Open emanujoy opened 5 years ago
In GiD is similar the result?, we had problems of GP extrapolation on the past. (for VTK the values are extrapolated by Kratos)
Hi, Thanks for the answer.
Sadly, due to unknown reasons i cannot postprocess with GID, i get always the error: Error reading file '/home/emanuele/DesOpt/Models/Test_Shell.gid/Test_Shell.post.bin':
@jginternational please, add to shells the possibility to add line loads (we need to add line loads on 3D, but that is easy)
Hi,
First of all, the postprocess issue
the message: unexpected end of file fd:14: unexpected end of file
means that the calculation did not end the results file. In this case, as your results are in a binary file, it's difficult to know. Try to run it with output mode ASCII, and wait to the calculation to end.
anyway, I can see that the VTK output is written ok, so open the model, go to postprocess and drag&drop vtk_output/computing_domain_0_1.vtk into GiD so you can see the results:
@jginternational Thanks for the answer, it works.
Getting back to the original problems, after seeing the results, why do i get results that are not plausible according to the loads? Am i loading the shell in the wrong way? Are JSON and MDPA correct according to the problem?
Thanks.
Wel, I did not implement this shell, but:
Thats out of my hands, Maybe @KratosMultiphysics/structural-mechanics can help.
Answering to @loumalouomega , elements and loads are unrelated. Elements define wich nodal conditions can be applied, Loads are always available.
So if you want to implement a Line load for 3D , add it to Conditions.xml (And it's process should be in Process.xml) but it will be available for any element in 3D
As a comment you can try it using the Solid Application. It has Force over lines as linear load
Wel, I did not implement this shell, but:
* Line loads on 3D doesn't exist right now * Point loads can be reason. Try to put half load on the borders
Thank you, it seems it works. It would be nice, though, to know the reason why this is necessary and to solve the problem in a general way. For complex structures, for instance, it might be difficult to select each point that needs half load.
As a comment you can try it using the Solid Application. It has Force over lines as linear load
Thanks, but fur my purpose i have to use only anisotropic shells.
Hi, just another question related to shells using -structural3D-. Using the element: Shell Thick corotational, if i try to run the simulation with a structured mesh Q8, i get the error saying that the Q8 element is not available for my group on part(). Am i missing something or this function has not been implemented yet? Thanks
There are only shells with linear shape functions in Kratos, no quadratic ones, thats why you get this error
There are only linear shells in Kratos, no quadratic ones, thats why you get this error
Thank you.
It would be nice, though, to know the reason why this is necessary and to solve the problem in a general way. For complex structures, for instance, it might be difficult to select each point that needs half load.
Even if this might already be solved by #5045:
If you replace line loads with point loads, you can see the point loads as the integral of the line load over half of the line length. That means that a node at the corner only gets contribution from one side, while all others get contribution from two sides.
I agree that this can be tedious for large models (think about non uniform grids...). However it could also be automized using a custom python process that applies point loads along a submodelpart of a line, depending on the size of the line elements.
Hi, @e-dub and me are testing some simple shells using the element "Shell thick corotational". the easiest example is a shell loaded on one side with pure tension and fully constrained (disp. and rot.) on the opposite side. The load is applied on points that divide the loaded edge in 20 parts. The Mesh is quadratic structured and for each loaded point corresponds also a node of mesh. Assuming that the MDPA file is correctly written (see figure), the results coming from paraview are not plausible.
Here the von Mises stress
Here Y displacement
As you can see, stress and consequently displacement are concentrated on the outside corners and this is not plausible.
What could the cause of the problem be? Kratos calculation for shells?