Take a look at spiral.fnargs.com - it's a plotter for the function that generates the Mandelbrot fractal:
z <- z2 + c
These are some of the images it generates:
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv7yhT5QDOUJNXMDAIfrrk61mVovQNLlmc8iMcJyJR-nO1HvvTapZrI7rMSmJdi3vs9ACL4wIRGTEwlYDgDtuD9r7ursULf9Kovx9u_-_vL_xnWZ4nmBvJ69V_M2sq1rkeFGvzFh4RZU_G/s400/8-arm-exploded.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCKq_J1mNq_K2UgdyNll51zkeaQxRDl_PHUIkEaDdhUunpx6HAFaHjgL91T2yt9JZqgC3PAR7D4tfYBbaDMkBHHlbt2i5CByS6Ts6VEHiLRXGBwKizbEEwQwdF3MdwshaRZpfzYPBepiFt/s400/7-petal-flower.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCT6ircxxbT6ivSCnTWpUB9Qijd3-o-QVIN6Kdyo6lUq5hjfKuZD1lUBfBo2FpfNRlcNGrQY-2UlWAApktSgDCtpFPEEFHhBBfveYEHcUCMGiGyBOWy23HmZw3Vvsr4nYmTpiJUHKVYGGf/s400/4-arm-tight.png)
It's written in arc, using rainbow (in order to access java's image libraries; it could also be done using shell calls to ImageMagick from arc3).
Enjoy.
1 comment:
Hi. What means plt here :
(def plot (plt c)
Is it a funtion ??
(apply plt (complex-parts z))
Regards
Adam
Post a Comment