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AAE 556 Aeroelasticity Lectures 10 and 11

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Presentation on theme: "AAE 556 Aeroelasticity Lectures 10 and 11"— Presentation transcript:

1 AAE 556 Aeroelasticity Lectures 10 and 11
Swept wing aeroelasticity Purdue Aeroelasticity

2 Mid-term exam March 9, evening 1.5 hours
Purdue Aeroelasticity

3 Swept wing static aeroelasticity Reading Sections 3.1 through 3.4
Goals Determine how bending changes aeroelastic loads on swept wings review simple aerodynamic model and simple stiffness model Purdue Aeroelasticity

4 Purdue Aeroelasticity
The letter N Purdue Aeroelasticity

5 Lift on flexible wing model
Use the airspeed component normal to the wing to define dynamic pressure Purdue Aeroelasticity

6 Objective -wing structure idealization with aerodynamic loads
springs resist upward and downward motion Purdue Aeroelasticity

7 Wing aerodynamic forces matching downwash for lift computation
Streamwise coordinates are the favorite of aero people, but I’m a structures guy What is “downwash?” freestream view chordwise view v v Purdue Aeroelasticity

8 “Preserving” downwash velocity – angle of attack equivalence
What angle of attack, when multiplied by YOUR definition of dynamic pressure gives the correct airloads? Purdue Aeroelasticity

9 Lift on flexible wing model
Use the airspeed and dynamic pressure components normal to the wing Purdue Aeroelasticity

10 Equations of bending and torsional static equilibrium
“Bending” equilibrium about the x-axis (f) Purdue Aeroelasticity

11 Twisting moment equilibrium about y-axis (q)
static torsional equilibrium Purdue Aeroelasticity

12 Define (encrypt) problem parameters
static equilibrium equations with initial angle of attack or Purdue Aeroelasticity

13 Combine matrices - final result
or Purdue Aeroelasticity

14 Determinant (D) of aeroelastic stiffness matrix
Purdue Aeroelasticity

15 Purdue Aeroelasticity
Divergence condition so that Hmmm - only one divergence q for a 2 DOF system? Purdue Aeroelasticity

16 Eliminate divergence? Just sweep the wing
Set denominator equal to zero No divergence if Purdue Aeroelasticity

17 Purdue Aeroelasticity
example Torsional stiffening is still good Purdue Aeroelasticity

18 Purdue Aeroelasticity
example Purdue Aeroelasticity

19 Purdue Aeroelasticity
Summary Bending deflection creates lift reduction Divergence does not occur if the sweep angle is more than about 5 degrees Lift effectiveness is reduced Purdue Aeroelasticity


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