Periodic RVE-type Simulation
Note
Read first: Simple Simulation
A periodic polycrystal containing 40 grains, generated and meshed by Neper, is used:
The domain is a unit cube. Length units are assumed to be mm, thus, all pressure units assumed to be MPa for the simulation (including input parameters). An FCC material with Anisotropic Elasticity and the Base Model for plasticity is considered, with the following material parameters:
\(C_{11}\) [MPa] |
\(C_{12}\) [MPa] |
\(C_{44}\) [MPa] |
\(m\) [-] |
\(\dot{\gamma_0}\) [1/s] |
\(h_0\) [MPa] |
\(g_0\) [MPa] |
\(g_s\) [MPa] |
---|---|---|---|---|---|---|---|
\(245.0 \times 10^3\) |
\(155.0 \times 10^3\) |
\(62.5 \times 10^3\) |
0.05 |
1.0 |
200.0 |
210.0 |
330.0 |
As the domain is a periodic “(representative) volume element”, the loading is defined in terms of strain rate, target strain and maximal strain increment. Minimal changes (compared to Simple Simulation and Periodic RVE-type Simulation) is made to the Configuration File (simulation.cfg) file, as described (and highlighted) below. However, in the current implementation, all components of the strain rate must be specified. Rigid-body motions are fixed automatically.
The example below shows plane tension-compression of the polycrystal.
### FEPX Configuration File ## Material Parameters number_of_phases 1 phase 1 crystal_type BCC c11 236.9e3 c12 140.6e3 c44 116.0e3 m 0.020d0 gammadot_0 1.0d0 hard_type isotropic h_0 391.90d0 g_0 200.0d0 g_s0 335.0d0 n 1.0d0 ## Boundary Conditions set_bc strainrate 11 1e-2 periodic set_bc strainrate 22 0 periodic set_bc strainrate 33 -1e-2 periodic set_bc strainrate 12 0 periodic set_bc strainrate 13 0 periodic set_bc strainrate 23 0 periodic ## Deformation History number_of_steps 1 target_strain11 0.01 dstrain 0.001 ## Printing Results print coo print disp print forces print strain print strain-eq print strain-el print strain-el-eq print strain-pl print strain-pl-eq print stress print stress-eq print work print work-pl print ori print slip print sliprate print crss