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Etude rhéologique et simulation numérique de l'injection d'un alliage d'aluminium à l'état semi-solide

机译:半固态注射铝合金的流变学与数值模拟

摘要

The goal of this work, which has been done within the framework of a European project, was the numerical simulation of the injection of a semi-solid aluminium alloy. In order to reach this objective, the work has been divided into two major parts, which are the experiments and the numerical simulation. Concerning the experiments, the goal was to found a constitutive law and its parameters that characterised as well as possible the behaviour of our alloy in the semisolid state. Therefore we made first a bibliographical study on the laws available from the literature, and we decided to use a viscoplastic law, and then we performed the experiment of the Stephan flow. The experimental results were satisfactory and the identification of parameters had been done, using a trial-error strategy. On the numerical simulation part of the work, we adapted first R3 software to the numerical simulation of semisolid flows, by introducing a modulus contact for the treatment of the folding defects, and we also worked on the contact between rigid moulds and the fluid. We then had a problem of conditioning number for the hessian matrix. This problem had been solved by the use of the uncompleted factorisation of Crout as preconditioner. We then work on the arbitrary lagrangian eulerian formulation and on the automatic mesh generation. Unfortunately, we didn't succeed in the total simulation of the filling of industrial moulds. So, we decided to use Rem3D software, initially developed for the injection of thermoplastics, using a eulerian formulation. We introduced the inertial effects and the constitutive law in Rem3D software, and we simulated the injection of our semisolid aluminium alloys in industrial moulds. The results showed a good agreement between experimental results and numerical simulations. So this software can now constitute a good implement for the conception assistance.
机译:在一个欧洲项目的框架内完成的这项工作的目标是对半固态铝合金的注射进行数值模拟。为了达到这个目的,工作被分为两个主要部分,分别是实验和数值模拟。关于实验,目的是找到一个本构定律及其参数,以表征我们的合金在半固态时的行为以及可能的行为。因此,我们首先对文献中的定律进行了书目研究,然后决定使用粘塑性定律,然后进行了斯蒂芬流的实验。实验结果令人满意,并使用试错策略进行了参数识别。在工作的数值模拟部分,我们通过引入模数接触来处理折叠缺陷,使第一个R3软件适应于半固体流动的数值模拟,并且还研究了刚性模具与流体之间的接触。然后,我们遇到了一个粗麻布矩阵的条件数问题。通过使用未完成的Crout分解作为前置条件解决了该问题。然后,我们研究任意的拉格朗日欧拉公式,并进行自动网格生成。不幸的是,我们未能对工业模具的填充进行全面模拟。因此,我们决定使用最初使用欧拉公式开发的用于注入热塑性塑料的Rem3D软件。我们在Rem3D软件中引入了惯性效应和本构定律,并模拟了半固态铝合金在工业模具中的注射。结果表明实验结果和数值模拟之间有很好的一致性。因此,该软件现在可以构成构想辅助的良好工具。

著录项

  • 作者

    Moto Mpong Serge;

  • 作者单位
  • 年度 2002
  • 总页数
  • 原文格式 PDF
  • 正文语种 fr
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