Difference between revisions of "Contrib:KeesWouters/plasticity"
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=='''General procedure of the calculation'''==  | =='''General procedure of the calculation'''==  | ||
The general procedure of the calculation is as follows:  | The general procedure of the calculation is as follows:  | ||
| − | + | * read the mesh    | |
| − | + | * apply the non linear material properties of the construction  | |
| − | + | * define the boundary conditions  | |
| − | + | * define the maximum load, in this case a maximum displacement at the plane Pforce  | |
| − | + | * define 'time' and 'load' increments: here we define an increase multiplication factor for the loads from 0 to 1, then constant during a small time and decreasing from 1 to 0 again.  | |
| − | + | * perform the analysis  | |
| − | + | * define results  in a med-file for Salome, in this case, displacements, vonMises and plastic stresses  | |
| − | + | * print results in a file, notably the displacements of the plane Pforce and its corresponding forces.  | |
Revision as of 12:58, 12 August 2009
V shaped construction under plastic deformation
The V shaped is defined by an extrusion of a V shaped face.
Three planes are defined in the geometry: Pleft and Pright for applyind boundary conditions (dx=dy=dz=0) and Pforce for defining a prescribed displacement in y direction.
The definition of the geometry as well as the meshing is given in the Python input file.
In the geometry module of Salome select File --> Load Script (or ctrl T) and thereafter the file: Media:kw_gm_vshape.zip.
General procedure of the calculation
The general procedure of the calculation is as follows:
- read the mesh
 - apply the non linear material properties of the construction
 - define the boundary conditions
 - define the maximum load, in this case a maximum displacement at the plane Pforce
 - define 'time' and 'load' increments: here we define an increase multiplication factor for the loads from 0 to 1, then constant during a small time and decreasing from 1 to 0 again.
 - perform the analysis
 - define results in a med-file for Salome, in this case, displacements, vonMises and plastic stresses
 - print results in a file, notably the displacements of the plane Pforce and its corresponding forces.
 
In the figure the results various load cycles are given: the maximum displacement varies from 0.080, 0.085, 0.095 and 0.100 mm, with increasing plastic deformation, roughly 0.005, 0.009, 0.018 and 0.022 mm at a load free construction. 
Each dot in the curves indicate a output point of the calculation. In most case 21 points are given, these have been defined in the 'time' increment function.


