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Methods of Multi-objective Optimisation Design of Thin-walled Structures

机译:薄壁结构多目标优化设计方法

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In this paper, there are two objectives in the optimisation of thin-walled structure, one of these is to reduce the total mass of the structure, and the other is to ensure the carrying capacity of the structure. The secondary objective, i.e. carrying capacity, is transformed into the optimisation constraints by Constraining Method. The structure is optimized by modifying the thickness of the plate. The finite model is created using ABAQUS/CAE in the visual environment. Then the maximum carrying capacity is calculated by buckling analysis, and used as the applied load in the static analysis. The optimisation software is written by VC ++, which can automatic read the output of ABAQUS data file and use the maximum stress in each plate as a critical stress to calculate the corresponding thickness. Then a new ABAQUS input file with the new plate thicknesses is created by the software. The structure described in the example of this paper finally obtained a minimum mass with great carrying capacity, after six times of optimisation.
机译:在本文中,在薄壁结构的优化中存在两个目的,其中一个是降低结构的总质量,另一个是确保结构的承载能力。通过约束方法将次要物镜(即载物)转化为优化约束。通过改变板的厚度来优化结构。有限模型在视觉环境中使用ABAQUS / CAE创建。然后通过屈曲分析计算最大承载能力,并用作静态分析中的施加负载。优化软件由VC ++编写,可以自动读取ABAQUS数据文件的输出,并在每个板中使用最大应力作为计算相应厚度的临界应力。然后,软件创建了具有新板厚度的新的ABAQUS输入文件。在六次优化之后,本文实施例中描述的结构最终获得了具有很大的承载能力的最小质量。

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