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Published: 2013-02-25 18:20:43 +0000 UTC; Views: 660; Favourites: 29; Downloads: 10
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Description
Download for 1960x1470 resolutionThis is a 3D cross section of the 6 dimensional Quartic parameter space
Which 3 axis' are plotted and which 3 axis' are pointing into the 4th, 5th, and 6th spatial dimensions? At which positions at the plotted axis is the this fractal sliced and how is this slice rotated? Well, I leave to the reader to run the parameter file below and look after
Software: Ultra Fractal.
Formula: Quartic Parameterspace3 in the sp3-module written by my dear friend Greenseng here at DeviantART. All his modules, as well as mine can be downloaded from here.
Below the parameter file Play and have fun
ExplodingPretzel {
fractal:
title="Exploding Pretzel" width=640 height=480 layers=1
credits="Ingvar Kullberg;2/24/2013"
layer:
caption="Background" opacity=100 method=linear
mapping:
center=-0.206504675/-0.1689084225 magn=0.85214379
formula:
maxiter=250 percheck=off filename="spr.ufm" entry="Raytrace2"
p_maxiter=100 p_bailout=4.0 p_precision=10
p_Formula="Quartic Parameterspace" p_Fourth__Dimension=b_imag
p_Plotted_Space="a_real; a_imag; b_imag" p_Fourth_Dimension=Zk
p_Fourth_Dim=C_imag p_Fourth__Dim=Ck p_view=no p_MSet=Union
p_QMSet=Union p_init_zri=0/0 p_init__zri=0.5/0.0 p_init_zjk=0.0/0.0
p_init__zjk=0.0/0.0 p_cri1=-0.7/0.0 p_cjk1=0.0/0.0 p_cri2=-0.7/0.0
p_cjk2=0.0/0.0 p_cri3=-0.7/0.0 p_cjk3=0.0/0.0 p_bri=0.0/0.0
p_bjk=0.0/0.0 p_xrot=-20 p_yrot=10 p_zrot=50 p_localrot=no
p_lightx=4.0 p_lighty=1.0 p_lightz=4.0 p_a_real=0.4 p_a_imag=0.0
p_b_real=0.3 p_b_imag=0.0 p_c_real=0.8 p_c_imag=0.05 p_fourthdim=0.0
p_zcenter=0 p_zlength=4 p_zpixels=640 p_touchscreen=yes
p_Coloring=Raytrace2.ucl p_Background=Floating
p_Gradient="One Gradient" p_Cubic_Gradient="One Gradient"
p_Quartic_Gradient="Four Gradients"
inside:
transfer=none
outside:
transfer=linear filename="spr.ucl" entry="Raytrace2"
gradient:
smooth=no index=0 color=0 index=82 color=2369561 index=94
color=12764106 index=100 color=0 index=186 color=692460 index=199
color=16117728 index=200 color=0 index=292 color=4351 index=300
color=12713942 index=301 color=7667712 index=357 color=2752512
index=399 color=16777215
opacity:
smooth=no index=0 opacity=255
}
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Comments: 25
Pen-and-mouse [2013-03-13 19:25:36 +0000 UTC]
Your titles are just as awesome as your fractals.
π: 0 β©: 1
FractalMonster In reply to Pen-and-mouse [2013-03-13 21:48:14 +0000 UTC]
Thanks you so much Good titles may often be one of the real difficulties
π: 0 β©: 1
Pen-and-mouse In reply to FractalMonster [2013-03-15 11:14:20 +0000 UTC]
I know what you mean! But you're doing really well.
π: 0 β©: 1
FractalMonster In reply to alanosh [2013-03-10 12:28:50 +0000 UTC]
Yeah, thank you so much
π: 0 β©: 0
FractalMonster In reply to Don64738 [2013-03-07 16:24:25 +0000 UTC]
Titles are often one of the tricky things in publishing good fractals
π: 0 β©: 1
Oshiruko [2013-02-26 21:18:36 +0000 UTC]
It looks very interesting! I donΒ΄t know anything abot fractals, but itΒ΄s kinda fascinating *u*
π: 0 β©: 1
FractalMonster In reply to Oshiruko [2013-02-26 21:40:25 +0000 UTC]
it IS interesting Fractal geometry is the math of the new science of chaos and complexity
Below some recycled info about fractals:
First: Check out the zoom sequences (only images) from page 4 in the pdf's [link] and [link] . The end motives are my deviations [link] and [link]
Second: In my journal [link] you have some links to short cool fractal animations I stumbled over at YouTube
Third: If you wanna try some free simple fractal software, go to my journal [link] . You don't need to know the math behind
Fourth: Wikipedia has a nice site [link]
Fifth: Maybe you would appreciate my "Chaotic series of fractal articles" [link] if you have a little theoretical interest
Hope you don't feel spammed
π: 0 β©: 0
FractalMonster In reply to teddybearcholla [2013-02-26 11:43:43 +0000 UTC]
Thank you Barbara
π: 0 β©: 1
teddybearcholla In reply to FractalMonster [2013-02-26 14:00:02 +0000 UTC]
Welcome Ingvar!
π: 0 β©: 0
JarshaNighhow [2013-02-25 21:36:25 +0000 UTC]
hmm... really look like a pretzel. I became hungry ^_^
π: 0 β©: 1
FractalMonster In reply to JarshaNighhow [2013-02-25 21:42:26 +0000 UTC]
Ooh, I forgot the sugar
π: 0 β©: 0
quasihedron [2013-02-25 21:26:34 +0000 UTC]
Someone is messing up their knitting supplies!
Well done!
π: 0 β©: 1
quasihedron In reply to FractalMonster [2013-02-25 21:38:50 +0000 UTC]
You are most welcome!
π: 0 β©: 0
FractalMonster In reply to serendipitousfuss [2013-02-25 20:06:21 +0000 UTC]
thank you so much
π: 0 β©: 0
FractalMonster In reply to vitadacani [2013-02-25 18:38:30 +0000 UTC]
The title was the last difficulty in this one (and in may others of my fractals)
Than you
π: 0 β©: 0