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Effectiveness of methods applied in discrete minimum weight design

机译:离散最小权重设计中应用方法的有效性

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The paper deals with effectiveness of discrete or continuous-discrete optimization methods applied to optimal design of truss structures. The following six methods: evolutionary optimization (EO), evolutionary optimization with controlled mutation (EOM), controlled enumeration (CE), transformation to continuous optimization (TCO), preselection of available member sizes (PAMS), removal of redundant material (RRM) are considered. Two bench-mark examples of different structures are applied to compare results obtained by each method. The first example is a well known 10 element plane truss structure. The second example is a 24 element spatial truss dome. The cross sectional areas of bars treated as design variables should be chosen from a given set-catalogue. Minimum weight structures with optimization constraints on displacements and stresses (or elemental reliability) are compared and discussed.
机译:本文探讨了离散或连续离散优化方法在桁架结构优化设计中的有效性。以下六种方法:进化优化(EO),具有受控突变的进化优化(EOM),受控枚举(CE),转换为连续优化(TCO),预选可用成员大小(PAMS),去除冗余材料(RRM)被考虑。应用两个不同结构的基准示例来比较每种方法获得的结果。第一个示例是众所周知的10单元平面桁架结构。第二个示例是一个24元素的空间桁架穹顶。被视为设计变量的钢筋的横截面积应从给定的产品目录中选择。对位移和应力(或单元可靠性)具有优化约束的最小重量结构进行了比较和讨论。

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