The RΓΆssler system is an adaptation of the Lorentz model, where π, π and π are constant parameters. Considering π = π = 0.2, determine: a) The bifurcation map of the system according to parameter π; b) The format of the strange attractor when the system is not periodic; c) The Lorenz Map for this strange attractor.
-
Notifications
You must be signed in to change notification settings - Fork 0
The RΓΆssler system is an adaptation of the Lorentz model, where π, π and π are constant parameters. Considering π = π = 0.2, determine: \ a) The bifurcation map of the system according to parameter π; \ b) The format of the strange attractor when the system is not periodic; \ c) The Lorenz Map for this strange attractor.
License
lucaszanov/Rossler-system
Folders and files
Name | Name | Last commit message | Last commit date | |
---|---|---|---|---|
Β | Β | |||
Β | Β | |||
Β | Β | |||
Repository files navigation
About
The RΓΆssler system is an adaptation of the Lorentz model, where π, π and π are constant parameters. Considering π = π = 0.2, determine: \ a) The bifurcation map of the system according to parameter π; \ b) The format of the strange attractor when the system is not periodic; \ c) The Lorenz Map for this strange attractor.
Resources
License
Stars
Watchers
Forks
Releases
No releases published
Packages 0
No packages published