Hi guys, big revival.. but related.
Today I modelled the quarter car, similar to this one:
The basic difference is that I also modelled a damper between the tire and the road.
I would like to know a little bit about the limitations of the models. Leaving the fact that is just a quarter of a car. What I find disturbing is that the spring labeled Kt is attached to the ground and to the unsprung mass. The problem with this is that you can never have your car leave the ground.
Moreover, If you get a disturbance with a BIG(and negative) dxr/dt the Kt spring tries to instanstly stretch a lot, as that would never happen it pulls the sprung mass violently. So the model should be subject to a road that does not change very abruptly.
What bothers me is that when the road "goes down" the spring pulls the car towards the road which, in reality, it's not that way. What really happens is that the sprung mass is pushing the wheel to the ground, the wheel is not being pulled by the road.
To sum up, with positive dxr/dt the system looks pretty real to me. It fails to represent the reality with a negative dxr/dt.
In reality I don't know if this represents a problem to the model or not. Anyway, do you think of any other similar problem? Does anybody know which could be the solution to the problem presented?
Bye bye!
Caito.-