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Three-dimensional numerical analysis of twist extrusion process for annealed copper

机译:退火铜扭曲挤压工艺的三维数值分析

摘要

Nowadays in order to achieve the materials with superior strength and appropriate formability, severe plastic deformation (SPD) methods are used in which the available coarsegrained materials are processed to produce substantial grain refinement and a nanostructure. A new SPD method based on direct extrusion process, proposed recently, is the «Twist Extrusion process». The process is capable of industrial usage and has the advantage of producing a finer structure as compared with other SPD methods. In this investigation, in order to help in determining the effective process variables and in understanding the die manufacturing process, the simulation of the twist extrusion process is presented by using explicit analysis procedure, and the von-Misses and equivalent plastic, strain distributions are considered. The effects of friction coefficient and speed of deformation on the maximum values of von-Misses stress and equivalent plastic strain for the annealed copper material are investigated, they are validated and compared with the corresponding theoretical and experimental values obtained from researchers. The simulation results show that the maximum and minimum equivalent plastic strains are produced at the corner and at the center of the billet, respectively. The maximum and minimum equivalent plastic strains predicted by the simulations are found to be 1.3 and 0.3, respectively. Serrated diagrams of instantaneous stress versus strain and applicable flow stress were observed and recalculated. Simulation results placed next to experimental results are indicative of an acceptable level of compatibility.
机译:如今,为了获得具有优异强度和适当可成形性的材料,使用了严重的塑性变形(SPD)方法,其中对可用的粗颗粒材料进行处理以产生明显的晶粒细化和纳米结构。最近提出了一种基于直接挤压工艺的新型SPD方法,即“扭曲挤压工艺”。与其他SPD方法相比,该方法能够工业使用并且具有产生更精细结构的优点。在这项研究中,为了帮助确定有效的过程变量并了解模具制造过程,使用显式分析程序对扭转挤压过程进行了仿真,并考虑了von-Misses和等效塑性,应变分布。研究了摩擦系数和变形速度对退火铜材料的von-Misses应力和等效塑性应变最大值的影响,并进行了验证和与研究人员的相应理论值和实验值进行比较。仿真结果表明,在坯料的拐角和中心分别产生了最大和最小等效塑性应变。通过模拟预测的最大和最小等效塑性应变分别为1.3和0.3。观察并重新计算了瞬时应力与应变以及适用的流动应力的锯齿图。放在实验结果旁边的模拟结果表明可以接受的兼容性水平。

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