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A Three-dimensional Finite Element Method for Nonsteady State Temperature Distribution in the Rolling Process

机译:一种三维有限元方法,用于轧制过程中的非稳态温度分布

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The temperature is a key factor that affects the metal deformation and the material property in the rolling process. The metal deformation is often carried along with the variety of temperature. Moreover, the plastic work is converted into the thermal energy during the process of the metal deformation. Therefore, the numerical simulation of the rolling process should take the temperature factors into consideration to improve the prediction accuracy. In this paper, we use the full three-dimensional Rigid-plastic finite element method to predict the temperature distribution which relate to linear or non-linear boundary condition of the free surface. Based on the simulation, the impact of radiant heat-transfer coefficient on the temperature prediction can be obtained. The comparison of the calculated results between the linear and non-linear boundary conditions demonstrates that the temperature obtained on the linear boundary condition has higher accurateness than that obtained on the non-linear boundary condition.
机译:温度是影响轧制过程中金属变形和材料性能的关键因素。金属变形通常随着各种温度进行。此外,在金属变形过程中,塑料工作被转换为热能。因此,轧制过程的数值模拟应考虑到改善预测精度的温度因素。在本文中,我们使用全三维刚性塑料有限元方法来预测与自由表面的线性或非线性边界条件相关的温度分布。基于模拟,可以获得辐射传热系数对温度预测的影响。线性和非线性边界条件之间计算结果的比较表明在线性边界条件上获得的温度具有比在非线性边界条件上获得的更高的精度。

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