uniform2DMultiMaterialInterface
Description
This class applies a uniform multi-material correction to the solution of the
momentum balance equation in mechanicsSubSolver. However, the correction is
applied only in the x-y plane. This class was created for 2D r-z simulations
with a coarse axial discretization. In these cases, the full 3D correction
creates convergence issues, probably because the axial gradients is not
sufficiently well discretized. As the mesh is refined axially, there should
not be any issue using the uniform class.
Options
The parameters for this class are to be set in the multiMaterialCorrection
sub-dictionary within the mechanicsOptions subdictionary, which in turn is
located within the solverDict.
Parameters in multiMaterialCorrection:
| defaultWeights | Parameter of the multiMaterialCorrection subdictionary; defines the fraction of the full correction applied, between 1 and 0. Applying full correction in all directions for every cell may negatively impact convergence. We recommend setting defaultWeights between 0.9 and 1 for a good balance (1 if possible). |
| defaultWeightsGrad | Defines the fraction of the full correction applied to the gradient contribution in sigmaExp, ranging from 0 to 1. By default it is set equal to defaultWeights. Applying full correction in all directions for every cell may negatively impact convergence. We recommend setting defaultWeights between 0.9 and 1 for a good balance (1 if possible).
|
Usage
Here is a code snippet of the solverDict to be used for activating the
uniform multi-material correction:
// It is just an example, you can select any mechanicsSolver
mechanicsSolver smallStrain;
// Rest of the solverDict etc...
mechanicsOptions
{
// Other options if needed
// This is not necessary, as activating the multiMaterial correction
// will make RhieChowCorrection false by default
RhieChowCorrection false;
// The presence of this subdictionary activates the multiMaterial
// correction
multiMaterialCorrection
{
type uniform2D;
defaultWeights 1.0;
}
}
// Rest of the solverDict etc...