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contact modeling and time dependent analysis
Posted 14.04.2013, 15:03 GMT-4 Structural Mechanics Version 4.3a 4 Replies
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Hello all,
I am trying to model a time-dependent vibration problem (resonant vibration) with contact and I am having trouble solving the model. The contact is between the shaker and the object. I want to apply a prescribed displacement at the tip of the shaker and also to avoid the shaker penetrating the object. I saw a couple of posts discussing about contact in transient problems in the forum.
www.comsol.com/community/forums/general/thread/71/
www.comsol.com/community/forums/general/thread/30262/
where the advice was primarily to avoid augmented lagrangian method and solve using pure penalty method. I am running 4.3a and these settings seem obsolete now? The comsol structural mechanics manual suggests that "as long as inertial effects are negligible, it is possible to apply contact for time-dependent problems". In my case, I guess inertial effects are indeed important since it is a resonant excitation.
Can someone suggest how I can approach my situation? Also, when I modeled the same set up for a stationary analysis with constant prescribed displacement, the model works fine. It doesnt work for time-dependent analysis.
Thanks
Jyani
I am trying to model a time-dependent vibration problem (resonant vibration) with contact and I am having trouble solving the model. The contact is between the shaker and the object. I want to apply a prescribed displacement at the tip of the shaker and also to avoid the shaker penetrating the object. I saw a couple of posts discussing about contact in transient problems in the forum.
www.comsol.com/community/forums/general/thread/71/
www.comsol.com/community/forums/general/thread/30262/
where the advice was primarily to avoid augmented lagrangian method and solve using pure penalty method. I am running 4.3a and these settings seem obsolete now? The comsol structural mechanics manual suggests that "as long as inertial effects are negligible, it is possible to apply contact for time-dependent problems". In my case, I guess inertial effects are indeed important since it is a resonant excitation.
Can someone suggest how I can approach my situation? Also, when I modeled the same set up for a stationary analysis with constant prescribed displacement, the model works fine. It doesnt work for time-dependent analysis.
Thanks
Jyani
4 Replies Last Post 16.04.2013, 10:17 GMT-4