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Optimisation of material properties for the modelling of large deformation manufacturing processes using a finite element model of the Gleeble compression test

机译:使用Gleeble压缩测试的有限元模型优化材料属性,以用于大型变形制造过程的建模

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摘要

The finite element modelling of manufacturing processes often requires a large amount of large plastic strain flow stress data in order to represent the material of interest over a wide range of temperatures and strain rates. Compression data generated using a Gleeble thermo-mechanical simulator is difficult to interpret due to the complex temperature and strain fields, which exist within the specimen during the test. In this study, a non-linear optimisation process is presented, which includes a finite element model of the compression process to accurately determine the constants of a five-parameter Norton–Hoff material model. The optimisation process is first verified using a reduced three-parameter model and then the full five-parameter model using a known set of constants to produce the target data, from which the errors are assessed. Following this, the optimisation is performed using experimental target data starting from a set of constants derived from the test data using an initial least-squares fit and also an arbitrary starting point within the parameter space. The results of these tests yield coefficients differing by a maximum of less than 10% and significantly improve the representation of the flow stress of the material.
机译:制造过程的有限元建模通常需要大量的大塑性应变流应力数据,以便在很宽的温度和应变率范围内表示目标材料。由于在测试过程中样本中存在复杂的温度场和应变场,因此难以解释使用Gleeble热机械模拟器生成的压缩数据。在这项研究中,提出了一种非线性优化过程,其中包括压缩过程的有限元模型,以精确确定五参数Norton-Hoff材料模型的常数。首先使用简化的三参数模型验证优化过程,然后使用已知的一组常数验证完整的五参数模型,以生成目标数据,从中评估误差。此后,使用实验目标数据执行优化,该实验目标数据是使用初始最小二乘拟合以及参数空间内的任意起点从一组从测试数据派生的常数开始的。这些测试的结果使屈服系数相差最大小于10%,并显着改善了材料的流动应力。

著录项

  • 作者

    Bennett, Chris; Sun, Wei;

  • 作者单位
  • 年度 2014
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  • 原文格式 PDF
  • 正文语种 en
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