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Failure mechanism analysis of fiber-reinforced polymer composites based on multi-scale fracture plane angles

机译:基于多尺度裂缝平面角度的纤维增强聚合物复合材料的失效机理分析

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This paper proposes a physically sound elasto-plastic damage constitutive model, through following Mohr's fracture hypothesis, to characterize pressure sensitivity, nonlinear behaviors and isotropic damage of epoxy matrix materials. Upon the consideration with geometric non-uniformities and mechanical behaviors of constituents, a micromechanical analysis is carried out to study failure mechanisms within fiber-reinforced polymer composite materials applied by different loading scenarios. In particular, special focus is given to the values and distributions of fracture plane angles on multi-scales the fiber scale and the lamina scale, and therefore both damage scenarios and dominant failure mechanisms are further revealed. The influence of shear nonlinearity of epoxy matrix on overall composite shear responses is assessed from a parametrical study, showing that the composite response induced by longitudinal shear is more susceptible the matrix shear property, when comparing with transverse shear. At last, another use of the proposed micromechanical model is presented. With use of strength properties and fracture angles captured by micromechanics, the parameters (R-perpendicular to(At), p(perpendicular to perpendicular to)(t) and p(perpendicular to perpendicular to)(c)) in Puck's criterion can be computed without making any assumption sometimes arguable. In general, the numerical results regarding homogenized stress-strain responses as well as fracture morphology agree well with experimental measurements and theoretical analyses, validating the predictive capacity of the proposed model.
机译:本文提出了一种物理声音弹性塑料损伤本构模型,通过以下MoHR的裂缝假设,表征压力敏感性,非线性行为和环氧基质材料的各向同性损伤。在考虑到几何非均匀性和成分的机械行为时,进行微机械分析以研究不同负载情景施加的纤维增强聚合物复合材料内的失效机制。特别地,对多尺度光纤尺度和椎板刻度的裂缝平面角度的值和分布给出了特殊的焦点,因此进一步揭示了损伤场景和主要故障机制。从参数研究评估环氧基质对整体复合剪切响应的剪切非线性的影响,表明,当与横向剪切相比,纵向剪切诱导的复合响应更敏感。最后,提出了所提出的微机械模型的另一种使用。利用微机械捕获的强度特性和断裂角度,在冰盘中的参数(r垂直于(处于),p(垂直于垂直于)(垂直于垂直于)(垂直于垂直于)(c))可以是计算而不制定任何假设有时有时可以说明。通常,关于均质胁迫 - 应变反应以及骨折形态的数值结果与实验测量和理论分析很好,验证了所提出的模型的预测能力。

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