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Pythagorean Tree
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Inspired by a design by *Walter Janssens* I decided to create a model of my own.
The beautiful fractal "**Pythagorean tree**" brought to life.
I printed a limited iterations model, but bigger iterations are possible. I have provided a openscad file which allows you to tweak the number of iterations, starting cube size etc..
Trivia
First constructed by *Albert E. Bosman* in 1942. It has been proven that the total surface area of a 2D Pythagorean tree is finite, by bounding so is the volume of this 3D pythagorean tree.
https://en.wikipedia.org/wiki/Pythagoras_tree_(fractal)
Have fun!
*Printed using black PLA at 200°C, layer 0.2 mm*
The beautiful fractal "**Pythagorean tree**" brought to life.
I printed a limited iterations model, but bigger iterations are possible. I have provided a openscad file which allows you to tweak the number of iterations, starting cube size etc..
Trivia
First constructed by *Albert E. Bosman* in 1942. It has been proven that the total surface area of a 2D Pythagorean tree is finite, by bounding so is the volume of this 3D pythagorean tree.
https://en.wikipedia.org/wiki/Pythagoras_tree_(fractal)
Have fun!
*Printed using black PLA at 200°C, layer 0.2 mm*
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