How do you explain airplanes that can fly with wing with symmetrical cross-section profile?
How do you explain airplanes flying upside-down?
How do you explain airplanes that can fly with wing with symmetrical cross-section profile?
How do you explain airplanes flying upside-down?
The following plot shows the pressure distribution over a wing at 3 different angles of attack [1]. As you can see from the first plot, some lift is created at -8 degrees AOA, but clearly a lot less than the +10 AOA example, as that airfoil is optimized for positive angles of attack.
I've read excellent article debunking the Bernoulli effect and lift many years ago, I'm not sure I can find it again...
The nonsensical part of this model is that a particle on an upper streamline has anything to do with a particle on a lower streamline and that it is trying to keep up with it. Not so of course.
But the lift created by a pressure difference due to a locally faster flow still holds.
> So when you mention AoA you implicitly lead to the explanation that lift, in majority, is not based on the Bernoulli effect.
For a NACA 0012, you'll need an AoA, to have a faster flow on the upper part of your airfoil, as it it symmetric. Other airfoils are perfectly fine creating lift at 0 AoA.
You can make almost anything fly if you have enough power and a tail. But how efficient will it be? Not as efficient as an airfoil that takes advantage of all the fluid motion properties.
> How do you explain airplanes flying upside-down?
Angle of attack is what causes lift. If you have a surface angled against the relative wind, it will produce lift.