研究功能组织钢-铝组合物摩擦堆焊温度-时间条件的数学方法

V. D. Zaharchenko, R. S. Mikheev, I. E. Kalashnikov
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引用次数: 0

摘要

建立了研究功能组织钢铝组合物摩擦堆焊过程温度和时间条件的数学模型,并对其进行了验证。摩擦堆焊采用纯铝级ER1100棒材作为耗材棒材。矩形板的基底是由优质钢材制成的。在ANSYS 2021R2软件包中对摩擦堆焊过程进行建模时,将物体的几何模型指定为棒材和基体的形式。计算摩擦堆焊过程温度-时间条件的初始数据为:仿真对象的几何参数;热源的热负荷特性取决于堆焊方式的工艺参数(杆的轴向旋转速度、轴向压力、温度问题模拟对象的边界条件),以及决定计算顺序的辅助参数。在旋转耗材杆与基材的物理接触点产生的热功率被认为是源热负荷的一个参数。根据在基体表面设置正圆形热源的方案,对摩擦堆焊过程的热传播进行了计算。该计算方案直接反映了摩擦堆焊工艺的主要特点:由于旋转的耗材杆与基材之间的摩擦而引入热量。结果表明,考虑了三维模型的边界条件和几何特征,所建立的数学模型具有较好的收敛性,在确定功能铝涂层成形时的基材加热温度,以及在钢基材表面喷涂复合材料时基材加热温度的不确定性不超过5%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mathematical methods in studying temperature-time conditions of the friction surfacing in the manufacture of functionally organized steel-aluminum compositions
A mathematical model for studying temperature and time conditions of the process of friction surfacing in the manufacture of functionally organized steel-aluminum compositions has been developed and validated. Bars made of pure aluminum grade ER1100 were used as the consumable rod material during friction surfacing. The substrate in the form of a rectangular plate was made of high-quality steel 20. The geometric model of the object when modeling the process of friction surfacing in the ANSYS 2021R2 software package was specified in the form of a rod and a substrate. The initial data for calculating temperature-time conditions of the friction surfacing process are: geometric parameters of the simulation object; characteristics of thermal loads of the heating source which depend on the technological parameters of the surfacing mode (the speed of axial rotation of the rod, axial pressure, boundary conditions of the simulation object for the temperature problem), and auxiliary parameters that determine the order of calculations. The thermal power arising at the point of physical contact between the rotating consumable rod and the substrate was considered a parameter of the source thermal load. The calculation of heat propagation for the friction surfacing process was carried out according to a scheme with a normally circular source located on the substrate surface. The calculation scheme directly reflects the main feature of the friction surfacing process: the introduction of heat due to friction between the rotating consumable rod and the substrate. It is shown that taking into account the boundary conditions and geometric features of the 3D model provide a satisfactory convergence of developed mathematical model and ensure the uncertainty of no more than 5 % in determining the heating temperature of the substrate when forming functional aluminum coatings, as well as composite materials on their base when surfacing them on the surface of steel substrates.
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