Triply Periodic Minimal Surfaces (TPMS) are mathematically intriguing and aesthetically beautiful. Unfortunately, they are also difficult to make. This collection contains three different formats each of twelve triply periodic minimal surfaces that you can use to remix into your own math art designs.

See here for video: https://youtu.be/tMqM8IVBq7Q

Unit Cell (thickened): These unit cells have been thickened to approximately 2.4mm. They print well on a resin printer, and most can be printed on an FDM printer as well.

Unit Cell (surface): These unit cells are surfaces only and cannot be printed directly. They must be imported into an stl editing software such as Meshmixer to thicken, pattern, or modify as you like.

100mm x 100mm x 100mm cube: These cubes contain a matrix of tiled unit cells. They are surfaces only and cannot be printed directly. They can be sliced into different shapes and then thickened into printable models.

The following surfaces are included:

Schwarz’ P, Schwarz’ D, Schoen’s Gyroid, Schoen's Batwing, Fischer-Koch S, Schwarz’ CLP, Schoen’s I-WP, Schoen’s F-RD, Schoen’s F-RD(r), Fischer-Koch C(Y), SplitP and Neovius.

The SplitP and Neovius were formed using nTopology. The remaining surface were desinged in CAD using this resource: http://facstaff.susqu.edu/brakke/evolver/examples/periodic/periodic.html