No, not for the moment. It's not a simple task either.
The contact detection algorithm returns the total contact area, but no information about the shape of the contact area. And if we don't know the shape, or the type of contact (sphere-sphere, sphere-plane, cylinder-plane, cone-plane....) the only way to get the pressure distribution is to solve an elliptical integral over the contact area, which we don't have enough information about. And the different material properties would need to be known as well.
The solution is of course to take the contact force and bring it over to a (ridiculously) detailed Marc or Nastran model and get the pressure distribution from here.
No, not for the moment. It's not a simple task either.
The contact detection algorithm returns the total contact area, but no information about the shape of the contact area. And if we don't know the shape, or the type of contact (sphere-sphere, sphere-plane, cylinder-plane, cone-plane....) the only way to get the pressure distribution is to solve an elliptical integral over the contact area, which we don't have enough information about. And the different material properties would need to be known as well.
The solution is of course to take the contact force and bring it over to a (ridiculously) detailed Marc or Nastran model and get the pressure distribution from here.
