RÖSSLER_ATTRACTOR
CHAOTIC_SYSTEM_VISUALIZATION // MODULE_09
SYSTEM_PARAMETERS
0.200
0.200
5.70
dx/dt = -y - z
dy/dt = x + a·y
dz/dt = b + z(x - c)
LIVE_RENDER // THREE.JS
DATA_LOG: RÖSSLER_SYSTEM
The Rössler attractor is a system of three non-linear ordinary differential equations originally studied by Otto Rössler in the 1970s. Unlike the Lorenz attractor's butterfly shape, the Rössler attractor has a continuous band structure with a characteristic scroll pattern when viewed from certain angles, making it one of the simplest continuous dynamical systems that can exhibit chaotic behavior.