Check it out here : https://murf-y.github.io/Attractors-Simulation/
An attractor is a set of states toward which a system tends to evolve for a wide variety of starting conditions of the system. System values that get close enough to the attractor values remain close even if slightly disturbed.
More info : https://en.wikipedia.org/wiki/Attractor
- Lorenz Attractor
- Halvorsen Attractor
- Three Cells CNN Attractor
- Newton Leipnik Attractor
- Aizawa Attractor
- Arneodo Attractor
- Burke Shaw Attractor
- Finance Attractor
- Rucklidge Attractor
- Sprott Linz A Attractor
- Sprott Linz E Attractor
- Sprott Linz J Attractor
- Sprott Linz L Attractor
- Sprott Linz R Attractor
- Sprott Linz S Attractor
- Thomas Attractor
- Yu Wang Attractor
- Zhou Chen Attractor
- Multi Sprott Attractor
- Select the attractor you want to use.
- Select custom properties for the attractor.
- Watch it go.
- Density : Represents the density of the lines in the attractor.
- Color : Each time you refresh the page or change a property, the color of the attractor will change.
- Speed : Represents the speed of the evaluation attractor.
- #Path : Represents the number of points that will used to draw the attractor.
- Rotation : Represents the speed of rotation of the attractor.
I used javascript canvas context2d to draw the attractors.
