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.
bistable beam simulation
Posted May 23, 2016, 4:13 a.m. EDT 1 Reply
Please login with a confirmed email address before reporting spam
Hi everyone,
I was wondering if anyone has ever modeled a simple beam that has bistable stability, whereby if a point load is applied to the centre of the top of the beam, forces it to buckle downwards and stay down even after the load has been removed, and vice versa in the opposite direction.
Any and all help would be greatly appreciated.
Regards,
Nixon.
I was wondering if anyone has ever modeled a simple beam that has bistable stability, whereby if a point load is applied to the centre of the top of the beam, forces it to buckle downwards and stay down even after the load has been removed, and vice versa in the opposite direction.
Any and all help would be greatly appreciated.
Regards,
Nixon.
1 Reply Last Post May 23, 2016, 2:38 p.m. EDT
Please login with a confirmed email address before reporting spam
Posted:
8 years ago
Hi
if you take a simple straight beam and apply an increasing load at the end you can get it to buckle, but you must turn on non-linear geometry in the solver and ideally give it a little extra kick to get it off the straight line. There is a model/application library example that is a good start of a largely deformed beam.
When you have a catastrophic buckling (sudden collapse) you will not see the fully hysteresis cycle, you might need to load and then unload in a second stationary sweep study, starting from the collapsed beam. Another way to go through a buckling case is to impose an increasing displacement and derive the reaction forces and moments. This allows one to better follow the full path, but the model might not solve. Do also check the best solver settings for non-linear geometrical structural stationary solver, from the KB, Blog and other Forum threads
--
Good luck
Ivar
if you take a simple straight beam and apply an increasing load at the end you can get it to buckle, but you must turn on non-linear geometry in the solver and ideally give it a little extra kick to get it off the straight line. There is a model/application library example that is a good start of a largely deformed beam.
When you have a catastrophic buckling (sudden collapse) you will not see the fully hysteresis cycle, you might need to load and then unload in a second stationary sweep study, starting from the collapsed beam. Another way to go through a buckling case is to impose an increasing displacement and derive the reaction forces and moments. This allows one to better follow the full path, but the model might not solve. Do also check the best solver settings for non-linear geometrical structural stationary solver, from the KB, Blog and other Forum threads
--
Good luck
Ivar