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基于神经网络的机翼气动参数预测仿真研究 被引量:7

Simulation of Airfoil Plunging Aerodynamic Parameter Prediction Based on Neural Network
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摘要 飞机机翼颤振是气动弹性力学中最重要的问题之一。为抑制机翼的颤振,首先需要对气动力参数进行计算或预测,而常规的方法存在稳定性差的问题。鉴于飞机的气动力参数的非线性及迟滞效应,提出应用RBF神经网络建模方法,缩短机翼在作正弦运动时的参数计算时间。利用CFD软件和历史计算数据,建立RBF神经网络模型,并对预测结果进行对比研究。结果表明,运用改进方法可预测出给定参数范围之内的升力系数和阻力系数,且误差很小,证明了上述方法在气动力分析预测领域的可行性,可为飞机机翼气动特性优化提供参考。 Flutter is one of the most important problems of Aeroelasticity. To suppress flutter, aerodynamic pa- rameters should be calculated or predicted first. However, lots of problems exist in the traditional methods. In con- sideration of the nonlinearity and retardation effect, the modeling approach of RBF neural network can be used to re- duce the parameter calculating time of the airfoil sinusoidal motion. Using CFD former data we build RBF neural net- work models. The result of the prediction has been studied and contrasted. The lift coefficients and drag coefficients have been predicted in given range, while the error is fairly small. The result proves the feasibility of the usage of this modeling method in the field of analyzing and predicting aerodynamic parameters.
作者 刘昕
出处 《计算机仿真》 CSCD 北大核心 2015年第12期67-71,共5页 Computer Simulation
关键词 沉浮振动 气动力 径向基函数 参数预测 Ups and downs of vibration Aerodynamic force RBF Parameter prediction
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  • 1叶正寅,谢飞.弹性振动对翼型失速迎角附近流场的影响[J].航空学报,2006,27(6):1028-1032. 被引量:23
  • 2BUEHRLE R D,YOUNG C P Jr,BALAKRISHNA S.Experimental study of dynamic interaction between model support structure and a high speed research model in the national transonic facility[R].AIAA Paper 94-1623,1994.
  • 3WHITING R J,DELAMORE-SUTCLIFFE D W,GREENWELL D.Experimental and numerical study of gust loads on stall flutter initiation[R].AIAA,2005:5097.
  • 4PIZIALI R A.An experimental investigation of 2D and 3D oscillating wing aerodynamics for a range of angle of attack including stall.NASA-TM-4632,1993.
  • 5Carr L W.Design and development of a compressible dynamic stall facility[J].Journal of Aircraft,1992,29(3):314-318.
  • 6W Q Chen, C FLv, Z G Bian. Free vibration analysis of generally laminated beams via state- space- based differential quadrature [J]. Compos Struct , 2004,63:417-25.
  • 7J R Banerjee, F W Williams. Free vibration of composite beams - an exact method using symbolic computation[ J]. J Aircraft 1995, 32 : 636-42.
  • 8J R Banerjee, H Su, C Jayatung. A dynamic stiffness element for free vibration analysis of composite beams and its application to air- craft wings[J]. Computers and Structures 86, 2008:573-579.
  • 9C W Bert and M Malik. Differential quadrature method in computa- tional mechanics : A review [ J ]. Appl. Mech. Rev. , 1996,49 (1): 1-27.
  • 10Wang Kaihong, J Daniel. Inman, Charles R. Farrar. Modeling and analysis of a cracked composite cantilever beam vibrating in coupled bending and torsion [ J ]. Joumal of Sound and Vibration 284, 2005:23-49.

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