🧪 Lorenz
This simulation models the famous Lorenz attractor, a system of three differential equations that demonstrates chaotic behavior. By adjusting parameters like initial conditions and damping, you can observe how seemingly small changes lead to dramatically different trajectories, illustrating the core principles of chaos theory.
⚙ Under the hood
This simulation models the famous Lorenz attractor, a system of three differential equations that demonstrates chaotic behavior. By adjusting parameters like initial conditions and damping, you can observe how seemingly small changes lead to dramatically different trajectories, illustrating the core principles of chaos theory.
Lorenz AttractorChaos Theory
2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install