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EFFECT OF FIBER WAVINESS AND CLUSTER ON EFFECTIVE ELASTIC PROPERTIES OF FIBER-REINFORCED COMPOSITES

机译:纤维波纹与簇对纤维增强复合材料有效弹性性能的影响

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Carbon fiber-reinforced polymers (CFRPs) are widely applied in lightweight automotive design due to their high specific stiffness and strength. However, it is difficult to achieve an ideal performance due to defects from manufacturing process. For example, fiber waviness and cluster are two typical manufacture defects in the process of Liquid Composite Molding (LCM). The effective elastic modulus of CFRPs with fiber waviness is studied by finite element method, and the stress-transfer mechanisms between the fibers and matrix is explained theoretically, the modified bridging model, which correlates the stress state in fibers with that in matrix. Additionally, the influence of fiber cluster on the effective elastic modulus of CFRPs is also investigated by finite element method. When the volume fraction of fibers in matrix is higher than 20%, the fiber waviness will decrease the longitudinal modulus E_(11) greatly, but also increase the transverse modulus E_(22) slightly. For CFRPs with cured fibers, the proposed modified bridging model has higher prediction accuracy than the rule of mixture. When the cluster degree is less than 1%, the effective elastic modulus of CFRPs with fibers distributed randomly will not be influenced obviously. For straight fibers, the reinforcement effect on elastic modulus E_(11) and shear modulus G_(12) decreases slightly with increasing cluster degree.
机译:由于其高特定的刚度和强度,碳纤维增强聚合物(CFRP)广泛应用于轻质汽车设计。然而,由于制造过程的缺陷,难以实现理想的性能。例如,纤维波纹和簇是液体复合成型(LCM)过程中的两个典型制造缺陷。通过有限元方法研究了具有纤维波形的CFRP的有效弹性模量,并且理论上解释了纤维和基质之间的应力转移机制,改性桥接模型,其在基质中将应力状态与纤维中的应力状态相关联。另外,通过有限元方法研究了纤维簇对CFRP有效弹性模量的影响。当基质中的纤维的体积分数高于20%时,纤维波纹将大大降低纵向模量E_(11),而且略微增加横向模数E_(22)。对于具有固化纤维的CFRP,所提出的改进的桥接模型具有比混合物规则更高的预测精度。当聚类度小于1%时,随机分布的纤维的CFRP的有效弹性模量不会受到明显影响。对于直纤维,对弹性模量E_(11)和剪切模量G_(12)的增强效果随着簇度的增加而略微降低。

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