唐其琴,李伯阳.基于理想点法的加筋板屈曲承载力优化[J].装备环境工程,2019,16(2):37-41. TANG Qi-qin,LI Bo-yang.Buckling Capacity Optimization of Stiffened Panels Based on Ideal Point Method[J].Equipment Environmental Engineering,2019,16(2):37-41.
基于理想点法的加筋板屈曲承载力优化
Buckling Capacity Optimization of Stiffened Panels Based on Ideal Point Method
投稿时间:2018-11-22  修订日期:2019-02-25
DOI:10.7643/ issn.1672-9242.2019.02.008
中文关键词:  加筋板  屈曲  优化设计  理想点法
英文关键词:stiffened panels  buckling  optimization design  ideal point method
基金项目:
作者单位
唐其琴 中国工程物理研究院 总体工程研究所,四川 绵阳 621999 
李伯阳 中国工程物理研究院 总体工程研究所,四川 绵阳 621999 
AuthorInstitution
TANG Qi-qin Institute of Systems Engineering, China Academy of Engineering Physics, Mianyang 621999, China 
LI Bo-yang Institute of Systems Engineering, China Academy of Engineering Physics, Mianyang 621999, China 
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中文摘要:
      目的 针对加筋板在使用工况中易发生屈曲和结构失稳,提出一种基于理想点法的屈曲承载力优化设计方法。方法 以加筋板的屈曲承载力最大和结构质量最小为目标,以加筋板的屈曲、最大von Mises应力和筋条压损等为约束条件,并利用理想点法将多目标优化问题转化为单目标优化问题。基于ANSYS参数化建模技术,构建屈曲分析、优化设计一体化分析与设计模型,并采用单目标优化算法——DOWNHILL SIMPLEX算法实施了优化分析。结果 优化后结构质量从0.195 kg增加到0.24 kg,增加了23%,结构承载力从129.4 kN提升到235.84 kN,提高了82%。结论 通过优化能够获得结构性能折中的方案,可为加筋板结构设计应用提供参考。
英文摘要:
      Objective To propose a buckling capacity optimal method based on ideal point method in view of the problem that stiffened panels are susceptible to buckling and structural instability in actual conditions. Methods The buckling capacity optimal method was established to maximize the buckling capacity and minimize the weight of the structures subjected to constraints on buckling, maximum von Mises stress as well as crippling, and the multi-objective optimization problem was converted to single-objective problem via ideal point method. Based on ANSYS parametric modeling technology, the integration of buckling analysis and optimization design model was constructed. A single-objective optimal algorithm of DOWNHILL SIMPLEX was adopted to implement the optimization analysis. Results The weight was raised from 0.195 kg to 0.24 kg, and the structural load-capacity was improved from 129.4 kN to 235.84 kN, with an increase of 23% and 82% respectively. Conclusion A compromised design might be achieved by optimization, which may provide a reference for design and applications of the stiffened panel structures.
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