▼NFeel | |
▼Ndetail | |
CBoundaryCondition | Brief description |
▼CAdvection | |
Cspace | |
CBeam | |
CBoundaryCondition | |
CDAR | |
Cddmethod | |
CDrivenCavity | |
CElaxi | |
CErrorBase | |
CExactSolution | |
CExactSolution< 1 > | |
CExactSolution< 2 > | |
CExactSolution< 3 > | |
CExample | Brief description of the class Example |
CExplicit | |
CHeatSink | |
▼CLaplacian | |
Cspace | |
CLinElAxi | |
Cmyf | |
CmyFunctor | |
Cmytag | |
CNavierStokes | |
Cnormal | |
CPenalisation | |
CPeriodicStokes | |
CResistanceLaplacian | |
CSound | |
CSteady_Ns | |
CStokes | Solves the stokes equations |
CStokes3d | |
CStokes_Poiseuille | |
CStVenantKirchhoff | |
CTraces | |
CBasisTag | |
CConvection | |
CConvectionCrb | |
CDiode | |
CEigenProblem | |
CEimDefinition | |
CFunctionSpaceDefinition | |
CGrid | |
CLaplacian | |
CLaplacian_parabolic | |
CLShape | |
CMortarProd | |
CNIRBTEST | |
CParameterDefinition | |
CResidualEstimator | |
Csteady_edp | Defines the edp to be solved in the stationnary case : \( - nu*\Delta u = f \) |
CThreeFieldsLaplacian | |
Ctransient_edp | Defines the edp to be solved in the instationnary case : \( dfrac{\partial u}{\partial t} - nu*\Delta u = f \) |