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Flutter-a scary instability

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Presentation on theme: "Flutter-a scary instability"— Presentation transcript:

1 Flutter-a scary instability
AAE Aeroelasticity Flutter-a scary instability small disturbances - big effects Purdue Aeroelasticity

2 Purdue Aeroelasticity
Lockheed Electra Purdue Aeroelasticity

3 Purdue Aeroelasticity
Quasi-steady flutter Flutter is a self-excited, dynamic, oscillatory instability requiring the interaction between two different modes of motion and an external energy supply Quasi-steady aerodynamic loads ignore the unsteadiness of the flow created by lags between motion and developing forces and momemts Purdue Aeroelasticity

4 Purdue Aeroelasticity
What we are looking for Purdue Aeroelasticity

5 Unsteady aerodynamics
Purdue Aeroelasticity

6 Airfoil start-up with vortices
Purdue Aeroelasticity

7 Wagner function - response to a sudden increase in angle of attack
Purdue Aeroelasticity

8 We’ll start with simplified models of the airloads due to motion
V lift Purdue Aeroelasticity

9 Free vibration with quasi-steady loads
START divide by FINISH Purdue Aeroelasticity

10 Purdue Aeroelasticity
Warning – algebra!!!! Purdue Aeroelasticity

11 Define new collections of terms
Purdue Aeroelasticity

12 Aerodynamic loads in terms of displacements
Purdue Aeroelasticity

13 Finally - free vibration with the wind blowing
Purdue Aeroelasticity

14 Solve these equations by assuming a harmonic time solution
results after division by eiwt Purdue Aeroelasticity

15 Combine terms and look for similarity parameters
Purdue Aeroelasticity

16 Purdue Aeroelasticity
Define new parameters bw=speed Reduced velocity Purdue Aeroelasticity

17 Purdue Aeroelasticity
Nondimensional parameters called reduced velocity, frequency ratios... Characterize the models and phenomena causing flutter Purdue Aeroelasticity

18 Non-dimensionalization
1/b 1/b2 Purdue Aeroelasticity

19 Purdue Aeroelasticity
The prize Purdue Aeroelasticity


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