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003217
2019-06-25

Solving Convergence Problems in Model: Minimum Restraints of Degrees of Freedom

The calculation of my model does not converge; what can I do?


Answer:

If a model has many degrees of freedom or there are several stable or metastable states, the minimal restriction of free translations or rotations of hinges or supports can lead to a faster convergence.

A minimal restriction here means that, for example, a small translational spring of 0.01 kN/m is applied for a nodal support that is freely movable in the global x-direction. The same applies to the rotations. The size of the value strongly depends on the modeled system. Thus, the value of 0.01 kN/m can have too much influence in a very small model.

Image 01 shows the dialog box of a thus limited line support. The translations of the y- and z-directions should be blocked here, but all other degrees of freedom should be free-moving. The small rotation and translation springs thus help in the calculation to achieve faster convergence.


Author

Thomas handles technical inquiries about the software in Customer Support. He reliably familiarizes himself with various topics and develops appropriate solutions.



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