I'm getting ready for Geometry Nodes and want to create fractals starting with a Sierpinski cube fractal / Menger Sponge using geometry nodes.

I found a manual way to make it https://youtu.be/WG_q3JBbYFg pic 1

I even found a geometry nodes way to make "pseudo fractals" https://youtu.be/gnsUo96tIy0 pic 2

However creating a Menger sponge using geometry nodes still eludes me.

If you want to know why, I plan on 3D printing different cross-sections / slices out to experiment with Magnetic fields and electromagnets. The information can be found here as to why https://patents.google.com/patent/US20210225574A1/en

Using geometry nodes seems to be the perfect way to quickly create different 3D printable / viewable fractals and their cross-sections at different angles. https://youtu.be/fWsmq9E4YC0?t=231



More info as to why https://patents.google.com/patent/US10788272B1/en

For more understandable information https://www.youtube.com/watch?v=9nHo6O8JLvA


1 Answer 1


I found an answer thanks to Nodevember. Nodevember 3-4: 4-sided — Menger sponge fractal with geometry nodes






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