libode/ode__rk__4_8h_source.html

#ifndef ODE_RK4_H_

#define ODE_RK4_H_


#include "ode_adaptive.h"

#include "ode_rk.h"

#include "ode_erk.h"


namespace ode {


class OdeRK4 : public OdeAdaptive, private OdeRK, private OdeERK {


    public:


        OdeRK4 (unsigned long neq);


    private:

        //take a time step

        void step_ (double dt);

        //coefficents of tableau

        double c2, a21,

               c3,      a32,

               c4,           a43,

                    b1,  b2,  b3,  b4;

};


} // namespace ode


#endif

ode::OdeAdaptive
Base class implementing solver functions with adaptive time steps.
Definition ode_adaptive.h:30

ode::OdeERK
Base class providing space for temporary solutions moving through RK stages.
Definition ode_erk.h:9

ode::OdeRK4
The classic Runge-Kutta 4th order method.
Definition ode_rk_4.h:16

ode::OdeRK4::OdeRK4
OdeRK4(unsigned long neq)
constructs
Definition ode_rk_4.cc:7

ode::OdeRK
Provides space for stage slope values, an array of arrays for k values.
Definition ode_rk.h:9

ode
Definition ode_adaptive.cc:5

ode_adaptive.h

ode_erk.h

ode_rk.h