垫圈固定孔表面硬化过程中旋转工具摩擦表面硬化的有限元模拟

G. Mukanov, V. P. Kuznetsov, V. P. Shveikin, I. Kamantsev
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引用次数: 0

摘要

本文讨论了一种模拟搅拌摩擦加工的方法,以确定工艺参数,并对带有空腔的法兰进行表面硬化。根据文献分析结果提出的开发方法,本文介绍了在 Ansys Mechanical 中开发的基于有限元法的计算计算机模型。研究材料和工具材料的热物理性质在过程的有限元模拟中被考虑在内,它们与温度相关。通过与实验研究的比较,模拟结果在一些参数方面得到了验证,如淬硬层的深度和螺栓连接孔表面区域的直径。文中介绍了 AISI 420 钢淬硬层的显微硬度测量结果,并确定了其与淬硬层深度的关系。数值模拟用于计算通过搅拌摩擦加工进行表面硬化的区域的几何参数值随加工参数(即工具转速、沿加工表面法线方向的作用力和摩擦系数)的变化而变化的情况。数值模拟得出了试样的热状态,特别是接触区的最高温度,以及温度和时间相关性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Finite element simulation of frictional surface hardening by a rotary tool during the hardening of the faces of fixation holes for washers
The paper discusses a methodology for simulating friction stir processing in order to determine the process parameters and to provide surface hardening for flanges with a cavity. In accordance with the developed methodology presented by the results of literature analysis, it describes a computational computer model developed in Ansys Mechanical and based on the finite element method. The thermophysical properties of the material under study and the tool material, which are taken into account in the FEM simulation of the processes, are presented as dependent on temperature. By comparison with experimental research, the simulation results are verified in terms of a number of parameters, such as the depth of the hardened layer and the diameter of the surface area of the faces of holes for bolted joints. The results of measuring the microhardness of the hardened layers of the AISI 420 steel are presented, and their dependence on the depth of the hardened layer is determined. Numerical simulation is used to compute the values of the geometrical parameters of the areas subjected to surface hardening by friction stir processing with the variation of the process parameter, namely tool rotation speed, the force acting along the normal to the surface being processed, and the friction coefficient. The numerical simulation gives results on the thermal state of the specimen, particularly, maximum temperatures in the contact zone, as well as temperature and time dependences.
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