Traveling the Wormhole
Traveling the Wormhole © Kelly Naylor 2007
By the name, you might be able to guess that I'm a huge fan of Stargate SG-1.
Space Colony
Space Colony © Kelly Naylor 2007
Another fun fractal creation! I was rearranging files and discovered a few fractals that I had yet to share with the world.
Sunset on Aldebaran
Sunset on Aldebaran © Kelly Naylor 2007
A new widescreen monitor at the office means a new screen resolution, which in turn means some new background images. This is the first of (I'm sure) many. Yes, I know Aldebaran is a sun. And suns can't actually have sunsets. But naming it Sunset on One of the Planets in the Aldebaran System is pretty unwieldy. So... I'll be poetic and scientifically inaccurate.
Phoenix Nebula
Phoenix Nebula © Kelly Naylor 2007
I do believe I've fallen in love with fractals. Of all the types of digital art, I think they're my favorites. I found a nifty fractal-creating program called Ultra Fractal. It's reasonably priced, fairly easy to learn and the features will allow for the creation of an unlimited number of fractals. Heck, I could get bored with fractals altogether, and still not scratch the surface of what the program has to offer. I'm currently using this image as my desktop at work.
Sisters
Sisters © Kelly Naylor 2007
Digital space art... because I can't go there (wherever there is) and take a photograph. Sister planets around a star... maybe it's Vulcan and T'Kuht, out in the 40 Eridani system. Sure! I can say it's whatever I want, right? So, I present to you the first photograph of the planet Vulcan, and its sister planet, T'Kuht. (All hail the Great Roddenberry and Bjo Trimble.)
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Fractals are one of my several obsessions. It pleases me to share them with you.
Colors, Shapes, Infinity
Benoit Mandelbrot...
coined the term "fractal" in 1975.
Many important spatial patterns of Nature are either irregular or fragmented to such an extreme degree that... classical geometry... is hardly of any help in describing their form. ... I hope to show that it is possible in many cases to remedy this absence of geometric representation by using a family of shapes I propose to call fractals... or fractal sets. [Mandelbrot, "Fractals," 1977]