断裂建模中尺度材料强度表征

K. Acton, B. Bahmani, R. Abedi
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引用次数: 1

摘要

为了准确地模拟断裂,必须考虑材料特性中的小尺度随机性。统计体积元(SVE)的表观性质可以低于代表性体积元(RVE)的尺度。不能像为RVE定义唯一的有效属性那样为SVE定义唯一的表观属性。SVE的本构行为和材料强度特性都必须用统计方法表征。几何划分方法在影响中尺度材料性能参数的概率分布方面是至关重要的。本文采用基于Voronoi镶嵌的分区方案生成SVE。将所得的材料性质分布与平方划分生成的SVE结果进行了比较。采用SVE的比例极限应力近似计算SVE的强度。利用弹性结果的叠加得到了边界条件下变加载角度下的破坏强度分布。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mesoscale Material Strength Characterization for Use in Fracture Modeling
To accurately simulate fracture, it is necessary to account for small-scale randomness in the properties of a material. Apparent properties of Statistical Volume Elements (SVE), can be characterized below the scale of a Representative Volume Element (RVE). Apparent properties cannot be defined uniquely for an SVE, in the manner that unique effective properties can be defined for an RVE. Both constitutive behavior and material strength properties in SVE must be statistically characterized. The geometrical partitioning method can be critically important in affecting the probability distributions of mesoscale material property parameters. Here, a Voronoi tessellation based partitioning scheme is applied to generate SVE. Resulting material property distributions are compared with those from SVE generated by square partitioning. The proportional limit stress of the SVE is used to approximate SVE strength. Superposition of elastic results is used to obtain failure strength distributions from boundary conditions at variable angles of loading.
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