7.14.1.16. Projection
- Syntax
Eq []Projection for Associated DoF [ SpeciesName | MaterialPhaseName | ] MeshPart using Interp with …
- Scope
Aria Region
- Summary
Perform a projection of an expression from integration points to nodal values.
- Description
The string Dof refers to a new degree of freedom to be created and solved for via the projection equation. Dof can be chosen to be any expression valid at the integration points, in which case the string used for Dof should be the decorated version of the original expression name. A prefix of
PROJECTED_,PROJECTED_VECTOR_, andPROJECTED_TENSOR_should be used for scalar, vector, and tensor expressions, respectively.By default, projection equations use a consistent source term resulting in a formal L2 projection; however, projection equations can also use a lumped source term by specifying
LUMPED_beforePROJECTION. Projection equations are normally solved by the linear solver; however, they can be lagged and solved at the start of a time step by specifyingLAGGED_or once per nonlinear iteration by specifyingQUASI_IMPLICIT_. Using either theLAGGED_orQUASI_IMPLICIT_prefixes will not burden the linear solver, but explicit solution necessarily requires that both options use a lumped projection.Admissible values of Interp are
.
The only admissible value of is
DEF.The Meshpart must be an active element block.
- Example
To project the heat conduction on every block using linear elements, one would use the command
Eq Projection For Vector_Heat_Conduction On All_Blocks Using Q1 With Def
Likewise, to project a mesh stress, one could specify
Eq Projection For Projected_Tensor_Mesh_Stress On All_Blocks Using Q1 With Def
Parameter |
Value |
Default |
|---|---|---|
{of | species | subindex} |
– |
|
SpeciesName |
string |
– |
{in | material_phase} |
– |
|
MaterialPhaseName |
string |
– |
{levelset_phase | ls} |
– |
|
Associated DoF |
string |
– |
{@ | at | for | in | on | over} |
– |
|
MeshPart |
string |
– |
Interp |
string |
– |
See Description |
– |