solvers:mmg2d_metricintersect [Elmer/Ice Wiki]

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General Information
General Description
SIF contents
Example

General Information

Solver Fortran File: MMG2D_MetricIntersect.F90
Solver Name: ElmerIce_MeshAdapt2D(MMG2D_MetricAniso)
Required Output Variable(s):
- (1) Metric 1_2
Required Input Variable(s):
- (1) Metric 1
- (2) Metric 2
Optional Output Variable(s): None
Optional Input Variable(s): None

General Description

This is a pseudo solver (i.e. it is not solving an equation). This solver is used for the mesh adaptation (Mesh Adaptation) to perform the intersection of two anisotropic metric M_1 and M_2.

The intersection $M_{1∩2}=M_1 ∩ M_2$ of two metrics M_1 and M_2 is given by (Alauzet et al., 2007):

$M_{1∩2}=^{T}P^{-1} (matrix{2}{2}{{max(mu^1_{1},mu^2_{1})} 0 0 {max(mu^1_{2},mu^2_{2})}})P^{-1}$

with the matrix where the columns are the normalised eigenvectors $(e_i)_{i=1,2}$ , of $N=M^{-1}_{1}M_2$ and $μ^j_{i}=^{T}e_{i}M_{j}e_i$ .

SIF contents

Solver 6
   Equation = "Metric"
   Variable = -nooutput dumy

   Procedure = "ElmerIce_MeshAdapt2D" "MMG2D_MetricIntersect"

  Optimize Bandwidth = False


   Metric Variable Name = String "M1M2"
   Metric 1 Variable Name = String "M2"
   Metric 2 Variable Name = String "M1"

   Exported Variable 1 = -dofs 3 "M1M2"
End

Example

An example for anisotropic mesh adaptation using 2 varaibles can be found under [ELMER_TRUNK]/elmerice/Tests/MMG2D_Aniso2.

solvers/mmg2d_metricintersect.1500385320.txt.gz · Last modified: 2017/07/18 13:42 by fgillet

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General Information

General Description

SIF contents

Example