Note: This discussion is about an older version of the COMSOL Multiphysics® software. The information provided may be out of date.
Discussion Closed This discussion was created more than 6 months ago and has been closed. To start a new discussion with a link back to this one, click here.
Thermal stress in resonant beams
Posted 2012年3月1日 GMT-5 11:13 Studies & Solvers, Structural Mechanics Version 4.2 2 Replies
Please login with a confirmed email address before reporting spam
Hi All
I have tried to simulate the resonance frequency of a beam which contains some thermal stress. I do following:
1 3D -> Thermal stress (st) -> eigenfrequency
2 Make a beam and select material
3 Fix the two ends of the beam and set the strain reference temperature above the temperature of the simulated beam.
4 Compute the eigenfrequency
Then I get some resonance frequencies. However they are not different from the case where the strain reference temperature is equal to the temperature of the simulated beam.
If I then include geometric nonlinearity the resonance frequencies become dependent on the difference between strain reference temperature and the temperature of the simulated beam. The reason why I need to include geometrical nonlinerarity is not clear for me. I have been reading in the documents in the help function but I am still confused.
Can any one tell me why I need to include geometrical nonlinearity?
I have tried to simulate the resonance frequency of a beam which contains some thermal stress. I do following:
1 3D -> Thermal stress (st) -> eigenfrequency
2 Make a beam and select material
3 Fix the two ends of the beam and set the strain reference temperature above the temperature of the simulated beam.
4 Compute the eigenfrequency
Then I get some resonance frequencies. However they are not different from the case where the strain reference temperature is equal to the temperature of the simulated beam.
If I then include geometric nonlinearity the resonance frequencies become dependent on the difference between strain reference temperature and the temperature of the simulated beam. The reason why I need to include geometrical nonlinerarity is not clear for me. I have been reading in the documents in the help function but I am still confused.
Can any one tell me why I need to include geometrical nonlinearity?
2 Replies Last Post 2012年3月6日 GMT-5 14:26
Please login with a confirmed email address before reporting spam
Posted:
1 decade ago
Hi
I would chain two solver nodes under the same study, first a sttionary to resolve your strain temperature difference into true stress levels, and then an eigenfrequency, telling COMSOL to use the results of the stored stationary case as linearisation point. (normally in v4.2a this si done by default if you shain two or mode solver sub-nodes under the same sudy, worth to check anyhow, and sometimes you need to adapt a little
This shuld work
--
Good luck
Ivar
I would chain two solver nodes under the same study, first a sttionary to resolve your strain temperature difference into true stress levels, and then an eigenfrequency, telling COMSOL to use the results of the stored stationary case as linearisation point. (normally in v4.2a this si done by default if you shain two or mode solver sub-nodes under the same sudy, worth to check anyhow, and sometimes you need to adapt a little
This shuld work
--
Good luck
Ivar
Please login with a confirmed email address before reporting spam
Posted:
1 decade ago
Hi Ivar
I have changed the model to include a stationary and an eigenfrequency solver. However I still need to include geometrical nonlinerarity. Why is it neccessary to include geometrical nonlinerarity?
Best regards
Tom
I have changed the model to include a stationary and an eigenfrequency solver. However I still need to include geometrical nonlinerarity. Why is it neccessary to include geometrical nonlinerarity?
Best regards
Tom