Surrogate-based analysis and optimization
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- 作者：Queipo ; Nestor V. ; Haftka ; Raphael T. ; Shyy ; Wei ; Goel ; Tushar ; Vaidyanathan ; Rajkumar ; Kevin Tucker ; P.
- 刊名：Progress in Aerospace Sciences
- 出版年：2005
- 出版时间：January, 2005
- 年：2005
- 卷：41
- 期：1
- 页码：1-28
- 全文大小：638 K
文摘
A major challenge to the successful full-scale development of modern aerospace systems is to address competing objectives such as improved performance, reduced costs, and enhanced safety. Accurate, high-fidelity models are typically time consuming and computationally expensive. Furthermore, informed decisions should be made with an understanding of the impact (global sensitivity) of the design variables on the different objectives. In this context, the so-called surrogate-based approach for analysis and optimization can play a very valuable role. The surrogates are constructed using data drawn from high-fidelity models, and provide fast approximations of the objectives and constraints at new design points, thereby making sensitivity and optimization studies feasible. This paper provides a comprehensive discussion of the fundamental issues that arise in surrogate-based analysis and optimization (SBAO), highlighting concepts, methods, techniques, as well as practical implications. The issues addressed include the selection of the loss function and regularization criteria for constructing the surrogates, design of experiments, surrogate selection and construction, sensitivity analysis, convergence, and optimization. The multi-objective optimal design of a liquid rocket injector is presented to highlight the state of the art and to help guide future efforts.