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Estimation of Mechanical Characteristics for Unidirectional FRP based on Oblique Unit Model considering Random Arrangement of Filaments

机译:基于斜单元模型的大丝随机排列估计基于倾斜单位模型的单向FRP力学特性估计

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This paper describes FE modeling method of micro structure of unidirectional composites to estimate the strength of fibrous composite considering the uncertainness of micro structure. In several researches on FE modeling for micro structure, two types of models are mainly used. One is the unit model which arrangement of filaments is symmetric and regular. Another is the model which arranges the decades of filaments randomly. We propose an oblique unit (OU) model which has the random arrangement of filaments with relation between two filaments. Furthermore, the aspect ratio of unit model, position of filaments and angle of rotation of unit model can be changed easily. The effects of loading direction and the distance between filaments on the strength under transverse tensile loading have been investigated with the proposed method. The effects of thermal residual stress are also taken into considered. As the numerical results, it is cleared that the stress distributions and strengths varied largely due to the random parameters of the model and the thermal residual stress even though the volume fraction of fiber is same. Furthermore, the failure envelope which means the strengths for micro structure of UD FRP of out-of-plane share load and tensile/compressive load can be estimated by using the proposed OU model. The proposed OU model is useful to design for the micro structure considering effects of arrangement of nano-fiber on the mechanical properties. And, this method enables to reduce the computational cost radically, as compared with the conventional FE model which arranges more than 50 filaments.
机译:本文介绍了单向复合材料微结构的FE模拟方法,以估算微观结构不确定的纤维组合材料的强度。在对微结构进行FE模型的几项研究中,主要使用两种类型的模型。一个是单元模型,细丝的排列是对称的和规则的。另一个是随机安排长丝的模型。我们提出了一种倾斜单位(OU)模型,其具有两根长丝之间的关系随机排列。此外,单元模型的纵横比,细丝的位置和单元模型的旋转角度可以容易地改变。采用该方法研究了加载方向和长丝之间的距离在横向拉伸下的强度的影响。热残余应力的影响也被考虑。作为数值结果,清楚地清楚地,应力分布和强度在很大程度上因模型的随机参数和热残余应力而使即使纤维的体积分数也是相同的。此外,通过使用所提出的OU模型,可以估计意味着UD平面载荷和拉伸/压缩负荷的UD FRP的微结构强度的故障包络。所提出的OU模型可用于设计考虑纳米纤维布置对机械性能的影响。而且,与传统的Fe模型相比,这种方法能够从根本上自然地降低计算成本,该Fe模型排列超过50根长丝。

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