Quote:
|
Originally Posted by Mclaren240!
Also the F1 rates .86 on the skidpan but the Konenigsegg rates 1.30 anyboody care to explane to me exactily what this figure is and what this means in the real world are this figures accurate? or do they oftern vary?
|
Basically, it means that the Koenigsegg "corners" better than the F1.
The skidpad is a measure of the lateral acceleration of a car during a constant radius turn. The lateral acceleration is equal to: A = (V*V)/R
Where V is the velocity of the car, and R is the radius of the turn. The g part comes in where you divide A by g, to give a reference to the acceleration of gravity (9.81 m/s^2, 32.2 ft/s^2)
Using the numbers, we can calculate the maximum (Theoretical) speed of a F1 and a Koenigsegg around a turn of 100 meters (328.1 ft):
F1:
Vmax = sqrt(R*A)
Vmax = sqrt(100m * 0.86 * 9.81 m/s^2)
Vmax = 29.0 m/s = 101.4 km/h = 64.6 miles/hour
Ko:
Vmax = sqrt(R*A)
Vmax = sqrt(100m * 1.30 * 9.81 m/s^2)
Vmax = 35.7 m/s = 128 km/h = 79.5 miles/hour
As with any numbers, you can't compare them, and they're totally worthless unless the person providing them describes the method and conditions under which the test was performed. However, it is widely known that the F1 has a more compliant suspension than many supercars, and it also lacks any sort of rear sway bar. It would still be safe to say that the Koenigsegg could go around a turn of a constant radius faster than an F1 could (without losing grip.)
This is really the only comparison you can make. Exactly how one would perform compared to the other in a real world situation would have to be tested on the same track, on the same day with two drivers driving each car, although if you compare stock road version to stock road version, you'd probably see that the Koenigsegg comes out on top.