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Optimum shape of large-span trusses according to AISC-LRFD using Ranked Particles Optimization

机译:使用分级粒子优化,根据AISC-LRFD优化大跨度桁架的形状

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The purpose of this study is the application of the recently developed metaheuristic algorithm named Ranked Particles Optimization (RPO) in shape optimization of large-span truss structures and comparing it with Particle Swarm Optimization (PSO) and Harmony Search (HS) as two traditional and widely-used methods. The study considers the design of large-span truss structures mimicking real-world application of metaheuristics in the design of civil engineering infrastructures. Since the results metaheuristic algorithms depend on random initial variables, the design codes are run several times to obtain a sample pool. Then, statistical analyses are performed to compare the performance of each algorithm within the considered class of problems. The results were presented to study the convergence rate, robustness in finding the global minimum, and the repeatability of the RPO. The results exhibit that RPO converges faster compared to the PSO and the HS algorithms. Moreover, the results of PRO have less cost function which is an indication of the robustness of the algorithm. Finally, less dispersity of the results of RPO compared to the PSO and HS shows high repeatability and reliability of the algorithm. (C) 2017 Elsevier Ltd. All rights reserved.
机译:这项研究的目的是将最近开发的名为启发式排序优化(RPO)的元启发式算法在大跨度桁架结构的形状优化中的应用,并将其与粒子群优化(PSO)和和声搜索(HS)作为两种传统方法进行比较。广泛使用的方法。该研究考虑了模仿跨启发法在土木工程基础设施设计中的实际应用的大跨度桁架结构的设计。由于结果元启发式算法取决于随机初始变量,因此要运行设计代码几次才能获得样本池。然后,进行统计分析以比较所考虑的问题类别中每种算法的性能。给出结果以研究收敛速度,寻找全局最小值的鲁棒性以及RPO的可重复性。结果表明,与PSO和HS算法相比,RPO收敛速度更快。此外,PRO的结果具有较少的成本函数,这表明算法的鲁棒性。最后,与PSO和HS相比,RPO结果的分散性较小,显示了该算法的高重复性和可靠性。 (C)2017 Elsevier Ltd.保留所有权利。

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