Showing posts with label spectra. Show all posts
Showing posts with label spectra. Show all posts

Saturday, November 7, 2009

Less grit, more dissolve

One more, the same flavor.

untitled [glowing phoenix]



And the contest results have been posted, so there's a big pile of new pictures to look at. Hooray!

I really do wish there were more fractal events. Not huge major contests, necessarily, but some kind of regular checking-in kind of thing. I'm not sure what format I would want it to have; the main thing is that I like when there are a whole bunch of new pictures to look at all at once, and I would be glad if it happened more often. Every so often I go look at the fractal section at DeviantArt, but it's not sorted out very well, and I get tired of wading through all the anime sketches on scanned notebook paper. And I hate the site's graphic design, so I don't go there very often in any case.

Thursday, November 5, 2009

Hard gritty rainbows

I think a large part of the fascination with these grainy inside fractals is how difficult I find them. The Mandelbrot set, by now, is quite familiar: I've explored it very thoroughly, and learned a lot about how its patterns fit into each other. I know it well enough that I can fairly reliably navigate to any kind of pattern I decide to look for. With coloring methods, too, many of them have become familiar enough to be very precisely controlled, which is what allows me to make those literal, illustrative images that I still can't decide whether I like or not.

But these Nova insides are unknown territory, strange and foggy, and (at least so far) nearly impossible to get a grip on. Patterns stack up on top of each other, sliding in and out of focus as the maxiter changes. It's clear that they're following some kind of deeply-structured logic, but so far I haven't been able to understand it well enough to predict what it might do in any given spot.

So working with them is hard. And it turns out that I've been somehow craving something hard, something frustrating, something impossible to understand quickly. Maybe it's because I'm free of school. School was horrible in a whole bunch of ways, but it did at least give me a fair amount of hard stuff to bash at.

I have conversations with the Professor sometimes, usually around exam time, when his students are complaining bitterly that things are too hard. And I sympathize, except that when I'm only doing easy things, it's as though I can feel my brain cells shriveling up. Doing something hard helps keep me in shape, so that I don't turn into a sad dull boring person, full of complaints about how hard everything is.

With these two images, I'm trying to see if some of my comfortable, familiar techniques (like the three-layer spectra) can be used on any of these infuriating sandy fractals.

Dragon & Phoenix Soup


Chain Reaction

Sunday, October 25, 2009

Lightbending

I've been working on uploading fractals from 2002 to my gallery, and finding many that are full of rainbows. That must have been when I first started experimenting with my three-layer technique. I remember being all interested in atmospheric optics around that time, so probably that was what inspired me to try making pictures with that kind of look.

And it also reminded me that I've been meaning to write a page about how to put spectra into fractals, and now I have. I hope somebody out there may find it useful.

Here's a new fractal that I made while I was messing with some of the tutorial images.

Glass Rings

Wednesday, October 7, 2009

It's all done with mirrors

...whose end, both at the first and now, was, and is, to hold, as 'twere, the mirror up to nature...
—William Shakespeare, Hamlet, Act III scene ii

. . . . . . . . . . . . .

The Universe—some information to help you live in it.
1 AREA: Infinite.
...
6 ART: None.
The function of art is to hold the mirror up to nature, and there simply isn't a mirror big enough—see point one.
—Douglas Adams, The Restaurant at the End of the Universe

Holding a Mirror Up



I still don't really know what the point of art is, or if it has a point, or if in fact there's any such thing at all. I also suspect that the above image owes something to the work of Olafur Eliasson, in addition to the quoted authors.