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template<typename ArrayType , typename Derivs , typename Stepper = decltype(runge_kutta::odeStepper<ArrayType,Derivs>)> |
void | flexiblesusy::runge_kutta::integrateOdes (ArrayType &ystart, double from, double to, double eps, double h1, double hmin, Derivs derivs, Stepper rkqs=runge_kutta::odeStepper< ArrayType, Derivs >, int max_steps=400) |
| Organises integration of 1st order system of ODEs.
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template<typename ArrayType , typename Derivs > |
double | flexiblesusy::runge_kutta::odeStepper (ArrayType &y, const ArrayType &dydx, double &x, double htry, double eps, const ArrayType &yscal, Derivs derivs, int &max_step_dir) |
| organises the variable step-size for Runge-Kutta evolution
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template<typename ArrayType , typename Derivs > |
void | flexiblesusy::runge_kutta::rungeKuttaStep (const ArrayType &y, const ArrayType &dydx, double x, double h, ArrayType &yout, ArrayType &yerr, Derivs derivs) |
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double | flexiblesusy::runge_kutta::anonymous_namespace{rk.hpp}::sign (double a, double b) noexcept |
| Returns |a| with sign of b in front.
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Integration of ODEs by Runge-Kutta.
- Author
- Ben Allanach, Alexander Voigt
The implementation of the Runge-Kutta routines have been derived from SOFTSUSY [hep-ph/0104145, Comp. Phys. Comm. 143 (2002) 305].
Definition in file rk.hpp.