#include <deal.II/base/time_stepping.h>

Inheritance diagram for TimeStepping::TimeStepping< VectorType >:

Classes
struct	Status

Public Member Functions
virtual	~TimeStepping ()=default

virtual double	evolve_one_time_step (std::vector< std::function< VectorType(const double, const VectorType &)>> &F, std::vector< std::function< VectorType(const double, const double, const VectorType &)>> &J_inverse, double t, double delta_t, VectorType &y)=0

virtual const Status &	get_status () const =0

Detailed Description

template<typename VectorType>
class TimeStepping::TimeStepping< VectorType >

Abstract class for time stepping methods. These methods assume that the equation has the form: \( \frac{\partial y}{\partial t} = f(t,y) \).

Definition at line 96 of file time_stepping.h.

Constructor & Destructor Documentation

◆ ~TimeStepping()

template<typename VectorType >

virtual TimeStepping::TimeStepping< VectorType >::~TimeStepping ( )

virtualdefault

Virtual destructor.

Member Function Documentation

◆ evolve_one_time_step()

template<typename VectorType >

virtual double TimeStepping::TimeStepping< VectorType >::evolve_one_time_step	(	std::vector< std::function< VectorType(const double, const VectorType &)>> &	F,
		std::vector< std::function< VectorType(const double, const double, const VectorType &)>> &	J_inverse,
		double	t,
		double	delta_t,
		VectorType &	y
	)

pure virtual

Purely virtual function. This function is used to advance from time t to t+ delta_t. F is a vector of functions \( f(t,y) \) that should be integrated, the input parameters are the time t and the vector y and the output is value of f at this point. J_inverse is a vector functions that compute the inverse of the Jacobians associated to the implicit problems. The input parameters are the time, \( \tau \), and a vector. The output is the value of function at this point. This function returns the time at the end of the time step.

Implemented in TimeStepping::RungeKutta< VectorType >.