Module ode 

ODE solvers — Euler, RK4, RK45 (adaptive), implicit, symplectic methods.

Structs

CustomOde

Custom ODE from a closure.

HarmonicOscillator

Simple harmonic oscillator: x’’ + ω²x = 0.

LorenzSystem

Lorenz attractor: dx/dt = σ(y-x), dy/dt = x(ρ-z)-y, dz/dt = xy-βz.

OdeSolver

ODE solver with configurable method and step control.

OdeState

State vector for an ODE system.

RosslerSystem

Rossler attractor.

VanDerPol

Van der Pol oscillator: x’’ - μ(1-x²)x’ + x = 0.

Enums

OdeMethod

ODE integration method.

Traits

OdeSystem

An ODE system dy/dt = f(t, y).