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Optimization of plated steel beams using metamodels and modern optimization methods

机译:使用元模型和现代优化方法优化镀钢梁

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This paper deals with metamodel-based optimization of plated steel beams. The first part of the article explains the principle of the metamodel-based optimization approach and also provides basic information on incorporated sub-methods such as design of experiments (DOE), mathematical approximation methods and mathematical optimization methods. Since optimized sections tend to be slender and thus susceptible to buckling, special attention is paid to the buckling evaluation. Both linear and nonlinear buckling analyses are employed. The nonlinear buckling analysis addresses detrimental influence of imperfections on the limit load by introducing equivalent geometric imperfections into the finite element (FE) model. The shapes and magnitudes of these imperfections are based on recommendations for plated beams given in Eurocode 3 (EC3). The practical part of the article illustrates the approach on step by step basis using an example of spreader beam weight optimization. It is shown that simple metamodels can efficiently substitute the FE model in optimization, thereby making the process very fast. The parametric FE models are developed in the Ansys Parametric Design Language (APDL). The governing algorithm, as well as most of the mathematical sub-methods, is realized in the Matlab software.
机译:本文涉及基于元模型的镀钢梁优化。本文的第一部分介绍了基于元模型的优化方法的原理,还提供了有关合并子方法的基本信息,例如实验设计(DOE),数学逼近方法和数学优化方法。由于优化的截面往往很细长,因此容易弯曲,因此应特别注意弯曲评估。线性和非线性屈曲分析都被采用。非线性屈曲分析通过将等效几何缺陷引入到有限元(FE)模型中,解决了缺陷对极限载荷的有害影响。这些缺陷的形状和大小基于欧洲规范3(EC3)中针对镀覆梁的建议。本文的实际部分将使用扩展器波束权重优化的示例逐步说明该方法。结果表明,简单的元模型可以有效地替代有限元模型进行优化,从而使处理过程非常快。参数化有限元模型是用Ansys参数化设计语言(APDL)开发的。 Matlab软件中实现了控制算法以及大多数数学子方法。

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