Amandus: Simulations based on multilevel Schwarz methods
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#include <integrators.h>
Public Member Functions | |
SystemIntegrator () | |
SystemIntegrator (const dealii::TensorFunction< 2, dim > &weight) | |
~SystemIntegrator () | |
virtual void | cell (dealii::MeshWorker::DoFInfo< dim > &dinfo, dealii::MeshWorker::IntegrationInfo< dim > &info) const |
Public Member Functions inherited from AmandusIntegrator< dim > | |
AmandusIntegrator () | |
virtual void | extract_data (const dealii::AnyData &data) |
Extract data independent of the cell. More... | |
unsigned int | n_errors () const |
unsigned int | error_type (unsigned int i) const |
std::string | error_name (unsigned int i) const |
dealii::UpdateFlags | update_flags () const |
Returns the update flags to be used. More... | |
dealii::UpdateFlags | update_flags_face () const |
Returns the update flags to be used on boundary and interior faces. More... | |
void | add_flags (const dealii::UpdateFlags flags) |
Add update flags on all objects. More... | |
void | add_flags_face (const dealii::UpdateFlags flags) |
Add update flags on boundary and internal faces. More... | |
Private Member Functions | |
void | init () |
Private Attributes | |
const dealii::TensorFunction< 2, dim > *const | weight_ptr |
dealii::SmartPointer< const dealii::TensorFunction< 2, dim > > | weight |
Additional Inherited Members | |
Public Attributes inherited from AmandusIntegrator< dim > | |
double | timestep |
Current timestep if applicable. More... | |
dealii::SmartPointer< dealii::Quadrature< dim > > | cell_quadrature |
Quadrature rule used on cells. More... | |
dealii::SmartPointer< dealii::Quadrature< dim-1 > > | boundary_quadrature |
Quadrature rule used on boundary faces. More... | |
dealii::SmartPointer< dealii::Quadrature< dim-1 > > | face_quadrature |
Quadrature rule used on faces. More... | |
Protected Attributes inherited from AmandusIntegrator< dim > | |
std::vector< unsigned int > | error_types |
std::vector< std::string > | error_names |
Local system integrator for mixed discretization of Darcy's equation. Assembling the local contribution to the system
\[ \left( \begin{array}{cc} (K^{-1} \psi_j, \psi_i)_{ij} & -(\nabla \cdot \psi_i, \phi_k)_{ik} \\ (\nabla \cdot \psi_j, \phi_k)_{kj} & 0 \\ \end{array} \right) \]
The weight \(K^{-1}\) is given as an argument to the constructor. Notice that it is the inverse of the diffusion tensor. No argument implies the identity tensor as weight.
DarcyIntegrators::SystemIntegrator< dim >::SystemIntegrator | ( | ) |
DarcyIntegrators::SystemIntegrator< dim >::SystemIntegrator | ( | const dealii::TensorFunction< 2, dim > & | weight | ) |
DarcyIntegrators::SystemIntegrator< dim >::~SystemIntegrator | ( | ) |
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