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Design of fiber reinforced composite laminates and discussion on feasible region of lamination parameters

机译:纤维增强复合材料层压板的设计与层压参数可行区域的探讨

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The relationship of parameters in material property need to be known in simultaneous design optimization of material and structure, thus the obtained materials can be explained in physics. The relations of stiffness properties in fiber reinforced composite laminates can be defined by 12 lamination parameters of in-plane, coupling and out-of-plane stiffness. At present, the obtained feasible region of 12 lamination parameters is necessary condition but not sufficient for laminate materials which can be realized in physics. In this paper, the change of feasible region of 12 lamination parameters with the increase of the number of plies was studied firstly under the assumption that the laminate thickness is fixed, the angles and thicknesses of ply can be changed arbitrary. We found that the feasible region is essentially unchanged when the number of plies is more than 6 plies. Then by considering least(6 plies) ply angles and ply thickness and fiber volume fraction in micro configuration as design variables, a topology optimization based method is proposed to minimize compliance of laminates under the condition of given fiber volume ratio. Finally, numerical examples are presented to demonstrate the validity of the proposed approach.
机译:在材料和结构的同时设计优化的情况下,需要已知材料性能的关系,因此可以在物理学中解释所获得的材料。纤维增强复合层压板中的刚度特性的关系可以由平面内,耦合和外平面外刚度的12个层叠参数限定。目前,所获得的12个层叠参数的可行区域是必要的条件,但不能足以用于可以在物理学中实现的层压材料。在本文中,首先在定义层压厚度固定的假设下,首先研究了12个层叠参数的可行区域的变化,该叠层的数量增加,可以任意地改变层的角度和厚度。我们发现,当肤质的数量超过6层时,可行区域基本上没有变化。然后考虑到至少(6层)的帘布层和帘布层厚度和纤维体积分数作为设计变量,提出了一种基于拓扑优化的方法,以最大限度地减少给定纤维体积比条件下层压板的顺应性。最后,提出了数值例证以证明所提出的方法的有效性。

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