摘要
采用3阶修正活塞理论推导二元高超声速机翼的非线性气动弹性动力学方程。选取几组系统参数,分别通过求取系统特征值,得到线性颤振速度。以及在考虑非线性效应时,分析系统在不同流速下的动力学响应特性。数值仿真的结果表明系统的非线性效应可以延迟或提前极限环振荡的产生。
The dynamic equation of a 2-dimentional hypersonic wing was derived by using the modified third order nonlinear piston theory. Both linear and nonlinear flutter boundary conditions were obtained through Hopf-bifurcation theory and directive numerical method respectively. The simulation results show that the effects of nonlinearities can delay or precede the appearance of limit cycles oscillations according to the system parameters.
出处
《噪声与振动控制》
CSCD
2012年第3期29-33,71,共6页
Noise and Vibration Control
关键词
振动与波
非线性
高超声速机翼
极限环振荡
气动弹性
vibration and wave
nonlinear
hypersonic wing
limit cycles oscillations
aeroelasticity