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An adaptive-topology ensemble algorithm for engineering optimization problems

机译:工程优化问题的自适应拓扑集成算法

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Modern engineering design optimization often relies on computer simulations to evaluate candidate designs, a scenario which formulates the problem of optimizing a computationally expensive black-box functions. In such problems, there will often exist candidate designs which cause the simulation to fail, and this can degrade the optimization effectiveness. To address this issue, this paper proposes a new optimization algorithm which incorporates classifiers into the optimization search. The classifiers predict which candidate design are expected to cause the simulation to fail, and their prediction is used to bias the search towards valid designs, namely, for which the simulation is expected to succeed. However, the effectiveness of this approach strongly depends on the type of metamodels and classifiers being used, but due to the high cost of evaluating the simulation-based objective function it may be impractical to identify by numerical experiments the most suitable types of each. Leveraging on these issues, the proposed algorithm offers two main contributions: (a) it uses ensembles of both metamodels and classifiers to benefit from a diversity of predictions of different metamodels and classifiers, and (b) to improve the search effectiveness, it continuously adapts the ensembles' topology during the search. The performance of the proposed algorithm was evaluated using an engineering problem of airfoil shape optimization. Performance analysis of the proposed algorithm using an engineering problem of airfoil shape optimization shows that: (a) incorporating classifiers into the search was an effective approach to handle simulation failures (b) using ensembles of metamodels and classifiers, and updating their topology during the search, improved the search effectiveness in comparison to using a single metamodel and classifier, and (c) it is beneficial to update the topology of the metamodel ensemble in all problem types, and it is beneficial to update the classifier ensemble topology in problems where simulation failures are prevalent.
机译:现代工程设计优化通常依靠计算机仿真来评估候选设计,这种情况提出了优化计算上昂贵的黑匣子功能的问题。在此类问题中,通常会存在候选设计,这些设计会导致模拟失败,并且这可能会降低优化效果。为了解决这个问题,本文提出了一种新的优化算法,该算法将分类器纳入优化搜索。分类器预测预期哪个候选设计会导致模拟失败,并且将其预测用于将搜索偏向有效设计,即模拟预期成功的设计。但是,此方法的有效性在很大程度上取决于所使用的元模型和分类器的类型,但是由于评估基于仿真的目标函数的成本较高,因此无法通过数值实验来识别每种模型的最合适类型。利用这些问题,提出的算法提供了两个主要贡献:(a)它同时使用元模型和分类器的集合,以受益于不同元模型和分类器的各种预测;(b)为了提高搜索效率,它会不断适应搜索过程中的合奏拓扑。使用翼型形状优化的工程问题评估了所提出算法的性能。使用机翼形状优化的工程问题对所提出算法的性能分析表明:(a)将分类器合并到搜索中是一种处理模拟失败的有效方法(b)使用元模型和分类器的集合,并在搜索过程中更新其拓扑与使用单个元模型和分类器相比,提高了搜索效率,并且(c)在所有问题类型中更新元模型集合的拓扑结构都是有益的,并且在模拟失败的问题中更新分类器集合拓扑结构是有益的很普遍。

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