|
|
| DirichletAnalytic (DirichletAnalytic &&)=default |
|
DirichletAnalytic & | operator= (DirichletAnalytic &&)=default |
|
| DirichletAnalytic (const DirichletAnalytic &) |
|
DirichletAnalytic & | operator= (const DirichletAnalytic &) |
|
| DirichletAnalytic (std::unique_ptr< evolution::initial_data::InitialData > analytic_prescription) |
|
| DirichletAnalytic (CkMigrateMessage *msg) |
|
| WRAPPED_PUPable_decl_base_template (domain::BoundaryConditions::BoundaryCondition, DirichletAnalytic) |
| auto | get_clone () const -> std::unique_ptr< domain::BoundaryConditions::BoundaryCondition > override |
|
void | pup (PUP::er &p) override |
|
std::optional< std::string > | dg_ghost (gsl::not_null< Scalar< DataVector > * > psi, gsl::not_null< Scalar< DataVector > * > pi, gsl::not_null< tnsr::i< DataVector, Dim, Frame::Inertial > * > phi, const std::optional< tnsr::I< DataVector, Dim, Frame::Inertial > > &, const tnsr::i< DataVector, Dim, Frame::Inertial > &, const tnsr::I< DataVector, Dim, Frame::Inertial > &coords, double time) const |
|
| BoundaryCondition (BoundaryCondition &&)=default |
|
BoundaryCondition & | operator= (BoundaryCondition &&)=default |
|
| BoundaryCondition (const BoundaryCondition &)=default |
|
BoundaryCondition & | operator= (const BoundaryCondition &)=default |
|
| BoundaryCondition (CkMigrateMessage *msg) |
|
void | pup (PUP::er &p) override |
| Public Member Functions inherited from domain::BoundaryConditions::BoundaryCondition |
|
| BoundaryCondition (BoundaryCondition &&)=default |
|
BoundaryCondition & | operator= (BoundaryCondition &&)=default |
|
| BoundaryCondition (const BoundaryCondition &)=default |
|
BoundaryCondition & | operator= (const BoundaryCondition &)=default |
|
| BoundaryCondition (CkMigrateMessage *const msg) |
|
| WRAPPED_PUPable_abstract (BoundaryCondition) |
template<size_t Dim>
class SecondOrderScalarWave::BoundaryConditions::DirichletAnalytic< Dim >
Sets Dirichlet boundary conditions from a prescribed analytic solution.
Fills the exterior (ghost) values of the evolved variables \(\Psi\) and \(\Pi\) as well as the LDG auxiliary variable \(\Phi_i\) from the analytic solution evaluated at the boundary.