[4K] Double Wing Chaotic Attractor | Butterfly Effect | Chaos Theory

A double wing chaotic attractor from autonomous nonlinear system of Wang Sun as described int he reference below.
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A 3-D four-wing attractor and its analysis Zenghui Wang, Yanxia Sun, Barend Jacobus van Wyk, Guoyuan Qi and Michael Antonie van Wyk Brazilian Journal of Physics, vol. 39, no. 3, September, 2009
http://www.sbfisica.org.br/bjp/files/v39_547.pdf
http://www.3d-meier.de/tut19/Seite99.html

Here are the initial conditions used for the solution shown:
Initial condition 1: (1, 1, 1 )
Initial condition 2: (1, 1,1.03)
Here are some links to other attractors that I animated.

Four Wing, Wang Sun : https://youtu.be/Agx8LsMmokA

Sprott Linz F : https://youtu.be/oYWJplOlN_w

Sprott-Linz D : https://youtu.be/4WYwmwFQBDM

Aizawa attractor : https://youtu.be/wFpQ0fiMGeI

TSUCS1 attractor : https://youtu.be/wjfD3xPEWQ8

TSUCS2 attractor : https://youtu.be/XJQma1JzaV4
Since Lorenz found the first chaotic attractor in a smooth three-dimensional autonomous system, later chaotic attractors were developed, for example the Rossler system, the Sprott system, the Chen system, the Lu system, the generalized Lorenz system family, and the hyperbolic type of the generalized Lorenz canonical form. Here one of such attractor is shown in this video.
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#NonlinearSystem|#ChaoticSystem #ButterflyEffect| thinkeccel

Видео [4K] Double Wing Chaotic Attractor | Butterfly Effect | Chaos Theory канала thinkeccel