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Minimum Weight Design of Sinusoidal Corrugated Web Beam Using Real-Coded Genetic Algorithms

机译:基于实数编码遗传算法的正弦波纹腹板最小重量设计

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摘要

Fundamental advantage of using corrugated web girder rather than plate girder reinforced with stiffeners is securing stability against shear buckling of web and unnecessary stiffeners despite the thinner web. Nonetheless, because shear buckling behavior of corrugated web is very complex, the design mechanism for beams and local, global, and interactive buckling problems should be considered in designing of its structural optimization for better economics and reasonableness. Therefore, this paper proposes a mathematical model for minimum weight design of sinusoidal web girder for securing better stability with smooth corrugation and aims at developing its optimum design program. The constraints for the optimum design were composed on the basis of the standards of EN1993-1-5, DASt-R015, and DIN18800, and the optimum program was coded in accordance with the standards based on Real-Coded Genetic Algorithms. The genetic operators for the developed program resulted in a stable solution with crossover probability between 12.5 and 50%, and the perturbation vector for outbreeding could obtain the best result with the model being applied of feasible design variable space of 20-30%. Additionally, the increase of yield strength resulted in decreased value of the objective function, and it was found through the change of the value of the constraint function that the thickness of web was an important factor in the optimum structural design.
机译:使用波形腹板梁而不是用加强筋加固的板梁的根本优势在于,即使腹板较薄,也可以确保抗腹板和不必要的加强筋的剪切屈曲的稳定性。但是,由于瓦楞纸幅的剪切屈曲行为非常复杂,因此在结构优化设计中应考虑梁的设计机理以及局部,整体和相互作用的屈曲问题,以实现更好的经济性和合理性。因此,本文提出了一种用于正弦腹板梁最小重量设计的数学模型,以确保更好的稳定性和平滑的波纹,并旨在开发其最佳设计程序。根据EN1993-1-5,DASt-R015和DIN18800的标准构成优化设计的约束条件,并根据基于实数编码遗传算法的标准对最佳程序进行编码。所开发程序的遗传算子产生了稳定的解决方案,其交叉概率在12.5%到50%之间,并且通过应用20-30%的可行设计变量空间模型,用于近交的摄动向量可以获得最佳结果。另外,屈服强度的增加导致目标函数的值减小,并且通过改变约束函数的值发现,腹板的厚度是优化结构设计的重要因素。

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  • 来源
    《Mathematical Problems in Engineering》 |2017年第2017期|9184292.1-9184292.13|共13页
  • 作者单位

    Korea Univ Technol & Educ, Dept Architectural Engn, Cheonan 31253, South Korea;

    Korea Univ Technol & Educ, Dept Architectural Engn, Cheonan 31253, South Korea;

    Korea Univ Technol & Educ, Interdisciplinary Programin Creat Engn, Cheonan 31253, South Korea;

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