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Finite element modeling of deformation in particulate reinforced metal matrix composites with random local microstructure variation

机译:随机局部微观结构变化的颗粒增强金属基复合材料变形的有限元建模

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摘要

Deformation in particulate reinforced metal matrix composites(PR MMCs) with locally varying reinforcement volume fraction has been modelled using a two-scale finite element approach. the responses of axisymmetric unit cell models were used to define the constitutive response of mesoscale regions posses- sing varying volume fractions. Macroscale response was then investigated using two- and three-dimensional "random arrays" of finite elements, in which element properties were randomly assigned in line with a Gaussian distribution.
机译:使用两尺度有限元方法对具有局部变化的增强体积分数的颗粒增强金属基复合材料(PR MMC)的变形进行了建模。轴对称晶胞模型的响应被用来定义具有变化体积分数的中尺度区域的本构响应。然后,使用有限元的二维和三维“随机数组”研究宏观响应,其中,根据高斯分布随机分配元素属性。

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