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Author Topic: Awesome z^2 3d Mandelbrot (update: top shot has awesome details to explore)  (Read 2199 times)
Description: This one has a nice 2d Mandelbrot cross section and awesome fractal details
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M Benesi
Fractal Schemer
Posts: 1075

« on: September 25, 2010, 06:31:31 AM »

  This is a 3d complex triplex absolute value modification... and it's got some nice.. very nice structures.  It has the classic 2d z^2 Mandelbrot cross section, although because of the y axis interaction with the z axis (at z=0*) there is only one (which is to be expected, and it definitely benefits the fractal as it has additional details to explore due to this fact).  

  * At z=0, for    complex_2 = (y + i z)^2 + pixel y + i pixel z   you end up with a new y component of -z^2 after one iteration which influences the whole calculation.  

Click on the images for full size new window.

  Here it is, straight on.  Back (elephant valley) side coming up next (update: down below), then a top shot later (update:down below).

  Here it is from the front, followed by a zoom on the top of this front view next to the back side (below).

Front side top followed by the back side:  
« Last Edit: September 26, 2010, 06:47:06 AM by M Benesi » Logged

M Benesi
Fractal Schemer
Posts: 1075

« Reply #1 on: September 26, 2010, 06:53:49 AM »

Click on the images for full size window

  All of these are different locations, just quick zooms into various locations of the fractal.




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