Author Topic: Thomas cyclically symmetric oscilator  (Read 729 times)

HSE

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Thomas cyclically symmetric oscilator
« on: October 26, 2019, 09:24:18 AM »
A different chaotic system, very interesting and very simple:
Code: [Select]
dx/dt = -b * x + sin(y)
dy/dt = -b * y + sin(z)
dz/dt = -b * z + sin(x)

It's a little slow. Like before red: slower velocities, blue: faster velocities and green: intermediate.

caballero

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Re: Thomas cyclically symmetric oscilator
« Reply #1 on: October 26, 2019, 06:36:14 PM »
 :thumbsup:
The brilliant point is a good effect
The logic of the error is hidden among the most unexpected lines of the program

daydreamer

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Re: Thomas cyclically symmetric oscilator
« Reply #2 on: October 27, 2019, 03:50:27 AM »
A different chaotic system, very interesting and very simple:
Code: [Select]
dx/dt = -b * x + sin(y)
dy/dt = -b * y + sin(z)
dz/dt = -b * z + sin(x)

It's a little slow. Like before red: slower velocities, blue: faster velocities and green: intermediate.
very nice and cool,don't mind its speed,you can enjoy it more in slow :thumbsup:
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HSE

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Re: Thomas cyclically symmetric oscilator
« Reply #3 on: October 27, 2019, 07:10:26 AM »
The brilliant point is a good effect

 :biggrin:  It can be improved, I think.


you can enjoy it more in slow :thumbsup:

That is the idea  :thumbsup:

Siekmanski

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Re: Thomas cyclically symmetric oscilator
« Reply #4 on: October 27, 2019, 10:42:54 AM »
Cool Attractor.  :thumbsup:
Creative coders use backward thinking techniques as a strategy.