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DISCRETE OPTIMIZATION OF SHALLOW TRUSSES WITH STABILITY CONSTRAINTS

机译:稳定约束的浅桁架离散优化

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A new implicit enumeration method is proposed lor discrete minimal weight design of shallow trusses with stability constraints. Structural instability constraints and member buckling are considered as well. In this approach the usual critical load level computation is replaced by an equilibrium path computation from the zero load level to the applied load level. The discrete optimal design method is formulated as an exterior point tree search problem that maintains an upper bound, the lowest weight of any feasible solution found so tar. Any node generated can be immediately discarded if its weight is greater than or equal to the current upper bound value. To illustrate the efficiency of the algorithm, a shallow dome structure is tested.
机译:提出了一种新的隐式枚举方法,是具有稳定性约束的浅桁架的LOR离散最小重量设计。也考虑了结构不稳定约束和成员屈曲。在这种方法中,通常的临界负载级别计算由从零负载级别到所施加的负载级别的平衡路径计算替换。离散最优设计方法作为外部点树搜索问题,保持上限,最低重量的任何可行的解决方案都如此焦虑。如果其权重大于或等于当前上限值,则可以立即丢弃所产生的任何节点。为了说明算法的效率,测试了浅圆顶结构。

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