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Optimum design of truss topology under buckling constraints

机译:屈曲约束下桁架拓扑的优化设计

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摘要

The present paper studies the optimum design of truss topology under buckling constraints based on a new formulation of the problem. Through the incorporation of a global system stability constraint into the problem formulation, isolated compressive bars are eliminated from the final optimal topology. Furthermore, by including overlapping bars in the initial ground structure, the difficulty caused by hinge cancellation as pointed out by Rozvany (1996) can be overcome. Also, the importance of inclusion of compatibility conditions in the problem formulation is demonstrated. Finally, several numerical examples are presented for demonstration of the effectiveness of the proposed approach.
机译:本文基于一种新的问题研究了屈曲约束下桁架拓扑的优化设计。通过将全局系统稳定性约束合并到问题公式中,可以从最终的最佳拓扑中消除隔离的压缩杆。此外,通过在初始地面结构中包括重叠的钢筋,可以克服Rozvany(1996)指出的铰链取消引起的困难。同样,证明了在问题表述中包括兼容性条件的重要性。最后,给出了几个数值示例,以证明所提出方法的有效性。

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