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Effective modulus of polycrystalline aggregates in different geometrical configurations

机译:不同几何构型的多晶聚集体的有效模量

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In the present study, a finite element scheme with random distribution strategy is employed to systematically investigate the modulus difference of polycrystalline copper aggregates in different geometrical configurations (three-dimensional bulk and thin film configurations). Firstly, the finite element simulation is performed to estimate the effective elastic constants in three-dimensional bulk configuration. The numerical estimations are in good agreement with the existing analytical solutions and experimental measurements. Secondly, the proven finite element scheme is extended to the prediction of the effective moduli of the free-standing and substrate-attached thin films. For the free-standing thin film, the effective Young's modulus decreases with reducing the film thickness. For the substrate-attached thin film, its effective modulus is affected by the relative stiffness between the substrate and the film. The spread of the effective moduli in different configurations could be as large as 20%.
机译:在本研究中,采用具有随机分布策略的有限元方案来系统地研究不同几何结构(三维体和薄膜结构)中多晶铜聚集体的模量差异。首先,进行有限元模拟以估计三维体构造中的有效弹性常数。数值估计与现有的分析解决方案和实验测量结果非常吻合。其次,已证明的有限元方案扩展到了独立式和附有基底的薄膜的有效模量的预测。对于自支撑薄膜,有效杨氏模量随着膜厚度的减小而降低。对于附有基材的薄膜,其有效模量受基材和薄膜之间的相对刚度影响。有效模量在不同配置中的散布可能高达20%。

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