FLUXCADE
Alpha
All Tools

System Parameters

10.00
28.00
2.67
1.00
800
1.50

Info

Lorenz Attractor

Chaotic 3D dynamical system with butterfly trails.

MATH
Added2026-03-02 00:00 UTC
Updated2026-03-02 00:00 UTC

Instructions

Lorenz Attractor — a chaotic 3D dynamical system discovered by Edward Lorenz in 1963.

dx/dt = σ(y − x)
dy/dt = x(ρ − z) − y
dz/dt = xy − βz

Adjust σ, ρ, and β to explore different chaotic regimes. The classic "butterfly" appears at σ=10, ρ=28, β=8/3.

Discover

3D Paint Pendulum thumbnail
3D Paint Pendulum
Realistic 3D pendulum paint spill simulator.
Optics Lab thumbnail
Optics Lab
Interactive 3D optics, lasers, and prisms sandbox.
Block Impossible thumbnail
Block Impossible
Procedurally generated randomized block stacking game in 3D.
Pixel Painter thumbnail
Pixel Painter
Grid-based pixel art editor with brush, fill, eyedropper, and palette controls.
Fourier Series thumbnail
Fourier Series
Drawing with epicycles.