Efficient Robust Aerodynamic Design Optimization Method with Unified Design and Uncertain Variables

空气动力学 替代模型 数学优化 趋同(经济学) 计算机科学 稳健性(进化) 不确定度量化 序列二次规划 稳健优化 优化设计 多学科设计优化 采样(信号处理) 测试用例 最优化问题 工程设计过程 控制理论(社会学) 全局优化 空气动力 残余物 数学 收敛速度 计算流体力学 实验设计 设计方法 自适应采样 形状优化 气动弹性 理论(学习稳定性)
作者
Ke‐Shi Zhang,Hao Guo,Zhonghua Han,Wenping Song
出处
期刊:AIAA Journal [American Institute of Aeronautics and Astronautics]
卷期号:64 (1): 550-570
标识
DOI:10.2514/1.j065188
摘要

Robust design optimization (RDO) can be used to obtain the optimal shape of an aircraft whose aerodynamic performance is less sensitive to uncertainties. However, the existing RDO methods are suffering from numerous expensive computational fluid dynamics (CFD) simulations required by the double-loop process, with an outer loop searching for the optimal design and an inner loop performing uncertainty quantification (UQ) of each candidate design. In this study, an efficient surrogate-based RDO framework with adaptive infill sampling is developed for a robust aerodynamic design considering geometric uncertainties. This framework consists of three main components. First, the geometric design and uncertain variables are unified into a single common surrogate model rather than two, and this surrogate model is built to assist both the optimization and UQ loops. Second, a combined infill-sampling method is proposed to adaptively select new samples to be evaluated by CFD, not only for exploring the global optimum but also for refining the common surrogate model to improve UQ accuracy. Third, a two-phase strategy is proposed to accelerate the convergence of a RDO when it is applied to aerodynamic problems in which the robust optimal solution is located near the deterministic optimum. The developed method is verified against analytical test cases and applied to the RDOs of three configurations, Research Aerodynamics Experiments (RAE) 2822 airfoil, ONERA M6 wing, and NASA Common Research Model (CRM) wing/body combination, which, respectively, use 18, 24, and 48 design/uncertain variables. In the results presented, the required number of expensive simulations was greatly reduced, and the developed method was significantly more efficient than conventional bilevel surrogate-based RDO.
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