Hi,
I just wanted to note that the description of the kinematic vehicle model is slightly incorrect.
It is true, that the kinematic vehicle model does not consider the tire slip, this is what differentiates it from the dynamical one. However that is not true that Beta is zero.
A comparison should be made based on for which point of the model the states are expressed. The car has got an angular velocity around the rear axis of the vehicle (In the kinematic model). So, if the states are expressed for the rear axis of the vehicle, it is true that that specific point only has a velocity component parallel to the vehicle. However if it is expressed in the CoG, as it is depicted in the figures, the velocity has got a perpendicular component as well and hence Beta is not equal to zero.
As I have seen, the state equations of the vehicle model are written for the rear axis. So yes, it is true that at that point there is no perpendicular component and hence Beta is zero. However, all the figures are drawn as if the states were expressed in the CoG, where it is not true.
The tire slip has nothing to do with angle Beta. The tireslip could be depicted at the wheels in a manner, that the velocity of an individual wheel does not point exactly in the direction of the wheel. (It is usually denoted by alpha_f and alpha_r for the front and rear wheels respectively.)
If after all the vehicle model is implemented correctly in the code, so the calculated states are considered as the state at the rear axis and not in the CoG than it is only a minor mistake. However, both in the vehicle model documentation and in the introduction to commonRoad-io pdf it is written incorrectly which might be confusing for someone.
Best regards,
Feri