Cost-Effective Method of Optimization of Stacking Sequences in the Cylindrical Composite Shells Using Genetic Algorithm

IF 1.5 Q3 MECHANICS
E. Daneshkhah, R. Jafari Nedoushan, D. Shahgholian, Nima Sina
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引用次数: 5

Abstract

Buckling is one of the common destructive phenomena, which occurs in composite cylinders subjected to external pressure. In this paper, different methods to optimize stacking sequence of these cylinders are investigated. A finite element model is proposed in order to predict critical buckling pressure and the results are validated with previous experimental data. Theoretical analysis based on NASA SP‐8007 solution and the simplified equation for cylinder buckling of ASME RD-1172 are presented and discussed. The results of theoretical and finite element analysis and experimental tests are compared for both glass and carbon epoxy cylinders. Using NASA and ASME formulations, optimal laminations of cylinders in order to maximize buckling pressure, are obtained by genetic algorithm method. Suggested laminations and the values of corresponding critical buckling pressure calculated by finite element analysis, are presented and compared in various states. Obtained results show that while predicted buckling loads of finite element analysis are reliable, NASA formulation can be used in a very cost-effective method to optimize the buckling problems.
基于遗传算法的圆柱复合材料壳体堆垛顺序优化的经济高效方法
屈曲是复合材料圆柱体在外力作用下常见的破坏现象之一。本文研究了不同的方法来优化这些圆柱体的堆叠顺序。提出了一种预测临界屈曲压力的有限元模型,并与已有的实验数据进行了验证。提出并讨论了基于NASA SP‐8007方案的理论分析和ASME RD-1172柱体屈曲的简化方程。对玻璃和环氧树脂圆柱体的理论、有限元分析和试验结果进行了比较。采用美国航空航天局和美国机械工程师协会(ASME)的配方,通过遗传算法获得了使屈曲压力最大化的最佳层合结构。给出了建议的层合层和相应的有限元计算的临界屈曲压力值,并在不同状态下进行了比较。得到的结果表明,虽然有限元分析预测的屈曲载荷是可靠的,但NASA公式可以以一种非常经济的方法来优化屈曲问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
1.70
自引率
8.30%
发文量
0
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