Strange Attractor---Luchen

Strange attractor is an important composing theory of chaos, which is used in the ultimate state of evolutionary process with the following characteristics: Ultimate, stability, attraction. Attractor is a mathematical concept that describes the type of convergence of motion. It refers to a set that, when time tends to infinity, all orbits of an unsteady stream starting on any bounded set tend to it, and such a set has a complex geometric structure. Because the strange attractor is inseparable from the chaotic phenomenon, the law of Chaos can be revealed by deeply understanding the properties of the attractor set.
This shows an art image created using strange attractors. Strange attractors usually contain three-dimensional or four-dimensional data, and the images are two dimensions, so it is possible to project strange attractors from different planes into a two-dimensional image.

The original and mathematical formulas are taken from:

Http://chaoticatmospheres.com/125670/1204030/gallery/strange-attractors

Here, the script code that uses its own syntax is used to generate the chaotic image, and the related software is as follows: Ychaos generates chaotic images. If you are interested in a graphic image of students, welcome to join QQ Exchange Group: 367752815.

Script code:

 [scriptlines]u  =-a*b*i/(a+b)-j*k + CV  =a*j + i*kw  =b*k + i*ji  =i+u*TJ  =j+v*tk  =k+w*tx  =iy  =j[variables]a  =-10.000000  Span style= "color: #000000;" >b  =-4.000000  c  =18.100000  i  =1.000000  j  =1.000000  k  =1.000000  t  =0.001000  

Chaotic Image:

Strange Attractor---Luchen