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Influence of initial texture on formability of aluminum sheet metal by crystal plasticity FE simulation

机译:晶体塑性有限元模拟对初始织构对铝板成形性的影响

摘要

Plastic anisotropy (earring) inherent in textured aluminum sheet metal is investigated based on the crystal plasticity and using the dynamic explicit finite element program developed. By means of X-ray technique, texture analyses are carried out for sheet metals of Al-2.5% Mg aluminum alloy A5052 obtained at different annealing temperatures. The corresponding orientation distribution function (ODF) representations show clearly the characteristic feature of rolling textures and their transition from brass to cube before and after annealing, respectively, which are accountable for the occurrence of earrings. By employing the texture coefficients an analytical expression for the orientation distribution function (ODF) is reconstructed making use of the computer algebraic language Mathematica 5.0, which makes it possible for the integration over volume element in Euler angular space to be performed at high numerical precision, yielding an alternative form of ODF in terms of discretized Euler angles set. For the polycrystal model, the materials are described using the rate-dependant crystal plasticity where each material point in the sheet is assumed to be a polycrystalline aggregate of a large number of FCC grains with each grain modelled as an FCC crystal with 12 distinct slip systems. The modified Taylor theory of crystal plasticity is used with initial textures employed as input and their evolution taken into consideration during large plastic deformations. The numerical simulation of anisotropy (earring) has been performed for the above treated aluminum sheet metals to demonstrate the effect of initial texture of materials on their plastic anisotropy and formability.
机译:基于晶体可塑性并使用开发的动态显式有限元程序,研究了织纹铝板固有的塑性各向异性(耳环)。借助X射线技术,对在不同退火温度下获得的Al-2.5%Mg铝合金A5052的板材进行了织构分析。相应的方向分布函数(ODF)表示法清楚地显示了轧制织构的特征特征,以及退火之前和之后轧制织构从黄铜到立方体的转变,这是耳环的产生原因。通过使用纹理系数,使用计算机代数语言Mathematica 5.0重建了方向分布函数(ODF)的解析表达式,这使得可以以较高的数值精度对Euler角空间中的体积元素进行积分,根据离散的欧拉角集得出ODF的另一种形式。对于多晶模型,使用速率相关的晶体可塑性描述材料,其中片材中的每个材料点均假定为包含大量FCC晶粒的多晶聚集体,每个晶粒均建模为具有12种不同滑移系统的FCC晶体。修改后的泰勒晶体可塑性理论与初始织构一起用作输入,并在大塑性变形期间考虑了它们的演变。已经对上述经过处理的铝薄板进行了各向异性(耳环)的数值模拟,以证明材料的初始织构对其塑性各向异性和可成形性的影响。

著录项

  • 作者

    Chen YP; Lee WB; To S;

  • 作者单位
  • 年度 2007
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
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