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Welcome to Fractal Forums > Fractal Software > 3D Fractal Generation > Mandelbulber > Mandelbulber Gallery > mandelbulber Gallery of Torolf Sauermann
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Author Topic: mandelbulber Gallery of Torolf Sauermann  (Read 4724 times)
Description: mandelbulber Gallery of Torolf Sauermann
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jotero
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« Reply #15 on: December 01, 2010, 11:24:58 AM »
Quote from: Trifox on November 30, 2010, 09:57:30 PM
some of the image have amazing ptoential for big sized prints, but i think many of them lack a really good perspective, e.g. centering of interesting objects,
good outlook, there are soo amazingly interesting structures, and for example this image looks like a massive gateway
http://www.jotero.com/bilder/mandelbulber/mandelbulber_25_11_2010_06_sauermann.jpg
but, with a little changed camera perspective, the impact would be a little larger, in my eyes...

yes a view is always available!
http://www.jotero.com/bilder/mandelbulber/mandelbulber_25_11_2010_15_sauermann.jpg

ciao
torolf
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jotero
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« Reply #16 on: December 02, 2010, 03:59:58 PM »
hello all smiley

it's incredible what you can find everything! mandelbulber 0.97


Larger
http://www.jotero.com/bilder/mandelbulber/mandelbulber_25_11_2010_17_sauermann.jpg



Langer
http://www.jotero.com/bilder/mandelbulber/mandelbulber_25_11_2010_18_sauermann.jpg

ciao
torolf
« Last Edit: December 02, 2010, 05:16:19 PM by jotero » Logged
Tglad
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« Reply #17 on: December 03, 2010, 12:08:14 AM »
The first pic in the last post is a shell, each big dip has several smaller dips inside it, which have smaller dips again etc.
The second pic is awesome, and nice colours too.
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hobold
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« Reply #18 on: December 03, 2010, 11:41:47 AM »
If you want to structure rotations such that they are commutative, you can borrow physics' rules for momentum. A momentum is a vector that originates in the center of mass and points along the axis around which a rotational force is applied. The length of the vector represents the strength of that force. Whenever more than a single momentum affect a mass, they add commutatively just like vectors.

I have no idea if this would make for a good UI or good fractal imagery, though.
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Buddhi
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« Reply #19 on: December 06, 2010, 09:50:32 PM »
Great images Jotero!

Quote from: bib on November 30, 2010, 10:38:50 AM
Rotations do exist in Mandelbulb3D. Just select an amazing box as the first formula, and _Rotate as the second one.

As far as I understood, a rotation is simply.....a rotation ! for the current iteration, the point is rotated around each axis by the assigned angle in degrees.

By the way, I think that rotations are not commutative in 3D. So I don't know exactly in what order they are processed.

In Mandelbulber, buddhi talked about rotating angles of the folding planes, which is not the same thing as the _Rotate function in M3D I think, but it gives very similat results in essence (spirals...)

I might be totally misinterpreting smileysmiley

About rotations, in Mandelbulber there are two possibilities to add rotations to Mandelbox. You can add very simple rotation of actual iteration around the origin. You can also rotate each folding plane separately. Results are similar, but rotations of folding planes give more possibilities.
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My fractal gallery: http://krzysztofmarczak.deviantart.com
fractal animations: http://www.youtube.com/user/xlace
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bib
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At the borders...


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« Reply #20 on: December 06, 2010, 10:10:14 PM »
Quote from: Buddhi on December 06, 2010, 09:50:32 PM
About rotations, in Mandelbulber there are two possibilities to add rotations to Mandelbox. You can add very simple rotation of actual iteration around the origin. You can also rotate each folding plane separately. Results are similar, but rotations of folding planes give more possibilities.

OK, thanks for clarifying.
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Between order and disorder reigns a delicious moment. (Paul Valéry)
jotero
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« Reply #21 on: January 31, 2011, 09:27:35 AM »
hello all,

fractal fungus wink


ciao
torolf
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jotero
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« Reply #22 on: February 01, 2011, 01:44:13 PM »
hello all,

What you see, it's not there!  embarrass


ciao
torolf
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jotero
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« Reply #23 on: February 03, 2011, 12:19:32 PM »
hello all  cheesy

For the passions of the sighted.
http://www.jotero.com/bilder/mandelbulber/fractal_fungus_01G_2011.jpg
2,390px × 1,793px

ciao
torolf
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jotero
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« Reply #24 on: February 04, 2011, 09:29:19 AM »
hello all smiley

stereoscopic rot/cyan




Original image :*)
http://www.jotero.com/bilder/mandelbulber/image00011.jpg

3D TV and holographic http://www.rabbitholes.com is possible wink

ciao
torolf
« Last Edit: February 04, 2011, 10:03:04 AM by jotero » Logged
jotero
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« Reply #25 on: November 18, 2011, 09:50:08 AM »
Hello all,

I'm still excited about mandelbulber  embarrass


ciao
torolf
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DarkBeam
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Fragments of the fractal -like the tip of it
« Reply #26 on: November 06, 2016, 11:07:38 PM »
Beautiful images and very anticipative. smiley That was 2010...
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No sweat, guardian of wisdom!
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