| Themes > Science > Physics > Fluid Dynamics > Flying the flag for fluid dynamics > Aerodynamics > Selected Topics of Model Aerodynamics > Velocity Distributions > Changing the Angle of Attack |
For each angle of attack, the flow field around an object changes.
The difference between the velocities on the upper and lower side of the NACA 2415 airfoil at 0º angle of attack is relatively small. The enclosed area corresponds to the integrated pressure difference and results in a small lifting force.
Increasing the angle of attack to 6º also changes the velocity distribution: The velocity on the upper surface increases, whereas the velocity on the lower surface is reduced. The enclosed area increases and thus the lift (-coefficient). The differences are more pronounced in the leading edge region, which (in this case) contributes most to the total lift. The image also shows, that the stagnation
point (where the velocity is zero) is not exactly located at the extreme
left of the leading edge, but instead has moved slightly back on the lower
side. The streamlines passing along the upper surface have to turn around
the leading edge, whose small radius of curvature accelerates the flow in
this region rapidly (from zero to 100 in a split second). This causes the
velocity peak close to the leading edge, where the flow reaches about 1.85
times the speed |
|
|