Hi,
I've been reading some posts about instability type 3 as I have a model in which I have that kind of instability.
Curious things:
- In a reduced version (is a very repetitive structure with a small substructures repeated several times) doesn't show any instability issue.
- When I delete the node of the instability, in the following calculation the instability appears in other node...and so on.
- I select all the bars and apply the same section and the instability issue disappear (in the big model I mean).
I guess that all about this instability has to do with the difference between the min/max matrix diagonal elements...and obviously every change in the structure change the matrix and thus, these values. But some questions:
- When can be ignored that message of instability type 3 rx?
- What means the "precision" indicated below the min/max matrix diagonal elements?
- Any special care for modal analysis, second order...when appears this instability?
- Is it logical, that a simple structure doesn't show any instability issue and when you repeat it several times appears the problems?
Thanks
"- When can be ignored that message of instability type 3 rx?"
Well that's not easy to answer this...instabilities are always instabilities and I guess we should avoid them. I tend to ignore this one when the deformation of the structural modal for the simple load cases are just fine.
"- What means the "precision" indicated below the min/max matrix diagonal elements?"
Nice question.
"- Any special care for modal analysis, second order...when appears this instability?"
Guess not. The same care that you take in a simple linear elastic analysis.
"- Is it logical, that a simple structure doesn't show any instability issue and when you repeat it several times appears the problems?"
If the repeat procedure was done correctly, I guess not.