https://www.youtube.com/watch?v=QKCK4lJLQHU
Dough McLean, retired Boeing Technical Fellow on fire debunking a lot of even elaborate theories of aerodynamics. It's worth 48 minutes of your life. Be forewarned it is full geek at full throttle.
Enjoy.
I just got off a 787 and wondered why it only has moderately upturned wing tips. According to McLean, local measures to take out the vorticity at the tip does not affect the overall flow field and are thus useless to reduce induced drag. Does that mean winglets were just a fashion and actually have no effect? Surely, gains in fuel efficiency are measurable and these data would prove otherwise?!
Also interesting his look at wingtip mounted propellers, which he says have not the expected effect either. I had hoped for a tilt rotor plane with short wings they would have the effect of an increased span, as I thought a winglet does.
It makes sense that Bernoulli's equation as the sole explanation for lift by assuming the air travels faster over the top of a cambered airfoil to meet the air flowing over the flat bottom must be wrong, since it totally does not explain how a symmetrical airfoil, or upside down flying airfoil, is generating lift. But obviously a cambered airfoil produces more lift for a given angle of attack than an uncambered, doesn't it? Is that explained by Bernoulli, the difference between the two?
Seems a fair bit of unknowns and myths still out there, given the time we've been flying. I just had this idea:
-Draw a triangle between the angled-up chord line and the horizontal line under the airfoil
-Multiply the area of the triangle by the span. This will give the volume of air that is displaced if the airfoil travels one cord length.
-if the airfoil is cambered, add the area between the straight chord line and the cambered line to the triangle to account for the extra volume. If the airfoil is flying upside down, subtract the area instead.
-assume a certain velocity and divide it by the chord length to get chord length/time.
-assume the volume is displaced down by the height of the triangle in the time it takes to travel one chord length to calculate the acceleration of the air volume.
-Calculate lift force F = volume x density x acceleration
Does this explain lift sufficiently?