期刊文献+

基于神经网络响应面的机翼气动稳健性优化设计 被引量:14

Wing Aerodynamic Robustness Optimization Based on Neural Network Response Surface
原文传递
导出
摘要 针对不确定性因素引起飞机性能波动的现象,探讨了机翼气动优化设计过程的稳健性问题;建立了面向速度和扭转角两个不确定性因素的气动性能稳健性约束模型;在利用MATLAB构造基于均匀设计法的BP(Back Propagation)神经网络响应面基础上,应用遗传算法对机翼分别进行考虑稳健性约束和不考虑稳健性约束的气动优化设计,得到两种不同的优化方案。计算结果表明:两种优化方案的最大升阻比都比初始方案的大;在巡航马赫数下,与不考虑稳健性约束的优化方案相比,考虑稳健性约束的优化方案的最大升阻比小0.027 9,但在马赫数、扭转角对应范围内其最大升阻比的变化量分别小0.034 0和0.001 6,其他气动性能参数也更加稳定,波动更小,气动性能具有更好的稳健性,从而证明本文方法进行机翼气动稳健性优化设计是可行、有效的。 The robustness problem in the aerodynamic optimization of an aircraft wing is discussed in reference to the undulation of aircraft performance derived from uncertainty factors.Aerodynamic performance robustness constrained models are built which are subject to the uncertainty factors of velocity and twist angle.By dint of the BP(Back Propagation) neural network response surface based on the uniform design which is constructed through MATLAB,two schemes,whose difference lies in whether or not robustness is taken into account,are respectively obtained based on genetic algorithm.The results suggest that the maximum lift-drag ratios at cruising speeds for both schemes are higher than those of the initial scheme.Though the scheme with the consideration of robustness is 0.027 9 lower than that of the scheme without it,the variation of maximum lift-drag ratio of the former scheme is respectively 0.034 0 and 0.001 6 less than the latter within the range of thecruise Mach number and the twist angle.Other aerodynamic performances of the design which takes robustness into consideration are also much more stable than those which does not.Therefore the aerodynamic robustness optimization method in this article is shown to be useful and efficient.
出处 《航空学报》 EI CAS CSCD 北大核心 2010年第6期1134-1140,共7页 Acta Aeronautica et Astronautica Sinica
关键词 稳健性 不确定性因素 BP神经网络响应面 遗传算法 机翼 气动优化 robustness uncertainty factor BP neural network response surface genetic algorithm wing aerodynamic optimization
  • 相关文献

参考文献11

  • 1熊雯.飞机总体方案的多学科鲁棒设计[D].北京:北京航空航天大学航空科学与工程学院,2005.
  • 2张为华,李晓斌.飞行器多学科不确定性设计理论概述[J].宇航学报,2004,25(6):702-706. 被引量:24
  • 3Du X, Wang Y, Chen W. Methods for robust multi-disci plinary design [R]. AIAA-2000 1785, 2000.
  • 4Mavris D N, Bandte O. A probabilistic approach to multivariate constrained robust design simulation[R]. AIAA 1997- 5508, 1997.
  • 5Mavris D N, Bandte O, Daniel A D. Robust design simulation: a probabilistic approach to multidisciplinary design [J]. Journal of Aircraft, 1999, 36(1):298 -307.
  • 6丁继锋,李为吉,张勇,唐伟.基于响应面的翼型稳健设计研究[J].空气动力学学报,2007,25(1):19-22. 被引量:21
  • 7Myers R H, Montgomery D C. Response surface methodology [M]. New York: John Wiley and Sons, 2002.
  • 8Pedrycz W. Fuzzy neural net works with reference neutons as pattern classifiers[J]. IEEE Transactions onNeural Net works, 1992, 3(5) :770 -775.
  • 9Howe D. Aircraft conceptual design synthesis[M]. London, UK : Professional Engineering Publishing Ltd, 2000 : 131 133.
  • 10Slater J W. ONERA M6 wing [EB/OL]. (2008-07-08) [2009-05-10]. http://www, grc. nasa. gov/WW-W/wind/ valid/m6wing/m6wing, html.

二级参考文献12

  • 1李晓斌,陈小前,张为华.近似方法在多学科设计优化中的应用研究[J].弹箭与制导学报,2004,24(S1):212-215. 被引量:11
  • 2西蒙.管理决策新科学[M].北京:中国社会科学出版社,1982.37.
  • 3Oberkampf W L,DeLand S M,et al.Estimation of total uncertainty in modeling and simulation[R].Technical Report SAND2000-0824,Sandia National Laboratories,2000
  • 4Dhanesh Padmanabhan.Reliability-based optimization for multidisciplinary system design[D].PhD dissertation,Aerospace and Mechanical Engineering Notre Dame,2003
  • 5Du X P,Chen W.Methodology for uncertainty propagation and management in simulation-based systems design[J].AIAA Journal,2000,38(8):1471-1478
  • 6Gu X Y,Renaud J E,et al.Worst case propagated uncertainty of multidisciplinary systems in robust design optimization[J].Structural and Multidisciplinary Optimization,2000,20(3):190-213
  • 7DeLaurentis D A.A probabilistic approach to aircraft design emphasizing stability and control uncertainties[D].PhD Dissertation,Georgia Institute of Technology,1998
  • 8Mantis G C.Quantification and propagation of disciplinary uncertainty via bayesian statistics[D].PhD Dissertation,Georgia Institute of Technology,2002
  • 9HICKS R M,VANDERPLAATS G N.Application of numerical optimization to the design of supercritical airfoil without dragcreep[A].SAE Paper 770440 Business Aircraft Meeting[C],Wichita,1977.
  • 10DRELA M.Pros and cons of airfoil optimization.Frontiers of CFD 1998[M].Eds.Caughey and Hafez,World Scientific,1998.

共引文献43

同被引文献282

引证文献14

二级引证文献150

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部