dede2002 wrote:The other one accelerates to 1.42g ... that means a tire-road adhesion coefficient greater than 142% ...? (gear effect or tearing of material)
here is a good remark
if we neglect aerosol friction and pneumatic drag, the propulsive force of the car is equal to F = mxa with m the mass and a acceleration.
However, in principle, a tire cannot pass more than T = f N to the road, with T the force tangent to the road and N the normal downforce.
It is considered that f is of the order of 0,8 for a road tire contact. and N = mxg with m the mass of the vehicle and g the acceleration of gravity.
we therefore have fmg = T = F = ma
So
a = fgAre we to believe that very specific tires were designed for this car, with an f coefficient above 1? As in F1 for example.
a tire which is hot and a little soft can have such a coefficient of friction, because on the fixed chippings of the bitumen, the rubber gets into the cavities and can create a small "gear effect".
On the other hand, it consumes a lot because the tire has internal energy losses due to these deformations which are not completely elastic. In addition, soft gums tend to wear out faster.
The performances announced by Tesla
are of the order of that of a Formula 1 (around 1,3G).
racing car (without S), well seen
Ahmed !