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Swarm algorithms for single- and multi-objective optimization problems incorporating sensitivity analysis

机译:结合敏感性分析的单目标和多目标优化问题的群算法

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摘要

Swarm algorithms such as particle swarm optimization (PSO) are non-gradient probabilistic optimization algorithms that have been successfully applied for global searches in complex problems such as multi-peak problems. However, application of these algorithms to structural and mechanical optimization problems still remains a complex matter since local optimization capability is still inferior to general numerical optimization methods. This article discusses new swarm metaphors that incorporate design sensitivities concerning objective and constraint functions and are applicable to structural and mechanical design optimization problems. Single- and multi-objective optimization techniques using swarm algorithms are combined with a gradient-based method. In the proposed techniques, swarm optimization algorithms and a sequential linear programming (SLP) method are conducted simultaneously. Finally, truss structure design optimization problems are solved by the proposed hybrid method to verify the optimization efficiency.
机译:诸如粒子群优化(PSO)之类的群算法是非梯度概率优化算法,已成功应用于复杂问题(如多峰问题)的全局搜索。但是,将这些算法应用于结构和机械优化问题仍然是一件复杂的事情,因为局部优化能力仍然不如一般的数值优化方法。本文讨论了新的群体隐喻,这些隐喻结合了有关目标和约束函数的设计敏感性,适用于结构和机械设计优化问题。使用群体算法的单目标和多目标优化技术与基于梯度的方法相结合。在提出的技术中,同时进行了群体优化算法和顺序线性规划(SLP)方法。最后,通过提出的混合方法解决了桁架结构设计的优化问题,验证了优化效率。

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