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u(t) is called 60 times per second. t: Elapsed time in seconds. S: Shorthand for Math.sin. C: Shorthand for Math.cos. T: Shorthand for Math.tan. R: Function that generates rgba-strings, usage ex.: R(255, 255, 255, 0.5) c: A 1920x1080 canvas. x: A 2D context for that canvas.
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remix of d/2238 by u/aemkei

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  • progressive trance planet
  • u/sfz
    Morten Granau works love it

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  • u/sfz
    mmmm... spinny hyperdonut... drooool
  • u/donbright
    fun fact.. i spent the most hours on this dweet and it has the lowest score of all my dweets lol
  • u/codeslaw
    It's dope!

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  • No Sine or Cosine were harmed in the making of this demo. It is not random - and if it runs long enough it should theoretically become a still image
  • u/sfz
    Those ripples are tripping me out
  • u/donbright
    note to future self - this varies from x*x + y*Y to x*x-y*y (circle to hyperbola) by using the rational parameterization of the circle with one variable parameter, where (1-t**2)/(1+t**2) is an alternate to cosine and 2t/(1+t**2) is an alternate to sine. (or vice versa i forget lol)
  • u/magna
    Awesome!
  • u/z3vin
    So cool

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remix of d/2001 by u/jonbro

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  • remixing jonbro and netgrind 's use of color in circle / square style patterns. added some hyperbolas. longer you stare at this the weirder the patterns get - it doesnt' repeat for quite a long time

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remix of d/1969 by u/jes5199

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  • animating some of jes5199 's circles-and-squares -ish patterns.

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remix of d/1871 by u/walsh9

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  • basic Ford's Circles (sort of like Apollonian Circle Packing but every circle touches the floor, or here, the ceiling)

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  • As with 1857 this is an attempt to show the relation between Binary Quadratic Forms and the Circles and Squares pseudo fractal and Moiré pattern. This takes the basic ingredients of the Quadratic Form, x*x, y*y, and 2*x*y, and mixes them together, but slowly varies the amount of each ingredient over time with the Sine function. It is possible to see how all variations of the Quadratic Form result in similar patterns, transitioning from crcles to ovals to hyperbola patterns. Inspiration from this site and NJ Wildberger's rational geometr, Paul Bourke's http://paulbourke.net/fractals/circlesquares/ and Santiago Zubeta

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