Amandus: Simulations based on multilevel Schwarz methods
Namespaces | Classes
Local integrators

Local integrators for different models. More...

Namespaces

 Brinkman
 
 DarcyIntegrators
 
 LaplaceIntegrators
 
 Schroedinger
 
 StokesIntegrators
 

Classes

class  Advection::Matrix< dim >
 
class  Advection::PolynomialRHS< dim >
 
class  Advection::PolynomialError< dim >
 
class  Advection::Residual< dim >
 
class  AdvectionDiffusion::Matrix< dim >
 
class  AdvectionDiffusion::PolynomialBoundaryRHS< dim >
 
class  AllenCahn::PolynomialResidual< dim >
 
class  AllenCahn::Residual< dim >
 
class  Brinkman::Matrix< dim >
 
class  Brusselator::ExplicitResidual< dim >
 
class  Brusselator::ImplicitResidual< dim >
 
class  DarcyIntegrators::NoForceResidual< dim >
 
class  DarcyIntegrators::Polynomial::Residual< dim >
 
class  DarcyIntegrators::Polynomial::Error< dim >
 
class  Elasticity::Eigen< dim >
 
class  Elasticity::Matrix< dim >
 
class  Elasticity::PolynomialRHS< dim >
 
class  Elasticity::PolynomialError< dim >
 
class  Elasticity::Residual< dim, force_type >
 
class  LaplaceIntegrators::MatrixFaktor< dim >
 
class  LaplaceIntegrators::NoForceRHS< dim >
 
class  LaplaceIntegrators::NoForceResidual< dim >
 
class  LaplaceIntegrators::PolynomialRHS< dim >
 
class  LaplaceIntegrators::PolynomialResidual< dim >
 
class  LaplaceIntegrators::SolutionRHS< dim >
 
class  LaplaceIntegrators::SolutionResidual< dim >
 
class  MaxwellIntegrators::DivCurl::Eigen< dim >
 
class  MaxwellIntegrators::DivCurl::Matrix< dim >
 
class  ReactionDiffusion::Residual< dim >
 
class  StokesIntegrators::NoForceResidual< dim >
 
class  StokesIntegrators::PolynomialRHS< dim >
 
class  StokesIntegrators::PolynomialResidual< dim >
 
class  StokesIntegrators::PolynomialError< dim >
 
class  StokesIntegrators::SolutionRHS< dim >
 
class  StokesIntegrators::SolutionResidual< dim >
 

Detailed Description

Local integrators for different models.