Hans H. Diebner's Research
The Lorenz attractor
Bifurcation parameter b = 2.66 (use slider to control)
Period-2-Orbit
Period-4-Orbit
Chaos (Period-infinity, i.e. a-periodic)
Short description of the Lorenz system
The Lorenz system obeys the set of differential equations
dx/dt = 10(y - x)
dy/dt = x(28 - z) - y
dz/dt = xy - bz
The form of the solution of the differential equation (trajectories) depends on the constant value of the control parameter b.
dy/dt = x(28 - z) - y
dz/dt = xy - bz
Thanks to three.js