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Buckling optimization of composite laminates using a hybrid algorithm under Puck failure criterion constraint

机译:在Puck破坏准则约束下使用混合算法的复合材料层板屈曲优化

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摘要

In this study, an optimization procedure is proposed to find the optimum stacking sequence designs of laminated composite plates in different fiber angle domains for maximum buckling resistance. A hybrid algorithm combining genetic algorithm and trust region reflective algorithm is used in the optimization to obtain higher performance and improve the quality of solutions. As a novelty, Puck fiber and inter-fiber failure criteria are directly implemented to the optimization problems as nonlinear function constraints, which have allowed more consistent and feasible results. The performance of the hybrid algorithm is demonstrated by comparing with the individual performances of genetic and trust region reflective algorithms via test problems from the literature. Also, a study is performed to exhibit the effectiveness of the selected failure criterion as constraint among the other common criteria. The proposed procedure is used to solve many problems including various design considerations. The results indicate that reliable stacking sequence designs can be achieved in specific configurations even for the composite plates subjected to superior buckling loads when Puck physically based (3D) failure theory is considered as a first ply failure constraint in the buckling optimization.
机译:在这项研究中,提出了一种优化程序,以找到在不同纤维角域内的层压复合板的最佳堆叠顺序设计,以最大程度地抵抗屈曲。该优化算法采用遗传算法和信赖域反射算法相结合的混合算法,以获得更高的性能并提高了求解质量。新颖的是,将Puck光纤和光纤间故障准则作为非线性函数约束直接应用于优化问题,从而获得了更加一致和可行的结果。通过文献中的测试问题,通过与遗传和信任区域反射算法的单个性能进行比较,证明了混合算法的性能。此外,还进行了一项研究,以展示所选故障准则作为其他常见准则中的约束条件的有效性。建议的过程用于解决许多问题,包括各种设计注意事项。结果表明,当基于Puck物理(3D)破坏理论被认为是屈曲优化中的第一层破坏约束时,即使对于承受较高屈曲载荷的复合板,也可以在特定配置下实现可靠​​的堆叠顺序设计。

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