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Finite element analysis of compressive behavior of hybrid short fiber/particle/mg metal matrix composites using RVE model

机译:基于RVE模型的短纤维/颗粒/ mg金属基复合材料压缩行为的有限元分析。

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The compressive behavior of hybrid short fiber/particle composites was examined by using finite element analysis and representative volume element models for two different particle shapes. The realistic, random and complex distributions of the short fibers and particles were reconstructed to produce a representative volume element of the hybrid composites using a random sequential adsorption algorithm. The predicted mechanical properties and overall compressive stress-strain by finite element analysis corresponded well to the experimental results at the elastic region and near the yield surface, but the model slightly overestimated the strength of the composites at higher stress. This deviation possibly occurs from micro-mechanical factors, which were not considered in the RVE models. In contrast to FE analysis, fracture of the short fiber and fiber-matrix debonding occurred because of large localized stress. In the case of a high applied load, non-linear behavior of reinforcements and interfacial strength should be considered to obtain accurate results. Meanwhile, mechanical properties of rectangular particles are more effective on the hybrid composites the spherical ones for the hybrid composites.
机译:混合短纤维/颗粒复合材料的压缩行为通过使用有限元分析和代表体积元素模型对两种不同的颗粒形状进行了检查。使用随机顺序吸附算法,重建了短纤维和颗粒的实际,随机和复杂的分布,以生成混合复合材料的代表性体积元素。通过有限元分析预测的力学性能和整体压缩应力-应变与弹性区域和屈服面附近的实验结果非常吻合,但是该模型稍微高估了复合材料在较高应力下的强度。这种偏差可能是由微机械因素引起的,在RVE模型中没有考虑。与有限元分析相反,短纤维断裂和纤维基体剥离是由于局部应力较大而引起的。在高施加载荷的情况下,应考虑钢筋的非线性行为和界面强度以获得准确的结果。同时,矩形颗粒的机械性能对混合复合材料更有效,而球形颗粒对混合复合材料更有效。

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