I wanted to model the a bottom clamped cylindrical shell under side loading. While under loading, I wonder what constraint can I add to make the top circle remain as a circle when I it is under loading? It can’t be Dirichlet as the the top displacement is unknown.
I used the solid body card, but the residual cannot converge after some time showing without converging to to 0.005*time averaged force, I found the residual force cannot go further small. Is there any control method to let the solver to iterate fixed number without error on showing diverge or too many iteration needed?
I tried setting the top rim as rigid body before,What is the different with setting it kinematic coupling? The rigid body card seems work but ultimately will diverge somehow
I created a center point of upper top rim and put reference point there under coupling card, but the calculix shows ERROR in cascade: zero coefficient on the dependent side of an equation dependent node:…, I guess it’s because the the created center point is a standalone point and does not associated with any equation? The geometry I use is a pure cylindrical shell with no roof element
Advice: ANSA by BETA CAE Systems is very good preprocessor. You can create coupling constraints there within a few clicks. Abaqus CAE is worse, but still good enough for your needs.
Good luck!
The reference node in *COUPLING, *KINEMATIC can be unused by any other equations or elements so that won’t be the problem. That error sounds like what you sometimes get with MPCs on shells. Shells can be trouble because their MPCs conflict with those generated by features like *COUPLING, etc.
I would use 20 node solids if you can or add a ring of elements with a high stiffness material to approximate being rigid. Sometimes these idealizations are more trouble that just modeling the thing itself.