Hello everybody,
I have a questiion about convergence: I have a simple model of a tiny screw in a cylinder and I’m trying to show the max. stress and displ. differences (only on the cylinder) when the moment applied to the screw is misaligned. For now i am tilting the moment from 0 to 20 degree in 5 degree increments. The screw is tied to the cylinder by tie constraints (only the thread). It is very simplistic but i only want to show that a misalignment has any effect. Since it is my first FE study im a liitle bit lost on the convergence.
What I already tried:
I repeated the same FE simulations with different mesh paramaters to see the differences the mesh setup has on my results. I started to refine the mesh by incrising the elements per edge and curvature and decreasing the min. element size (to get a finer mesh around the screw-cylinder interface).
Then I calculated the error between each mesh in relation to the finest mesh and ploted it against the different mesh setups (for the DOF i just multiplied the nodes from the simulations output by the DOF of each node).
The max. displacement is converging quite nicely but the max. von mises stresses aren’t at all.
Now my questions:
- Is there a better way to show convergence than what I did?
- Why do I sometimes get different node numbers with the same mesh parameters?
- I cant increase the detail on the mesh anymore because calculix gives me an error (I think it is to fine now)?