Sqrl said:
..At that point the wheels would be rolling along the belt at 200 mph, but the plane relative to the earth would still be moving a 0mph and the same would be true of the airspeed over the wings. Thus no lift here. Now since the plane's motive thrust is limited by the relative airspeed , which is currently at 0, it is capable of continuing to speed up and taking off on the treadmill if it should choose to do so. |
The planes 'motive thrust' (whatever you mean by that) is limited by the power of its engine(s) only and only that. Did you actually read and try to understand what I wrote in #40 ? I guess you did neither.
So here is the situation of the myth once again:
A conveyor belt moves the belt at any given speed -x to the right.
A plane on the conveyor belt rolls to the left (firing up its engines enough) to reach the speed +x.
Now we have a plane that is not moving to an observer standing at the belt. Forget all the friction gibberish, this is our starting problem which any reasonable pilot on a plane can achieve without any tricks or problems - but needs a really stable belt system otherwise its killing time...
The question now is: Is there a minimum belt speed at which the stationary plane will lift off?
As I answered in #40, yes it is theoretically possible if the engine(s) driving the plane generate an airflow encompassing its wings (as the belt speed increases, the airflow produced by the engine(s) increases, therefore increases upward momentum).
This experiment is very difficult to actually perform due to several problems:
1. The engine has to produce forward thrust only. It may generate an additional downward thrust if the engine is not horizontal during the experiment (and the plane may start to 'hop' which is a very dangerous situation for the pilot).
2. The engine(s) must be mounted near the wings to create air flow on the wings. A rocket mounted to the wheels won't do, probably neither will jet engines mounted on the wings.
3. The required take-off speed is much greater than the conventional take-off speeds of planes, as in this case the air flow on the wings is only generated by the area of of air pushed by the engine(s). In a normal situation, the plane is not stationary and the total mass of the air around the wings contribute to vertical momentum. The engine(s) (and belt) may not be strong enough to achieve the required speed.
4. There are some additional factors that are probably too small to contribute to this problem.
This discussion is going nowhere. Once again, the propeller plane can and will take off if this experiment is performed correctly.
/crap deleted in hindsight