Bending spring analysis
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Hello everybody,
I am trying to obtain the linear velocity at the end of the bar after a release from the horizontal position at the end of this bar linked to the ground by a spring connector:
I am only interested by the linear velocity resulting of the bending spring unloading.
It is exactly the same movement than the children spring swings like this:
I did direct transient response analysis, but I never succeed to have good results.
I have troubles of unrealistic displacements and linear velocities (the velocity is in m/s) :
Here you have an example of setting that I did for my sprinng connector (N/m & Nm/rad):
Here you have the details of my problems:
- The linear velocity increase if the enforced motion or moment charges is reset to 0 instantaneously like this:
- The linear velocity also depends of my dynamic settings, more I decrease the last of the time steps, more the linear speed will increase, which is completely illogical again
- The displacements when I do the Multiset Animation Setting option are completely unrealistic (you have the video in attached)
To summarize, it seems that the system behaves as if the bar don’t have any moment of inertia, the acceleration will tend to the infinite if the spring is unloaded instantaneously, but for the link with the times steps I have no idea.
It is very strange because I putted a density which isn’t equal to 0 in my materials, I also putted an area on my bar and gravity loads.
I tried all the way, I replaced enforced motion by moments, I restarted the analysis with new parts, I tried to do it with solid elements instead of the beam, I replaced the spring connector by a coil, etc.
I tried also with the damping and not, with diffent kind and size of meshs, etc.
Maybe it is not a direct transient response that I have to do? I thought to the explicit dynamic analysis, but it is only for the solid and the time to solve them is to high, the nonlinear transient responses don’t allow the enforced motions, …
In attached you have my model.
Thank you very much in advance for your help!