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undesired rolling during a symmetric deformation
Posted 2 mars 2012, 18:02 UTC−5 Version 4.0, Version 4.0a, Version 4.1, Version 4.2, Version 4.2a 5 Replies
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Hi,
I am simulating the effect of pressure change inside a flexible tube (cylinder) that causes it to radially stretch. This is not an axisymmetric problem, but is a 2D problem (look at it from the circular section of that and parallel to the axis of the tube). Due to symmetry, I only have simulated the upper half of the cylinder. On the inner boundary I have a pressure load and the two walls cut sections are considered symmetry. Although the deformation seems to be symmetric, the deformed geometry translates (rolls) to one side; for example, if the center of the cylinder before pressurizing it is at (x,y)=(0,0) after the symmetric pressure load it moves to (x,y)=(0.5,0) rather than staying at (0,0). In addition, when I repeated the solution, I noticed that the amount of rolling differs from the previous run (x,y)=(0.25,0). This means that there is not a unique solution for the problem or probably the problem is not very well-defined. I do not think that if I wanted to simulate a full cylinder I would get this translation, but there is a justified reason that I opted for a half cylinder.
Also, the mesh is pretty fine, although it is not symmetric because it is of an unstructured type. So I do not think them mesh has any effect on it.
I wonder why there is no unique solution, and how can I restrict the undesired translation without fixing any point on the domain.
Your input is appreciated.
Thanks,
Jessica
I am simulating the effect of pressure change inside a flexible tube (cylinder) that causes it to radially stretch. This is not an axisymmetric problem, but is a 2D problem (look at it from the circular section of that and parallel to the axis of the tube). Due to symmetry, I only have simulated the upper half of the cylinder. On the inner boundary I have a pressure load and the two walls cut sections are considered symmetry. Although the deformation seems to be symmetric, the deformed geometry translates (rolls) to one side; for example, if the center of the cylinder before pressurizing it is at (x,y)=(0,0) after the symmetric pressure load it moves to (x,y)=(0.5,0) rather than staying at (0,0). In addition, when I repeated the solution, I noticed that the amount of rolling differs from the previous run (x,y)=(0.25,0). This means that there is not a unique solution for the problem or probably the problem is not very well-defined. I do not think that if I wanted to simulate a full cylinder I would get this translation, but there is a justified reason that I opted for a half cylinder.
Also, the mesh is pretty fine, although it is not symmetric because it is of an unstructured type. So I do not think them mesh has any effect on it.
I wonder why there is no unique solution, and how can I restrict the undesired translation without fixing any point on the domain.
Your input is appreciated.
Thanks,
Jessica
5 Replies Last Post 15 mars 2012, 16:53 UTC−4