LorenzL:

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Lorenz chaotic generator

Source: Chaos.sc

A strange attractor discovered by Edward N. Lorenz while studying mathematical models of the atmosphere. The system is composed of three ordinary differential equations:

x' = s * (y - x) y' = x * (r - z) - y z' = x * y - b * z

The time step amount `h`

determines the rate at which the ODE is evaluated. Higher values will increase the rate, but cause more instability. A safe choice is the default amount of 0.05.

freq |
Iteration frequency in Hertz |

s |
Equation variable |

r |
Equation variable |

b |
Equation variable |

h |
Integration time step |

xi |
Initial value of x |

yi |
Initial value of y |

zi |
Initial value of z |

mul | |

add |

helpfile source: https://github.com/supercollider/supercollider/tree/3.13/HelpSource/Classes/LorenzL.schelp

link::Classes/LorenzL::

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