有限元法
不完美的
航空航天
替代模型
壳体(结构)
数学优化
制造成本
结构工程
工程类
计算机科学
机械工程
数学
航空航天工程
哲学
语言学
作者
Zeng Meng,Zhuohui Zhang,Huanlin Zhou,Hanshu Chen,Bo Yu
标识
DOI:10.1080/0305215x.2019.1702978
摘要
There are many uncertain factors in aerospace structures, such as variations in manufacturing tolerance, material properties and environmental aspects. Although conventional robust design optimization (RDO) can effectively take into account these uncertainties under the specified robust requirement, it is less satisfactory in addressing these difficulties owing to the prohibitive numerical cost of finite element analysis of stiffened shells. To improve the efficiency of RDO of imperfect stiffened shells, a new hybrid surrogate model (HSM), taking full advantage of the efficiency of the smeared stiffener method and the accuracy of the finite element method, is developed in this article. Then, a new active learning method is constructed based on the HSM. Furthermore, a hybrid bi-stage RDO framework is proposed to alleviate the computational burden incurred by repeated structural analysis. An example of a typical 3 m diameter stiffened shell demonstrates the high efficiency and accuracy of the proposed method.
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