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Abraham Lake in the Canadian Rockies is known for its methane bubbles. These are frozen bubbles under the ice on the lake's surface. This is the result of decaying plants on the lake bottom releasing the methane gas and the gas becomes suspended just below the lake surface as it freezes. The stack of bubbles can be really amazing.
Here is my fractal version of the methane bubbles with a little green algae added into the mix
Image double mirror view composed and stitched with Paint of Windows from an original of my amusement park drives taken at La Feria de Torreón, with a Canon EOS Rebell T31. EXIF data were lost when mirrored.
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T1 - Waves 2, bubble T2 - sierperm_JS T3 - bwraps7 F1 - barycentroid post mirror_wf F2 - Loonie
This will require Jesus Sosa's version of JWildfire.
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Although Mandelbrot invented the word fractal, some objects featured in The Fractal Geometry of Nature had been previously described by other mathematicians (the Mandelbrot set being a notable exception). However, they had been regarded as isolated curiosities with unnatural and non-intuitive properties. Mandelbrot brought these objects together for the first time and turned them around into essential tools for the long-stalled effort of extending the scope of science to non-smooth parts of the real world. He highlighted their common properties, such as self-similarity (linear, non-linear, or statistical), scale invariance and (usually) non-integer Hausdorff dimension.
He also emphasized the use of fractals as realistic and useful models of many phenomena in the real world that can be viewed as rough. Natural fractals include the shapes of mountains, coastlines and river basins; the structure of plants, blood vessels and lungs; the clustering of galaxies; Brownian motion. Man-made fractals include stock market prices but also music, painting and architecture. Far from being unnatural, Mandelbrot held the view that fractals were, in many ways, more intuitive and natural than the artificially smooth objects of traditional Euclidean geometry.
The word "fractal" has two related meanings. In colloquial usage, it denotes a shape that is recursively constructed or self-similar, that is, a shape that appears similar at all scales of magnification and is therefore often referred to as "infinitely complex." In mathematics a fractal is a geometric object that satisfies a specific technical condition, namely having a Hausdorff dimension greater than its topological dimension. The term fractal was coined in 1975 by Benoît Mandelbrot, from the Latin fractus, meaning "broken" or "fractured."
...it's mysterious how beautifully da universe is designed. Music and art are in and out of every part of it and us. No wonder (yes! wonder!) we are creative beings.
DIgital Art.
Sometimes a image just lends itself to being played with.....and this was no exception....yep it was raining here ,but i'm hoping to get out tonight for some proper LP .......my previous image was screaming "put me through the Kaleidacam app on your phone" so i did and out spits this beaut....
Best viewed large, in a darkened room with some repetitive beats.....
This image was created with FractalWorks, a high performance fractal renderer for Macintosh computers. You can purchase FractalWorks in the Mac App Store
This is my variant of Edward Mistretta's model, Phantasma Fractal. It’s a nice design which can be folded as a single molecule, or tessellated.
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This wa started from a random flame (bubble) but I changed everything except the bubble variation. I do love tweaking random flames, though. It is interesting to see what you can create from what I call random chaos.
A Mandelbrot fractal created using the Fractal Science Kit fractal generator - www.fractalsciencekit.com/