Albert Einstein

tripo_convert_9f42951d-d473-4682-a829-7ff15c406645.stl

Candy Knot - Cinquefoil 

Cinquefoil Candy Knot - Base.stl

120-Cell Polychora Planter

This Polychora Planter is derived from the four-dimensional 120-cell 4-polytope, or polychoron.

The 120-cell is one of six regular convex four-dimensional shapes. It is composed of 120 dodecahedral cells. 

4-polytopes cannot be seen in three-dimensional space due to their extra dimension, but there are several techniques that can be used to “project” 4-polytopes into three-dimensional space. This design uses the cell-centered stereographic projection method, chosen for the interesting aesthetic appearance.

While these three-dimensional shapes have curved faces and edges of various lengths, it is interesting to imagine that in four-dimensional space, the faces are flat, and the edges are straight and identical in length.

In this design, select cells have then been removed to allow better visualization of the inner cells, and the outer cells have been hollowed for uses as planters of containers of some kind.


Truchet Trays (Medium)

Truchet Tray Medium 1.stl

Pi Plate

This Pi Plate make embossed with over 360 digits of pi. It’ll make a great addition to your “Pi Day” party!

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

See here for accompanying “Pi Pan”: https://thangs.com/mythangs/file/54524 

Pi Day is an annual celebration of the mathematical constant π (pi). Pi Day is observed on March 14 (3/14 in the month/day format) since 3, 1, and 4 are the first three significant digits of π.

Pi Day is often celebrated with pie due to a pun based on the words "pi" and "pie" and the coincidental circular shape of many pies.

If you want to rock this year’s Pi Party, this is the kitchenware you’re going to need.

For best resolution of text, print with a 0.4mm nozzle.


Finial Noise Ornament 3

Finial Noise Ornament 3.stl

Spring Bulb 9

9 Barely Bulb Hex Honeycomb.stl

Candy Knot - Trefoil 

Trefoil Candy Knot - Swirl.stl

Surface Slab (SplitP)

This piece is part of a set of two large slabs constructed from different varieties of triply periodic minimal surfaces.

See here for video: https://youtu.be/vKTHPB9hKvQ 

Download the set:
Fischer-Koch S: https://than.gs/m/868235 
SplitP: 

The slabs are 3 x 3 x 2 cubes of unit cells, with the central top cell removed to allow placement of a square vase or other similar type of container. Three different  heights of square containers are included.

The footprint of each is approximately 100mm x 100mm. 


Industrial Cinquefoil Stairs

Industrial Cinquefoil Stairs.stl

Aperiodic Desk Organizer

Monotile 1 50mm.stl

Menger Sponge - Easy to Print

4thDegreeFullFlat.stl

Surface Slab (Fischer-Koch S)

This piece is part of a set of two large slabs constructed from different varieties of triply periodic minimal surfaces.

See here for video: https://youtu.be/vKTHPB9hKvQ 

Download the set:
Fischer-Koch S:
SplitP: 

The slabs are 3 x 3 x 2 cubes of unit cells, with the central top cell removed to allow placement of a square vase or other similar type of container. Three different  heights of square containers are included.

The footprint of each is approximately 100mm x 100mm. 


Four Minimal Surface Coasters

This model is for display only! Do not print this model!

All Coasters.stl

Heartstrings Tealight Holder Square

Peer inside the heart-shaped openings in this tealight holder and you’ll see a complex surface structure inspired by the “chordea tendineae,” thread-like bands of fibrous tissue that anchor your heart valves in place. The chordae tendineae are colloquially known as the “heart strings.”

What could be more romantic?

The heart-shaped profiles are formed by slicing precise cross-sections of the mathematic Fischer-Koch C(Y) triply periodic minimal surface.

Again, super romantic, right?

See here for video: https://youtu.be/7ouq1q_qQHU 

Watch the timelapse video closely and you will see layers of hearts hidden inside.

Download other designs in the series:
Square:
Cylinder:

Designed with nTopology, timelapse video taken with Mintiontech Beagle Camera.


120 Cell.stl

This is a three-dimensional shadow of a four-dimensional shape called the “120-cell.”

See here for video: https://youtu.be/oquFgOw6k28 

The 120-cell is one of six regular convex four-dimensional shapes. It is composed of 120 dodecahedral cells.

Technically, this model only includes 107 of the 120 dodecahedral cells. The outer layer of cells is proportionally much larger and would be difficult to print. In fact, the outmost cell is infinitely large, which would be very difficult to print.

This is a cell-centered stereographic projection, meaning that there is a single small dodecahedral cell at the center. Can you see it?

This model is designed for resin printing.


Math

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Albert Einstein

Candy Knot - Cinquefoil

120-Cell Polychora Planter

Truchet Trays (Medium)

Pi Plate

Finial Noise Ornament 3

Spring Bulb 9

Candy Knot - Trefoil

Surface Slab (SplitP)

Industrial Cinquefoil Stairs

Aperiodic Desk Organizer

Menger Sponge - Easy to Print

Surface Slab (Fischer-Koch S)

Four Minimal Surface Coasters

Heartstrings Tealight Holder Square

120 Cell.stl

120-Cell Sculpture: Two Intertwining Rings

Finial Noise Ornament 1

Decorative Minimal Surface Lightbulbs

Spring Bulb 2