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首页> 外文期刊>Journal of Computational Science and Technology >Kriging-Model-Based Multi-Objective Robust Optimization and Trade-Off Rule Mining of a Centrifugal Fan with Dimensional Uncertainty
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Kriging-Model-Based Multi-Objective Robust Optimization and Trade-Off Rule Mining of a Centrifugal Fan with Dimensional Uncertainty

机译:基于Kriging模型的不确定度离心风机的多目标鲁棒优化和折衷规则挖掘

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References(19) Cited-By(2) We propose a new method of design called MORDE (multi-objective robust design exploration) that combines a multi-objective robust optimization approach and data-mining techniques for analyzing trade-offs. The probabilistic representation of design parameters, which is compatible with the Taguchi method, is incorporated into the optimization system we previously developed that uses a multi-objective genetic algorithm. The means and standard deviations of responses of evaluation functions against uncertainties in design variables are evaluated by descriptive Latin hypercube sampling using Kriging surrogate models. Design space is visualized by Self-organizing map (SOM). To extract design rules further, a new approach that adopts the association rule with an "aspiration vector" is proposed. MORDE is then applied to an industrial design problem with a centrifugal fan for a washer-dryer. Taking dimensional uncertainty into account, we optimize the means and standard deviations of the resulting distributions of the fan efficiency and turbulent noise level. Steady Reynolds-averaged Navier Stokes simulations are carried out to collect the necessary dataset for Kriging models. We demonstrate the advantages of the proposed method of multi-objective robust optimization over traditional non-robust ones in that the solutions are diverse. We clarify that the association rule can extract both sufficient and necessary conditions as design rules to achieve trade-off balances. The association rule is also more beneficial than SOM in finding quantitative relations, particularly those that are concerned with more than three design parameters.
机译:参考文献(19)(2)我们提出了一种新的设计方法,称为MORDE(多目标鲁棒设计探索),该方法结合了多目标鲁棒优化方法和数据挖掘技术来进行权衡分析。与Taguchi方法兼容的设计参数的概率表示形式已合并到我们先前开发的使用多目标遗传算法的优化系统中。使用Kriging替代模型,通过描述性拉丁超立方体抽样评估评估函数对设计变量不确定性的响应的均值和标准差。通过自组织图(SOM)可视化设计空间。为了进一步提取设计规则,提出了一种采用关联规则与“期望向量”的新方法。然后将MORDE应用于洗衣机干燥机的离心风机,以解决工业设计问题。考虑到尺寸的不确定性,我们优化了风扇效率和湍流噪声水平分布的均值和标准偏差。进行稳态雷诺平均Navier Stokes模拟,以收集Kriging模型所需的数据集。我们证明了所提出的多目标鲁棒优化方法相对于传统的非鲁棒方法的优势在于解决方案的多样性。我们阐明,关联规则可以提取足够的条件和必要的条件作为设计规则,以实现折衷平衡。关联规则比SOM在查找定量关系(尤其是那些涉及三个以上设计参数的定量关系)时也更有利。

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