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计算谐振机翼气动力的激波膨胀波级数展开法
引用本文:陈劲松.计算谐振机翼气动力的激波膨胀波级数展开法[J].空气动力学学报,1993,11(3):334-340.
作者姓名:陈劲松
作者单位:南京航空航天大学 江苏南京
摘    要:本文根据激波-膨胀波理论,忽略了反射波对翼面压强分布的影响,把斜激波之后和通过一族主特征线的压强展成级数,给出了沉浮和俯仰谐振翼型表面压强分布的近似解析解。然后应用片条理论导得三维机翼振动导数的闭式解。文中给出三角形机翼俯仰导数的几个实例,数值结果与现有其它方法的结果有很好的一致性。

关 键 词:高超音速流动  激波  非定常流动

Series Expansion Method for Shock-Expansion Waves of Calculating Harmonical Oscillating Wing Aerodynamic Forces
Chen Jingsong.Series Expansion Method for Shock-Expansion Waves of Calculating Harmonical Oscillating Wing Aerodynamic Forces[J].Acta Aerodynamica Sinica,1993,11(3):334-340.
Authors:Chen Jingsong
Institution:Nanjing University of Aeronautics and Astronautics
Abstract:On the basis of shock-expansion waves theory, neglecting reflective wave influence on pressure distribution over airfoil surface, and expanding pressure behind an oblique shock and through a single family of principle characteristics into a power series, an approximate analytical solution is given for airfoil surface pressure distribution in harmonically plunging and pitching oscillating.Then using strip theory, three-dimensional wing oscillating derivative closed solutions are developed. Several examples of pitching derivatives for delta wings are given, numerical results of this method are in agreement with the results of other methods.
Keywords:supersonic/hypersonic flow  shock-enpansion waves  series expansion method  unsteady flow  oscillating derivatives  
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