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Published: 2015-01-10 14:06:52 +0000 UTC; Views: 5362; Favourites: 54; Downloads: 553
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Description
Okay, so after a 12 hour long brute force writing spree, I've finally finished a very important long term goal of putting out my tutorial on spherical variations.Why would I write a tutorial on how to use spherical variations? Probably because they completely confused me for the first 4 years I worked with them, and still confuse me a little bit sometimes. However, I put a lot of effort into trying to understand and explain how they work, and how you can use this fantastic variation to great effect.
This tutorial is in MS word format, and is a whopping 28 pages in length. It contains the culmination of all my understanding of spherical variations and how to use them. In this tutorial I not only provide as detailed an explanation as I can about how to make some of the most interesting spherical variation fractals, but I also provide you with the parameters I used to make some of my best pieces, including my first daily deviation.
No holds barred, I went all out on this. I'm sure there are a few typos, and I'll try to improve it with updated versions in the future. In the meantime, please let me know if it is useful to you, or if I've made any mistakes. I'm always happy to answer questions.
Beginners will struggle with this tutorial, but my hope is that even advanced Apophysis users can learn a few useful things. My work is largely auto-didactic, so hopefully there is something genuinely new to the community in this.
All of the images I have used in this I created using apophysis, except a graph that I needed to use powerpoint for. *cough*
I am always glad to be a member of the DA fractal community. You guys are awesome!
Edit: Version 1.1
I fixed a couple glaring typos.
Edit: Version 1.2 In Progress - stay tuned
This edit is not yet finished, but will include better fundamental information regarding how the variation works. This is particularly relevant when the transform it occupies is not compounding upon itself, but also helps explain some of the behavior observed in this tutorial.
Related content
Comments: 14
brookville [2019-10-16 06:35:13 +0000 UTC]
is anything attached to the zip link? - I get no response and and an oops when I copy the link
👍: 0 ⏩: 2
UniversalKinase In reply to brookville [2019-10-17 01:53:10 +0000 UTC]
Yes, there is supposed to be, and has been in the past, let me double check to see if something has somehow gone wrong.
👍: 0 ⏩: 0
brookville In reply to brookville [2019-10-16 06:39:05 +0000 UTC]
never mind sometimes my browser is whacked
👍: 0 ⏩: 1
UniversalKinase In reply to brookville [2019-10-17 01:55:37 +0000 UTC]
Ah, good.
I hope that it's a useful tutorial to you.
It's not perfect, and it's more about conceptual understanding that super-technical understanding, but I tried to convey the results of a number of experiments I did.
If you have any questions, please let me know.
👍: 0 ⏩: 1
brookville In reply to UniversalKinase [2019-10-20 16:26:18 +0000 UTC]
no it's great - my browser is having problems for some reason - maybe I need to upgrade it - you stuff did download eventually and I went through it - thanks
👍: 0 ⏩: 0
Lady-Compassion [2015-01-14 08:52:12 +0000 UTC]
Awesome and thanks for sharing your knowledge with us...I think this will significantly help me in understanding the nature of spherical.
👍: 0 ⏩: 0
pillemaster [2015-01-11 16:09:36 +0000 UTC]
very nice tutorial thank you for the work!
i have an amendment:
the spherical transform acts as a mirror, reflecting everything at a circle of radius=1 ... from inside to outside and verse vice.
in the result the center on the circle becomes a point in infinity and points in infinity will be moved to the center.
here is an example
9FA684BBC19FCECFB0E2E0BAF1E8C7FEF2CCFFF3D9FCF4DF
FDF6E3F9F3E3FBF4E1F9F0D3F2E8C4E9DDB7E7DAB0E4D9AC
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A5AF8D959C7A7D8F677281605F725445593E37443A2C2C2E
1F0F191103140F02130B00110900110C01110D021214020E
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3513144A18116F371C753A187E522B917C51ADA577C0BD94
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E1D9B2E5D7B2E7D8B7E9DABBE6DBBFEFDFC5F1E6C6F5ECCB
F5EDC9F1E7C3E6E1BBD6D6B4D2D3B3CCCCAABAC09EADA983
90886373845A69785B6C5F3F6F482B63452365331A3F2914
271C1821101A1A081426101C3C281F583F386C5424A67621
AF8338BFA548CCB737A79B49A69A66B3A578CDBC6ED2BB75
CCBD96D8C99EDDD596E3BE7AD5B457AA7D209E6F2189582D
8754126F50108254237E61437B76586E7F5F687557647457
515F48475442343935252122280F15220D1627131F343933
3F4D3E56644B6C7F63A19C74C3B588D5C69DDCD4A6DFD1AE
E3D6B3E1D6B6E2D8B5E6D8B5EDDFBCEFE2BFEFE3BDE8DAB7
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9B926B917F5B9B7342B16D24A97635917C4F728160899A76
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6249204F4430404B3D5E5E46758060A4A07BDBD1ADBABB9C
100314130014100116150A18261C1B2F342E394038434F41
4759435B6B505E7C566C7B5C7083638E9C78A9B18AA7B290
A5AF8D959C7A7D8F677281605F725445593E37443A2C2C2E
1F0F191103140F02130B00110900110C01110D021214020E
2701003A1014481514662D0F74361D6C3A213E2B1A2E1A1C
3513144A18116F371C753A187E522B917C51ADA577C0BD94
C7C3A0DECEACE6D7B0EADAB6EDDEB7F7E0AAEDDE9BF1DB92
E2D6A2D8CCA2C6C49EAFB5919AA885768C686F8561849068
👍: 0 ⏩: 1
UniversalKinase In reply to pillemaster [2015-01-12 03:46:59 +0000 UTC]
Thank you so much! In the back of my mind, I thought I was missing something, and you've illustrated it perfectly here.
This is a fundamental property of spherical variations that I didn't discuss, and you're right that it should be added.
I would like to ask you something.
Would it be alright if I add what you've stated here (and a little bit of my own observations once I play around with this a bit more) along with these parameters to a 3rd section of the tutorial where I fully cite you for your contribution?
I will add a section to the artist comment stating your contribution as well.
Let me know if that would be okay with you, and I'll make the change as soon as I can.
Thanks for your help, and I really appreciate it.
👍: 0 ⏩: 1
pillemaster In reply to UniversalKinase [2015-01-12 20:45:50 +0000 UTC]
don't worry ... just create a nice tutorial
👍: 0 ⏩: 0
Antares2 [2015-01-11 14:17:27 +0000 UTC]
What a fine job you did here. It will help many Apo lovers, me included.
👍: 0 ⏩: 1
UniversalKinase In reply to Antares2 [2015-01-12 03:51:07 +0000 UTC]
Thank you very much, and I hope it does.
pillemaster just pointed out a big hole in my tutorial though, so either see his comment, or stay tuned for an update.
I hope you have a wonderful day. ^_^
👍: 0 ⏩: 0
UniversalKinase In reply to fractal2cry [2015-01-10 14:32:39 +0000 UTC]
Hopefully that's a 'wow' in a good way instead of a "wow, this guy is nuts."
^_^ Thanks, and I hope you it's useful to you.
👍: 0 ⏩: 1
fractal2cry In reply to UniversalKinase [2015-01-10 14:51:45 +0000 UTC]
yes it was nice of you u wrack your brains out to do this!
👍: 0 ⏩: 0