Integrate (a non-linear problem) over a given time interval.
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#include <simple_integrator.hpp>
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typedef INonlinearTimeIntegrator< TDomain, TAlgebra > | base_type |
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typedef ITimeDiscretization< TAlgebra > | time_disc_type |
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typedef TAlgebra::vector_type | vector_type |
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typedef base_type::grid_function_type | grid_function_type |
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typedef IGridFunctionSpace< grid_function_type > | grid_function_space_type |
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typedef VectorTimeSeries< typename base_type::vector_type > | vector_time_series_type |
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typedef ITimeIntegrator< TDomain, TAlgebra > | base_type |
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typedef base_type::vector_type | vector_type |
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typedef IOperatorInverse< vector_type > | solver_type |
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typedef AssembledOperator< TAlgebra > | assembled_operator_type |
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typedef TAlgebra | algebra_type |
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typedef TAlgebra::vector_type | vector_type |
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typedef TAlgebra::matrix_type | matrix_type |
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typedef TDomain | domain_type |
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typedef GridFunction< TDomain, TAlgebra > | grid_function_type |
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typedef ITimeDiscretization< TAlgebra > | time_disc_type |
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| SimpleTimeIntegrator (SmartPtr< time_disc_type > tDisc) |
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| SimpleTimeIntegrator (SmartPtr< time_disc_type > tDisc, SmartPtr< grid_function_space_type > spSpace) |
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bool | apply (SmartPtr< grid_function_type > u1, number t1, ConstSmartPtr< grid_function_type > u0, number t0) |
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void | set_derivative (SmartPtr< grid_function_type > udot) |
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SmartPtr< grid_function_type > | get_derivative () |
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number | get_consistency_error () const |
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void | set_banach_space (SmartPtr< IGridFunctionSpace< grid_function_type > > spSpace) |
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void | set_solver (SmartPtr< solver_type > solver) |
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ConstSmartPtr< solver_type > | get_solver () const |
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SmartPtr< solver_type > | get_solver () |
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void | set_dt_min (double min) |
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double | get_dt_min () |
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void | set_dt_max (double max) |
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double | get_dt_max () |
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void | set_reduction_factor (double dec) |
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double | get_reduction_factor () |
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void | set_increase_factor (double inc) |
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double | get_increase_factor () |
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virtual | ~ITimeIntegrator () |
| virtual destructor
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virtual void | init (grid_function_type const &u) |
| init operator depending on a function u
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void | init () |
| init operator
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void | prepare (grid_function_type &u) |
| prepares functions for application
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void | apply (grid_function_type &u1, const grid_function_type &u0) |
| Apply operator.
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void | set_time_step (double dt) |
| Set initial time step.
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double | get_time_step () |
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void | set_precision_bound (double precisionBound) |
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void | set_no_log_out (bool bNoLogOut) |
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| ITimeDiscDependentObject (SmartPtr< time_disc_type > spTimeDisc) |
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SmartPtr< time_disc_type > | get_time_disc () |
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bool | apply_single_stage (SmartPtr< grid_function_type > u1, number t1, ConstSmartPtr< grid_function_type > u0, number t0) |
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bool | apply_multi_stage (SmartPtr< grid_function_type > u1, number t1, ConstSmartPtr< grid_function_type > u0, number t0) |
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bool | hasTerminated (double tCurrent, double tStart, double tFinal) const |
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SmartPtr< IGridFunctionSpace< grid_function_type > > | m_spBanachSpace |
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SmartPtr< grid_function_type > | m_spDerivative |
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number | m_initial_consistency_error |
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SmartPtr< solver_type > | m_spSolver |
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TimeStepBounds | m_dtBounds |
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double | m_dt |
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double | m_lower_tim |
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double | m_upper_tim |
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double | m_precisionBound |
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bool | m_bNoLogOut |
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SmartPtr< time_disc_type > | m_spTimeDisc |
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template<class TDomain, class TAlgebra>
class ug::SimpleTimeIntegrator< TDomain, TAlgebra >
Integrate (a non-linear problem) over a given time interval.
◆ apply()
template<class TDomain, class TAlgebra>
bool ug::SimpleTimeIntegrator< TDomain, TAlgebra >::apply |
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SmartPtr< grid_function_type > | u1, |
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number | t1, |
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ConstSmartPtr< grid_function_type > | u0, |
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number | t0 ) |
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inlinevirtual |
◆ apply_single_stage()
template<typename TDomain, typename TAlgebra>
bool ug::SimpleTimeIntegrator< TDomain, TAlgebra >::apply_single_stage |
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SmartPtr< grid_function_type > | u1, |
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number | t1, |
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ConstSmartPtr< grid_function_type > | u0, |
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number | t0 ) |
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protected |
< contains all solutions compute so far
The documentation for this class was generated from the following files: