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Study of Sequential Radial Basis Function for Computation-intensive Design Optimization Problem

机译:计算密集型设计优化问题的顺序径向基函数研究

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To enhance the efficiency of modern engineering optimization problems involving computation-intensive analysis models, metamodel-based optimizations become more and more attractive. The main contribution of this article is to develop a novel global optimization strategy using sequential radial basis function, notated as SRBF. In SRBF, significant sampling space method is proposed to successively increase samples in the region of interest and makes optimization process converge to the global optimum with high efficiency. SRBF is validated by using several benchmark numerical and engineering problems, and through comparison of other metamodel-based optimization method, SRBF shows satisfactory performance in both optimization efficiency and global convergence capability. Moreover, the robustness study demonstrates that SRBF possesses good robustness performance. Finally, the further work to enhance SRBF is discussed.
机译:为了提高涉及计算密集型分析模型的现代工程优化问题的效率,基于元模型的优化变得越来越有吸引力。本文的主要贡献是使用顺序径向基函数(称为SRBF)开发了一种新颖的全局优化策略。在SRBF中,提出了有效采样空间方法来连续增加感兴趣区域中的样本,并使优化过程高效地收敛到全局最优。 SRBF通过使用几个基准数值和工程问题进行了验证,并且通过与其他基于元模型的优化方法进行比较,SRBF在优化效率和全局收敛能力方面均表现出令人满意的性能。此外,鲁棒性研究表明SRBF具有良好的鲁棒性。最后,讨论了增强SRBF的进一步工作。

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