Constructing Sierpinski Tetrahedrons from Connector Pieces

Year: 2023 Authors: Hideki Tsuiki

Core claim

Using connector-based pieces rather than tetrahedrons as primitives uniquely yields finite approximations of the Sierpinski tetrahedron.

Topics

Sierpinski tetrahedron, 3D-printed puzzle pieces, recursive construction, fractal approximation

Domains

fractal geometry, polyhedra, recursive structures, combinatorial construction, 3D printing, puzzle design, educational object design, physical modeling

Methods

connector-face gluing, polarity assignment, 3D printed joints, magnet mechanism

Media

3D-printed pieces, magnets, plastic joints, colored connector faces

Source status

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