Fractals16 of 113
Rössler attractor
Otto Rössler, 1976
Rössler wanted the simplest flow that could be chaotic: one nonlinear term. The path spirals outward on a flat disc, then lifts, folds over and drops back near the centre, like a baker folding dough.
ẋ = −y − z, ẏ = x + ay, ż = b + z(x − c); a = b = 0.2, c = 5.7
On mathcurve.com as Attracteur de Rössler