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Numerical modeling of dynamic recrystallization during nonisothermal hot compression by cellular automata and finite element analysis

机译:非等温热压缩过程中动态重结晶的元胞自动机和有限元分析数值模拟

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摘要

In this study, dynamic recrystallization during nonisothermal hot compression was numerically simulated by cellular automata and finite element analysis. A modified cellular automata model was developed by introducing a new parameter for considering solute drag effect. The isothermal hot compression tests of pure copper were carried out to verify the modified cellular automata model by comparing material behavior and average grain size. The effect of solute drag was numerically considered and compared to the experimental data and the numerical data obtained by conventional cellular automata without solute drag effect. Then, the modified cellular automata model was applied to a nonisothermal hot compression by combining with a finite element analysis. The finite element analysis was conducted to acquire local parameters such as strain, strain rate, and temperature. These values were provided to the cellular automata model as input. The local changes of microstructure and average grain size were simulated by cellular automata and compared with nonisothermal hot compression results. The simulation results were in reasonably good agreement with experimentally determined microstructures by electron backscattering diffraction. The developed model was further applied to simulate a hot gear blank forging process to check its applicability. With the current approach, local microstructures can be determined for better understanding microstructural changes during the nonisothermal process.
机译:在这项研究中,通过元胞自动机和有限元分析对非等温热压缩过程中的动态再结晶进行了数值模拟。通过引入考虑溶质拖曳效应的新参数,开发了改进的细胞自动机模型。通过比较材料的行为和平均晶粒尺寸,进行了纯铜的等温热压缩试验,以验证改进的细胞自动机模型。数值考虑了溶质阻力的影响,并将其与实验数据和通过常规细胞自动机获得的无溶质阻力效应的数值数据进行了比较。然后,通过与有限元分析相结合,将改进的元胞自动机模型应用于非等温热压缩。进行了有限元分析,以获取局部参数,例如应变,应变速率和温度。这些值作为输入提供给细胞自动机模型。通过细胞自动机模拟微观结构和平均晶粒尺寸的局部变化,并将其与非等温热压缩结果进行比较。模拟结果与通过电子反向散射衍射实验确定的微观结构相当吻合。进一步将开发的模型应用于模拟热齿轮毛坯锻造过程,以检查其适用性。使用当前的方法,可以确定局部微观结构,以更好地理解非等温过程中的微观结构变化。

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