Flutter and time response analyses are performed for a NACA 64A006 conventional and a MBB A-3 supercritical airfoil, both oscillating with plunge, pitch, and aileron pitch d.o.f.'s in small disturbance, transonic flow. The aerodynamic coefficients are calculated using the transonic code LTRAN2-NLR. The effects of various kinds of aeroelastic parameters on flutter speeds for the bending-torsion, bending-aileron, and torsion-aileron branches are studied. The flutter speeds associated with the bending-torsion branch are plotted against Mach number for different parameter values. The flutter speed, the amplitude ratio, and the phase difference at different Mach numbers are plotted against the mass ratio for both of two d.o.f. and a three d.o.f. case. Time-response results are obtained for the NACA 64A006 and the MBB A-3 airfoils at M = 0.85 and 0.765, respectively. Using the same sets of parameter values, the flight speeds used to obtain all the neutrally stable response are very close to the flutter speeds obtained in the flutter analysis. The principle of linear superposition of airloads is used in the flutter analysis but not in the response analysis. (Author)
Flutter and Time Response Analyses of Three Degree of Freedom Airfoils in Transonic Flow
1981
60 pages
Report
No indication
English
Aerodynamics , Aircraft , Flutter , Airfoils , Supercritical airfoils , Transonic flow , Oscillation , Frequency , Lifting surfaces , Theory , Dynamic pressure , Degrees of freedom , Aerodynamic loading , Ailerons , Aeroelasticity , Unsteady flow , Bending , Torsion , Shock , Time , Response , Pitch(Motion) , Equations of motion , Mass , Coefficients , Computerized simulation , Unsteady aerodynamics , Time response analysis , Flutter speed , Plunge pitch ratios , Center of mass
Transonic Single-Degree-of-Freedom Flutter and Natural Mode Instabilities
British Library Conference Proceedings | 2013
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