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Heidelberg Educational Numerics Library Version 0.27 (from 15 March 2021)
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Go to the source code of this file.
Classes | |
| class | hdnum::ImplicitRungeKuttaStepProblem< M > |
| Nonlinear problem we need to solve to do one step of an implicit Runge Kutta method. More... | |
| class | hdnum::RungeKutta< M, S > |
| classical Runge-Kutta method (order n with n stages) More... | |
Functions | |
| template<class M , class S > | |
| void | hdnum::ordertest (const M &model, S solver, typename M::number_type T, typename M::number_type h_0, int l) |
| Test convergence order of an ODE solver applied to a model problem. | |
@general Runge-Kutta solver
| void hdnum::ordertest | ( | const M & | model, |
| S | solver, | ||
| typename M::number_type | T, | ||
| typename M::number_type | h_0, | ||
| int | l ) |
Test convergence order of an ODE solver applied to a model problem.
| M | Type of model |
| S | Type of ODE solver |
| model | Model problem |
| solver | ODE solver |
| T | Solve to time T |
| dt | Roughest time step size |
| l | Number of different time step sizes dt, dt/2, dt/4, ... |