The active study can be solved by pressing Solve from ribbon tab. If the solution succeeds the FEA results dialog opens. With the functions of dialog the visualization of results can be modified.
Stress plot | Unit | Description |
---|---|---|
Von Mises stress | MPa | Stress value at node which is calculated from normal and shear stress components according to Von Mises yield criterion. |
Maximum and minimum principal stress | MPa | Maximum and minimum normal stress value at node when stress tensor is such position that shear stress components are zero. |
Displacement | mm | Displacement resultant. |
Normal stress | MPa | Normal stress component in the direction of surface normal. It is calculated only for contact surfaces. |
Examining nodal stresses is possible only when displacements slider is dragged all to the left. |
The visualization of displacements is not shown in real scale. The displacements are shown exaggerated. |
If study includes multiple parts and contact surfaces are defined between connecting faces of parts the solution will be iterative. This means that analysis is performed multiple times as iteration rounds. Between iteration rounds the normal stresses of contact surfaces are examined. If the contact surface node has compression it will be fixed to the connecting face at next iteration round. Accordingly, if the contact surface node has tension it will be freed from the connecting face at next iteration round. When less than 5% of boundary conditions of contact surface nodes have been changed between iteration rounds the iteration will be terminated and the solution is reached.
The iteration of contact problem can be terminated at any point by pressing Esc. In that case the results are shown from the iteration round just before termination. |
If the solution for contact problem has not been reached until ten iteration rounds the results of analysis can not be considered reliable! Iteration will be terminated automatically after ten rounds. If iteration is not terminated before ten rounds check the validity of support and contact boundary conditions. |