OziAbaqus
Mechanical
- Apr 25, 2013
- 8
As this is my first post in the forum I would like to say hello to you all . After reading some posts and checking your high level in handling Abaqus I have decided to register to get some help, if you dont mind, in a problem that is driving me crazy. First, I would like to make it clear that my English is not very good and that I'm self-taught in Abaqus, so sorry if you find my questions very simple.
I'm performing a forging analysis in which the upper die of the forge moves down a certain displacement (determined as a boundary condition) to deform the quarter of the workpiece (double symmetry) The main problem is that the upper edge of the workpiece exceeds the upper die surface (please, have a look to the attached screenshots to understand what I'm saying). This is note the only problem: despite the great deformation of the part it doesn't totally plastify and the bottom right corner barely displaces along the x-axis direction, as it should be expected.
Just to let you know if you want to correct me:
- I have defined the upper die as an analytical rigid.
- NLGEOM=Off. As far as I know, we just turn this option ON provided that the geometry changes in such way that the angles between the parts (and the force, if there would be one) will be different, but this is not the case. However, maybe I'm wrong and we consider non-linear geometry when there are great deformations too (as in the case of the a forging process). Any comment?
- For the contact conditions I have used a frictionless model (in the case of the screenshots model). Anyway, when considering friction I have planned to use a penalty formulation.
- Sliding formulation: finite sliding.
- Structured mesh. Element type: CPE4R. I have prevented the hourglass by toggling on the 'Enhanced' option. Anyway, as there is no bending, should I consider the hourglass phenomenon?
- I have run the analysis in Abaqus/Standard as the forging can be considered as quasi-static.
I have read something about adaptive meshing. Could this solve the problem?
If you want me to explain something better or need me to attach any file, please let me know.
Thanks
I'm performing a forging analysis in which the upper die of the forge moves down a certain displacement (determined as a boundary condition) to deform the quarter of the workpiece (double symmetry) The main problem is that the upper edge of the workpiece exceeds the upper die surface (please, have a look to the attached screenshots to understand what I'm saying). This is note the only problem: despite the great deformation of the part it doesn't totally plastify and the bottom right corner barely displaces along the x-axis direction, as it should be expected.
Just to let you know if you want to correct me:
- I have defined the upper die as an analytical rigid.
- NLGEOM=Off. As far as I know, we just turn this option ON provided that the geometry changes in such way that the angles between the parts (and the force, if there would be one) will be different, but this is not the case. However, maybe I'm wrong and we consider non-linear geometry when there are great deformations too (as in the case of the a forging process). Any comment?
- For the contact conditions I have used a frictionless model (in the case of the screenshots model). Anyway, when considering friction I have planned to use a penalty formulation.
- Sliding formulation: finite sliding.
- Structured mesh. Element type: CPE4R. I have prevented the hourglass by toggling on the 'Enhanced' option. Anyway, as there is no bending, should I consider the hourglass phenomenon?
- I have run the analysis in Abaqus/Standard as the forging can be considered as quasi-static.
I have read something about adaptive meshing. Could this solve the problem?
If you want me to explain something better or need me to attach any file, please let me know.
Thanks