Earlier quoted context omitted.
I suspect, like many other things that didn’t make sense - the reason was that it wasn’t actually true. The Bernoulli effect explains that lift is due to the design of the wing such that the path above the wing is longer than the path below the wing. This coupled with the fact that due to the Bernoulli effect an air particle just above the wing would reach the back of the wing at the same time as an air particle just…
Isn't Bernoulli's principle only applicable when talking about the same flow? I've always found the "above path is longer than the lower path" explanation to be unintuitive because we're not talking about the same flow. They're separate flows.
- points 1 and 2 lie on a streamline,
- the fluid has constant density (note effects of height difference > gravitational potential energy between point 1 and 2),
- the flow is steady, and
- there is no friction.