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MICROMECHANICAL ANALYSIS OF INFLUENCE OF VOIDS AND INTERFACE PROPERTIES ON ULTIMATE STRENGTH OF COMPOSITE LAMINATES

机译:空隙和界面性质对复合材料层合板最大强度的影响的微观力学分析

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摘要

The influence of fiber-matrix interface fracture properties, fiber waviness, and voids on the response of fiber-reinforced composites are investigated in this paper via three dimensional finite element analysis. We specifically employ augmented finite element method (AFEM) to provide high-fidelity data on damage initiation and propagation along with micromechanical analysis. Stochastic process of model preparation is programmed in Python code and linked to the Abaqus software. Crack initiation and propagation in AFEM are autonomously determined based on the loading conditions, laminate configuration and properties, and distribution of defects and waviness. Within micromechanical analysis, the effects of fiber volume fractions, fiber shapes are also considered to capture the stochastic behavior of the composite under tensile loading. In order to investigate the effects of voids and defects on ultimate strength of composite, we carry out simulations with random voids and defects. These results strongly show the importance of including defects and voids in the finite element analysis. The results reveal that the response of RVE with constant interface properties overestimates the composite transverse strength. It is also seen that the damage initiation and propagation locations are controlled by the distributions of fracture properties, fibers' shapes, and defects.
机译:通过三维有限元分析,研究了纤维-基体界面断裂性能,纤维波纹度和空隙对纤维增强复合材料响应的影响。我们专门采用增强有限元方法(AFEM)来提供有关损伤​​发生和传播的高保真数据以及微机械分析。模型准备的随机过程是用Python代码编程的,并链接到Abaqus软件。 AFEM中的裂纹萌生和扩展是根据加载条件,层压板的结构和性能以及缺陷和波纹的分布来自动确定的。在微力学分析中,还考虑了纤维体积分数,纤维形状的影响,以捕获拉伸载荷下复合材料的随机行为。为了研究空隙和缺陷对复合材料极限强度的影响,我们对随机空隙和缺陷进行了仿真。这些结果强烈表明了在有限元分析中包括缺陷和空隙的重要性。结果表明,具有恒定界面特性的RVE的响应高估了复合材料的横向强度。还可以看出,破坏的开始和传播位置是由断裂特性,纤维形状和缺陷的分布控制的。

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