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One-Dimensional Steady Shearing of Thermoviscoplastic Solids and Material Flow in Friction Stir Welding

机译:摩擦搅拌焊接中的热震动固体和材料流动的一维稳态剪切

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Modeling the physics and the mechanics of a friction stir welding process (FSWP) is very challenging because of the intrinsic coupling between thermal and mechanical phenomena and the occurrence of extremely large deformations. Mathematically, the analysis of a FSWP requires studying a three-dimensional (3-D) convection-diffusion-reaction problem under appropriate initial and complex boundary conditions. The multi-physics interaction results in complex flow patterns which make the FSWP useful in engineering applications. We note that the material deformation and flow in a FSWP is shear dominated with significant heat flux generated at the boundaries and from the energy dissipated during plastic deformations. Accordingly, key features of the process can be delineated by studying simple shearing deformations of a thermo-elasto-viscoplastic material with both the tangential velocity and the heat flux prescribed at the boundaries as was done in [1] to analyze the localization of deformation near the boundaries. It was found that the prescribed heat flux at the boundaries makes the deformations inhomogeneous and introduces a nucleation site for the deformations to localize [1]. Subsequently, recognizing the severe deformations, even melting, caused by the sustained thermal softening, a fluid mechanics based lubrication approach was developed [2] and the results were compared with those available in the literature. The effect of the heat flux input on the flow pattern, such as the thickness of the localized flow zone, were revealed.
机译:模拟物理学和摩擦搅拌焊接过程的机制(FSWP)是非常具有挑战性的,因为热和机械现象之间的内在耦合以及极大变形的发生。在数学上,FSWP的分析需要在适当的初始和复杂边界条件下研究三维(3-D)对流扩散反应问题。多物理交互导致复杂的流动模式,使FSWP可用于工程应用。我们注意到,FSWP中的材料变形和流量是由在边界处产生的显着热通量的剪切,并且在塑性变形期间耗散的能量。因此,通过研究在[1]中的边界中的切向速度和在边界处规定的切向速度和热通量,可以描绘该方法的关键特征,如[1]中所做的界限,以分析靠近变形的局部边界。发现边界的规定热量使变形不均匀,并引入核心位点以使变形为定位[1]。随后,识别由持续热软化引起的严重变形,甚至熔化,基于流体力学的润滑方法[2],结果与文献中可用的结果进行了比较。揭示了热通量输入的热通量输入的影响,例如局部流动区的厚度。

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