View Source API Reference Integrator v0.1.2
Modules
A library for solving non-stiff ordinary differential equations (ODEs).
Integrates a set of ODEs with an adaptive timestep.
The results of the computation of an individual Runge-Kutta step
Integrates multiple simulations that are tied together somehow, such as a bouncing ball
in the ballode.m
example.
Finds the roots (i.e., zeros) of a non-linear equation.
Based on fzero.m
from Octave.
A behaviour that Runge-Kutta algorithms must implement. Currently, Integrator.DormandPrince45
and Integrator.BogackiShampine23
implement this behaviour.
Bogacki-Shampine method of third order. For the definition of this method see Wikipedia
Integrates and interpolates a system of ODEs with a given initial condition x
from t
to t + dt
with the Dormand-Prince method. For the definition of this method see
Wikipedia.
Functions to be used in testing
Various utility functions used in Integrator