Burke-Shaw

3-D flow · #burkeshaw
Burke-Shaw drawn by chaosrack
Burke-Shaw
Burke-Shaw, animated
animated
The parameter knobs for Burke-Shaw
parameters

Burke-Shaw Attractor — Introduced by Bill Burke and Robert Shaw, this system exhibits chaotic behavior with a distinctive two-winged structure. It arises from the study of nonlinear dynamics and produces complex trajectories confined to a compact region of phase space.

dx/dt = −S(x + y)
dy/dt = −y − Sxz
dz/dt = Sxy + V
Open Burke-Shaw in chaosrack →

It opens running, on the model selector, with its own knobs. Rotate it by dragging, zoom with the wheel, and turn the parameters to see what the figure does when the system changes.

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