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Simulation 3D éléments finis des macroségrégations en peau induites par déformations thermomécaniques lors de la solidification d'alliages métalliques

机译:金属合金凝固过程中热机械变形引起的皮肤宏观偏析的有限元3D模拟

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摘要

Macrosegregations are chemical heterogeneities either in the skin or in the center of metallurgical products. These heterogeneities can generate serious troubles during downstream processing. Contrary to other studies which focus on central macrosegregation, our work aims to simulate the skin macrosegregation induced by thermomechanical deformations. Three steps are necessary to build the simulation. The first step consists on simulating macrosegregation at rigid and fixed solid, i.e. without solid deformation. The second step, independent of the first one, aims to simulate the deformation of the solid without macrosegregation. The last step is a combination of the two previous one. All equations are solved by stabilized finite element methods. Each step refers to experiments in order to compare numerical and experimental results. The first step reproduces numerically the macrosegregation observed during Hebditch & Hunt experience. The numerical results are in good agreement with the experimental ones. The second step aims to simulate the deformation of a metallic liquid droplet during its solidification in contact with a copper chill, in microgravtiy. The numerical deformation obtained presents the same trend as the experimental one but in a lower magnitude. The last step is based on El-Bealy experience consisting of a pulsed water cooling of an ingot. The results show concentration variations but the simulation does'nt catch all experimental ones. Computations without macrosegregation point out that our simulations are less sensitive of deformation than the experiment. All simulations were run with binary alloys. Computations have also been run to simulate ternary alloy solidification but without solid deformation.
机译:宏观偏析是表皮或冶金产品中心的化学异质性。这些异质性可能在下游处理期间产生严重的麻烦。与其他集中于中心宏观偏析的研究相反,我们的工作旨在模拟由热机械变形引起的皮肤宏观偏析。建立仿真需要三个步骤。第一步包括在刚性和固定固体(即无固体变形)下模拟宏观偏析。与第一步无关,第二步旨在模拟没有宏观偏析的固体变形。最后一步是前两个步骤的组合。所有方程均由稳定有限元方法求解。每个步骤均指实验,以比较数值结果和实验结果。第一步从数字上再现了在希布迪奇和亨特经历期间观察到的宏观偏析。数值结果与实验结果吻合良好。第二步旨在模拟微重力下金属液滴在凝固过程中与铜冷却液接触时的变形。获得的数值变形呈现出与实验性变形相同的趋势,但幅度较小。最后一步基于El-Bealy的经验,包括对铸锭进行脉冲水冷。结果显示浓度变化,但模拟并未涵盖所有实验值。没有宏观偏析的计算结果表明,我们的模拟对变形的敏感性低于实验。所有模拟均使用二元合金进行。还已经进行了计算以模拟三元合金凝固但没有固体变形的计算。

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    Rivaux Benjamin;

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  • 年度 2011
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  • 原文格式 PDF
  • 正文语种 fr
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