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2D Contact problem convergence issue
Posted 5 apr 2016, 09:54 GMT-4 Structural Mechanics 3 Replies
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Hi all,
I have a convergence issue in a time domain analysis contact problem. It is a 2D problem. I tried to attach it but the site gives me an error message about the file size (6MB). The input excitation is in the form of a body load on all the domains (for the mass the value of the force is changed because it has a different density).
I have an upper beam with a low resonance frequency which matches the input excitation frequency. Another high resonance frequency stopper beam is located at the bottom. The two beams are identical in geometry and stiffness. The differences between them are
- that the top one has a proof mass while the bottom one does not have it and hence the resonance frequency is different
- mass and stiffness damping factors are different (zetatop = 0.03, zetabottom = 0.1)
You may check the attached images as well for better illustration.
Actually the value of the gap between the two beams guarantees that no collision will occur yet. I studied the deflection of the top beam solely and I know that the maximum displacement is smaller than the gap. However, it is not converging.
Any recommendations?
Thanks
I have a convergence issue in a time domain analysis contact problem. It is a 2D problem. I tried to attach it but the site gives me an error message about the file size (6MB). The input excitation is in the form of a body load on all the domains (for the mass the value of the force is changed because it has a different density).
I have an upper beam with a low resonance frequency which matches the input excitation frequency. Another high resonance frequency stopper beam is located at the bottom. The two beams are identical in geometry and stiffness. The differences between them are
- that the top one has a proof mass while the bottom one does not have it and hence the resonance frequency is different
- mass and stiffness damping factors are different (zetatop = 0.03, zetabottom = 0.1)
You may check the attached images as well for better illustration.
Actually the value of the gap between the two beams guarantees that no collision will occur yet. I studied the deflection of the top beam solely and I know that the maximum displacement is smaller than the gap. However, it is not converging.
Any recommendations?
Thanks
Attachments:
3 Replies Last Post 6 apr 2016, 09:55 GMT-4