Title: Experiments with cartesian mandelbulbs Post by: Schlega on March 14, 2010, 03:26:34 AM I recently tried to define multiplication and division of points in terms of cartesian coordinates. The goal was to extend z*tan(z)+c to a 3-d fractal. That hasn't worked out yet, but I got some interesting results when I was testing my code:
Exponent 2: (http://i624.photobucket.com/albums/tt323/schlega1/fractals/Arterie.png) Exponent 1 calculated as z2/z: (http://i624.photobucket.com/albums/tt323/schlega1/fractals/8div1.png) Exponent 8 calculated as ((z2)2)2: (http://i624.photobucket.com/albums/tt323/schlega1/fractals/mandelbulb.png) Exponent 7 calculated as ((z2)2)2/z): (http://i624.photobucket.com/albums/tt323/schlega1/fractals/mandelbulb8-1.png) Exponent 7 calculated as ((z2)2*z2)*z: (http://i624.photobucket.com/albums/tt323/schlega1/fractals/mandelbulb7.png) Title: Re: Experiments with cartesian mandelbulbs Post by: kram1032 on March 14, 2010, 11:15:53 AM those different variants of 7 are great :D |