于摩擦搅拌焊接(FSW)的数值模拟。 FSW是在许多实际应用(如汽车,船舶和飞机)中使用的重要加入技术,其中所得关节的质量是必不可少的。过去二十年提出了几款FSW模型。然而,它们主要限制在几何形状的代表或材料行为或边界条件。这里提出的模型旨在表示其整体复杂性的现象,导致有效且稳健的数值工具。介绍了计算结构域的不同区域的任意拉格朗日欧拉(ALE),拉格朗日和欧拉的组合,并且定义了耦合。这导致允许处理任意销几何形状的设置并促进边界条件应用。考虑到由于接触引起的粘性耗散和摩擦加热的发热。材料行为的特点是两种替代的刚性热 - 粘塑塑料本构模型:Norton-Hoff和Sheppard-Wright。压力稳定的混合线性速度/线性压力有限元方法用于解决机械问题,而具有对流稳定的线性温度配方用于热量。由所得到的等式耦合系统以交错的方式处理,其中机械和热部件顺序求解。使用所提出的热机械模型进行模拟结果,并与文献中发表的实验证据和结果进行了比较。分析了几种非圆形销形状。

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