Blanchimont wrote:
If i include the effective mass factor, do you think that
e = 1,05 + 0,02*( gearratio_currentgear / gearratio_topgear )^2
I would suggest :
e = 45 kg (wheels, tyres etc) + 4kg*( gearratio_currentgear / gearratio_topgear )^2 (engine components)
For the F1 car I use 100 lb (45kg) for wheels, tyres, brake discs etc (being approx 75% of the total mass of these components) and then for engine components a separate equation much as you suggest calculates the inertia in each gear based on the gear ratio, tyre radius, engine component mass and the average radius of gyration of that mass. The engine component part of this is minimal for an F1 engine given there is no flywheel really, the largest component in a normal engine, and ultra light weight and small radius of gyration for everything else. In a road car engine it's quite a big influence on overall performance though.
Yes, maybe on another track we'll get a better correlation with timing data. I suggest you try and find out gradients of the straights at each track or confine the data to straights that are as level as possible. However as I said my program will factor in gradients if the data is known. I've rarely had to use it though.