Well, you won't get 12000 Newtons without downforce. That's the top downforce, when (I presume) the car is at 320 kph. That's the point. You cannot accelerate at 100 km/h at 2 Gs. Or if you can, you're using magical tyres.xpensive wrote:Thirdly, power is force times speed, Downloading 500 kW at 150 km/h means a propulsion force coming from the rear tyres of 12 000 N. Considering CoG far at the back due to accelleration and including aerodynamic downforce, 12000 N on the rear wheels would reguire a friction coefficient of 1.0.
Is that such a big deal?
Hope you get it now, Ciro.
Heck, I cannot use full power in a Pontiac GTO without the tyres slipping, I suppose an F1 car that weighs half as a Pontiac and has two times the power must behave in the same way.
Of course you can use energy equations (if you assume an energy) to deduce the speed. The point of using the graph to deduce the energy used, was to have real life data. Ehem.
Because the distance through which the force is applied is diminishing (the difference in speed is less and less every second). I might have an error in distance calculation. Otherwise, I used the same equations you gave.Belatti wrote:My guess is that your drag figures are not good, you rolling power figures decrease with speed