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Meso-mechanical investigations on the overall elastic properties of multi-phase construction materials using finite element method

机译:有限元法对多相建筑材料整体弹性特性的细观力学研究

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Many construction materials are multi-phase composites in mesoscale, and therefore their overall mechanical properties strongly depend upon those of each component. Elastic properties are critical parameters in the overall performance and analysis of composites, and they are also of practical importance in design. Owning to randomness in the particle locations of each component, the overall performance of a multi-phase material also is not a deterministic value. As a result, prediction of the elastic properties of a multi-phase material is a challenging task. In the present study, a numerical simulation algorithm was proposed to investigate fully the overall elastic properties of composite samples. Finite element models, coupled with Monte Carlo simulations, subsequently were used to predict the overall modulus and Poisson's ratio. Specifically, two typical types of construction materials were considered; soil-rock mixtures and concrete. For validation, the numerical simulation results of elastic moduli were compared with experimental test results and the comparison gave good agreement between numerical and the test results. Moreover, the influence of parameters, such as the elastic modulus of each phase, particle shape, size distribution and porosity, on the overall elastic modulus, were considered via parametric studies. Finally, the proposed numerical simulation algorithm was compared with some existing empirical models and the comparison results underscored the importance of the numerical model developed in this study. (C) 2019 Elsevier Ltd. All rights reserved.
机译:许多建筑材料是中尺度的多相复合材料,因此,它们的整体机械性能在很大程度上取决于每个组件的机械性能。弹性性能是复合材料整体性能和分析的关键参数,在设计中也具有实际意义。由于每个组分的颗粒位置的随机性,多相材料的整体性能也不是确定性的值。结果,预测多相材料的弹性是一项艰巨的任务。在本研究中,提出了一种数值模拟算法来充分研究复合材料样品的整体弹性性能。有限元模型,再加上蒙特卡洛模拟,随后被用来预测整体模量和泊松比。具体而言,考虑了两种典型的建筑材料类型;土石混合料和混凝土。为了进行验证,将弹性模量的数值模拟结果与实验测试结果进行了比较,并且比较结果使数值和测试结果之间具有很好的一致性。此外,通过参数研究考虑了诸如各相的弹性模量,颗粒形状,尺寸分布和孔隙率等参数对整体弹性模量的影响。最后,将所提出的数值模拟算法与现有的一些经验模型进行了比较,比较结果突显了本研究开发的数值模型的重要性。 (C)2019 Elsevier Ltd.保留所有权利。

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