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Global optimization method using ensemble of metamodels based on fuzzy clustering for design space reduction

机译:基于模糊聚类的元模型集成全局优化方法

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摘要

Abstract For most engineering design optimization problems, it is difficult or even impossible to find the global optimum due to the unaffordable computational cost. To overcome this difficulty, a global optimization method that integrates the ensemble of metamodels and fuzzy clustering is proposed to deal with the optimization problems involving the computation-intensive, black-box computer analysis and simulation. The ensemble of metamodels combining three representative metamodeling techniques with optimized weight factors is used to decrease the computational expense during the optimization procedure and the fuzzy clustering technique is applied to obtain the reduced design space. In this way, the efficiency and capability of capturing the global optimum will be improved in the reduced design space. To demonstrate the superior performance of the proposed global optimization method over existing methods, it is examined using various benchmark optimization problems and applied to solve an engineering design optimization problem. The results show that the proposed global optimization method is robust and efficient in capturing the global optimum.
机译:摘要对于大多数工程设计优化问题,由于无法承受的计算成本,很难甚至不可能找到全局最优值。为了克服这个困难,提出了一种整合元模型和模糊聚类的全局优化方法,以解决涉及计算密集型黑盒计算机分析和仿真的优化问题。通过将三种具有代表性的元建模技术与优化的权重因子相结合的元模型集成,可以减少优化过程中的计算量,并应用模糊聚类技术来获得缩小的设计空间。这样,将在减小的设计空间中提高捕获全局最优值的效率和能力。为了证明所提出的全局优化方法优于现有方法的性能,使用各种基准优化问题对其进行了研究,并将其应用于解决工程设计优化问题。结果表明,所提出的全局优化方法在捕获全局最优值方面既鲁棒又有效。

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