xpensive wrote:Just to go back a little bit to the original posting of this thread, wind-resistance, at a density of 1kg/m^3 can be described as:
Force(N) = Cv*A*(V^2)/2, while Power(W) = Force*V = Cv*A*(V^3)/2, where V is Speed (m/s).
The cross-section area "A" does not change with the front-wing width or angle, as long as wings are inside the front-profile of the rest of the car. The resistance coefficient "Cv" does however, a flat surface is 1, a sphere is 0.5 and an aerodynamic sportscar typically less than 0.3. An F1 car can be well over 1 becasuse of the front- and rear-wheels causing independent drag within the same cross-section. The value of Cv is very difficult to calculate, you can do certain things with CFD, but I belive that you still need a full-scale wind-tunnel to be certain. Anyone?
Yes, we can never know the exact impact of the movavble flaps without a wind-tunnel, the maths to calculate the Cv are just waaaaaay too complicated. However, I think we can get a pretty good
estimate of the flap's impact on top speed by making the simplified assumptions Crystalix makes in the first post in this thread. His result is that the raised flaps
on their own slows the top speed down by 2 kph, and this is probably not too far from the truth.
I think the impact on top speed would have been greater if the REAR wing was movable rather than the front wing (but lowering the rear wing on the straights would be dangerous as it would make the car very unstable).