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首页> 外文期刊>Computational Mechanics: Solids, Fluids, Fracture Transport Phenomena and Variational Methods >A multi-material topology optimization approach for wrinkle-free design of cable-suspended membrane structures
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A multi-material topology optimization approach for wrinkle-free design of cable-suspended membrane structures

机译:一种多材料拓扑优化方法,用于电缆悬挂膜结构的无皱纹设计

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In order to eliminate stress-related wrinkles in cable-suspended membrane structures and to provide simple and reliable deployment, this study presents a multi-material topology optimization model and an effective solution procedure for generating optimal connected layouts for membranes and cables. On the basis of the principal stress criterion of membrane wrinkling behavior and the density-based interpolation of multi-phase materials, the optimization objective is to maximize the total structural stiffness while satisfying principal stress constraints and specified material volume requirements. By adopting the cosine-type relaxation scheme to avoid the stress singularity phenomenon, the optimization model is successfully solved through a standard gradient-based algorithm. Four-corner tensioned membrane structures with different loading cases were investigated to demonstrate the effectiveness of the proposed method in automatically finding the optimal design composed of curved boundary cables and wrinkle-free membranes.
机译:为了消除电缆悬挂膜结构中与应力相关的褶皱,并提供简单可靠的部署,本研究提出了一种多材料拓扑优化模型和一种有效的求解程序,用于生成膜和电缆的最佳连接布局。基于膜褶皱行为的主应力准则和基于密度的多相材料插值,优化目标是在满足主应力约束和规定的材料体积要求的同时,最大限度地提高总结构刚度。采用余弦型弛豫方案避免应力奇点现象,通过基于梯度的标准算法成功求解优化模型。研究了不同荷载工况的四角张拉膜结构,验证了所提方法在自动找到弯曲边界索和无皱膜组成的最优设计方面的有效性。

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