Julia Fractal Twist Vase, 3D Printed Home Decor

Design preview. Rendered from the file, not a photo.
This model is not currently offered as a verified ready to buy print.
What it does
- Mathematical fractal design based on the Julia set equation z^7 + 0.700
- Organic twisting form created from custom Python-generated geometry
- High-resolution model with 50 steps for smooth, seamless surface finish
- Striking sculptural vase that blends math, art, and functional design
- Perfect conversation piece for modern, science-inspired interiors
The Julia Fractal Twist Vase is a stunning example of 3D printed home decor where mathematics meets art. This unique vase design is generated from the Julia set, a famous fractal equation, using custom code that transforms pure math into an elegant, twisting form. Perfect for those seeking distinctive 3D prints that stand out from typical house printables.
Created through a multi-step computational process, the vase begins as a Julia set equation (z → z^7 + 0.700), which is then converted through Python, Inkscape, and OpenSCAD into a three-dimensional vessel. The result is an organic, spiraling silhouette that captures the infinite complexity of fractals in a tangible object.
This high-resolution version features 50 intermediate steps for a smooth, professional finish without visible banding. Whether displayed with fresh flowers or standing alone as a sculptural accent, this mathematical vase brings an element of scientific beauty to any space.
21k downloads in the maker community. That is interest in the design on the site it came from, not our sales.
What you get
- This design prints as one piece.
- Nothing else to print or buy for this to work.
What it is made of
Designs like this print well in PLA. Compare the materials.
Printed plastic is strong for its size, but it is not metal. We have not load tested this design, so we do not publish a weight rating. Keep it out of a hot car and away from open flame.
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Who made this design
Designed by jdegenstein. We did not draw it.
Shared under Creative Commons, credit required. See the original design