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IMPROVEMENT OF DAMAGE PREDICTION BY ANISOTROPY OF MICROVOIDS

机译:微脂糖各向异性损伤预测的提高

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The finite element method is nowadays widely applied to crashworthiness or sheet metal forming. In order to accurately predict the damage and failure evolution occurring in such simulations, a realistic material description is required. For this purpose, this paper presents a damage model for elasto-viscoplastic materials, taking into account both the material and the damage anisotropy. The damage is then expressed as the microvoid volume fraction due to growth, nucleation and coalescence of microvoids. The anisotropy of the material is introduced by means of Hill's potential in the yield function and the anisotropy of the damage by the shape of the microvoids. The void is defined as an ellipsoid which could evolve in shape and direction according to the loading direction and the geometry of the structure. A radial return algorithm is proposed for the implementation of a new constitutive law for elasto-viscoplastic porous materials for convected shell elements into an explicit finite element framework. To compare numerical and experimental results of bending tests on a non-axisymetric aluminium extruded section, identification of the damage parameters is required. This is done by using an inverse method by correlating experimental and numerical macroscopic measurements which are strongly dependent on the parameters. Tensile tests on a thin notched specimen are used as a mechanical test to measure the macroscopic response. Due to the anisotropy aspect of the damage parameter, three macroscopic measurements in the three orthotropic directions L, L-T and T are considered. The behaviour law and damage parameters are identified. Bending tests are then performed and give good correlation with experimental data.
机译:如今,有限元方法广泛应用于耐磨损或金属板形成。为了准确地预测这种模拟中发生的损坏和故障演化,需要一种现实的材料描述。为此目的,本文介绍了弹性粘性材料的损伤模型,考虑到材料和损伤各向异性。然后,由于生长,细胞成核和聚结,损伤表达为微系体体积级分。通过山丘的潜在潜在的屈服函数和通过微系体形状的损伤各向异性引入材料的各向异性。空隙定义为椭圆体,其可以根据装载方向和结构的几何形状在形状和方向上发展。提出了一种径向返回算法,用于实施用于对象的壳体元素的弹性粘胶多孔材料的新组成术法,进入明确的有限元框架。为了比较弯曲试验的数值和实验结果对非轴对称铝挤出部分,需要识别损坏参数。这是通过使用逆方法来通过相关的实验和数值宏观测量来完成,这些宏观测量强烈取决于参数。薄缺口样本上的拉伸试验用作机械测试以测量宏观反应。由于损伤参数的各向异性方面,考虑了三个正向方向L,L-T和T中的三个宏观测量。识别行为定律和损坏参数。然后执行弯曲测试并与实验数据呈现良好的相关性。

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