121 models
There's a lot of files in here, some of which you don't need to start your Wedgits journey. I suggest printing a simple set, pictured on the first two slides above: 1 base (white) 1 cover (white) 1 large (red) 2 medium (blue) 3 small…
This is a vase that has a truncated octahedral weave pattern as its outer surface. Category: Math Art
The Rolling Compound of Eight Octahedra is an angular shape inspired by the oloid, rolling in a straight path while wobbling in an S-shaped motion. Built with precise 90° angles, it creates an optical illusion from certain angles, almost…
This model is featured in figure 4.18 of Visualizing Mathematics with 3D Printing . Category: Math
Octahedral Radar Reflector mount Not everyone agrees on this but it is my opinion that these reflectors are the best money can buy. Passive radar reflectors that is. Funnily enough these are also some of the cheapest ones. So why does not…
This model is featured in figure 4.19 of Visualizing Mathematics with 3D Printing . Category: Math
This is a model of the apoferritin protein from Pyrococcus furiosus at a scale of 1 to 10,000,000 and at roughly 6 Angstrom resolution. One millimeter in the printed model is roughly the size of a hydrogen atom. A very similar, human…
Square connecting pieces that combine together to make a truncated octahedral model with hexagonal holes and square walls and ceilings. Category: Math Art
a polyknot inspired by the mathematical artists Dan Suttin.
a polyknot inspired by MC Escher Category: Math
This is a slide together math manipulative. You will need 48 square tilz, 24 hexagonal tilz, and 48 connectors. These are the correct connectors. This can be a challenging model to make. Recommended z-axis setting 3mm. It is inspired by…
a polyknot inspired by MC Escher Category: Math Art
a nolid (as in not solid) inspired by Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a polylink inspired by Rinus Roelofs Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a 60 part slide together zero volume polyhedra kit Category: Math
a polylink inspired by BM Stewart Category: Math Art
This is a two part math manipulative for a Holden cuboctahedral polysurface. The recommended z-axis setting is 3mm. you will need 24 hexagonal tiles and 12 connectors
a 60 part slide together zero volume polyhedra kit Category: Math
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a polyhedron inspired by Alan Holden Category: Math Art
a polyhedron inspired by Alan Holden Category: Math Art
a 3 polyhedra inspired by Alan Holden Category: Math Art
a polylink inspired by Rinus Roelofs Category: Math Art
a polylink inspired by Johannes Kepler Category: Math
a star polyknot inspired by Rinus Roelofs Category: Math Art
this is a construction toy for the Holden cuboctahedral nolid. It is a slide together kit. I have not printed this so I cannot promise it will work you will have to experiment to see if it will. The components are all designed to fit.…
a zero-volume polyhedron inspired by Alan Holden and Johannes Kepler Category: Math Art
a polyknot inspired by George Hart Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
This is a 72 part slide together math manipulative of a zero volume polyhedron inspired by the nolids of Alan Holden in his book Shapes, Space, and Symmetry. You will need: 24 triangle tilz 24 square tilz 24 connectors recommended z-axis…
This is a classroom or lecture hall friendly slide together math manipulative. You will need: 24 triangle tilz 48 square tilz 24 connectors recommended z-axis setting 3mm.
a polytoroid inspired by BM Stewart Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
a polyknot inspired by Rinus Roelofs Category: Math Art
a polyknot inspired by Rinus Roelofs and Johannes Kepler Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a nolid (zero volume polyhedron) inspired by chemist Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a polyknot inspired by George Hart Category: Math Art
This is a slide together math manipulative of a cuboctahedral polysurface. It is inspired by the zero volume nolids of Alan Holden in his book, Shapes, Space, and Symmetry. Recommended z-axis setting 3mm. Note: These are the correct…
a nolid (as in not solid) inspired by Alan Holden Category: Math Art
a polyhedron inspired by Alan Holden Category: Math Art
a polyhedron inspired by Alan Holden Category: Math Art
This model of a cuboctahedral nolid is inspired by Alan Holden's book Shapes, Space, and Symmetry. It is one of 22 in this collection of slide together math manipulatives. You will need: 24 triangle tilz 12 connectors it is recommended…
This is one of 22 slide together math manipulatives in this collection of polysurfaces inspired by the zero volume polyhedra of Alan Holden. This one encapsulates an octahedron and has a surface number of 8. You will need: 12 octagonal…
a polyknot inspired by Rinus Roelofs Category: Math Art
a polyhedron inspired by Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
a polylink inspired by Rinus Roelofs Category: Math Art
a 1 sided surface inspired by Alan Holden Category: Math Art
a polylink inspired by Alan Holden (Upon request, I've added a 2nd model that maintains its cuboctahedral structure. However, it is no longer a polylink. Now it's a polymonosurface. Category: Math Art
a 1 sided surface inspired by Alan Holden Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
a polylink based on a cuboctahedron Category: Math Art
a polylink inspired by Rinus Roelofs Category: Math Art
a polyknot inspired by Rinus Roelofs Category: Math Art
a polyknot inspired by Rinus Roelofs Category: Math Art
The model is designed for university teachers of mineralogy to show difference between dioctahedral and trioctahedral silicates
a polyknot inspired by the art of Bathsheba Grossman. Category: Math Art
a polyknot with octahedral symmetry Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden and Johannes Kepler Category: Math Art
a nolid inspired by Alan Holden and BM Stewart Category: Math Art
a nolid inspired by Alan Holden and BM Stewart Category: Math Art
a nolid (zero volume polyhedron) inspired by chemist Alan Holden Category: Math Art
an octahedral polylink inspired by mathematical artist Rinus Roelofs Category: Math Art
a polyknot inspired by and designed for Dan Suttin and the Octa-Tetra Museum Category: Math Art
this radial cuboctahedral polylink is inspired by the book Orderly Tangles by Alan Holden. Category: Math Art
an octahedral polylink inspired by mathematical artist Rinus Roelofs Category: Math Art
a polylink inspired by chemist Alan Holden's book, Orderly Tangles. Category: Math Art
5 labeled models of the fundamental VSEPR molecular geometries with real molecules and ideal bond angles. Every atom is a sphere in standard CPK colors with its element symbol plus proton and neutron counts printed right ON the sphere…
SF6 is the textbook octahedral molecule (AX6) with bond angles of 90 and 180 degrees. A labeled ball-and-stick 3D model for classrooms, teachers and chemistry fans. Every atom is a sphere in standard CPK colors with its element symbol…
A complex function you can hold. This sculpture is a picture of a single mathematical function. A rational function on the Riemann sphere is pinned down by its zeros and poles. Here they come from a regular octahedron: poles sit at its 6…
a nolid (as in not solid) inspired by Alan Holden Category: Math Art
a nolid (zero volume polyhedron) inspired by chemist Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a 60 part slide together zero volume polyhedra kit Category: Math
This is a 72 part slide together math manipulative of a zero volume polyhedron inspired by the nolids of Alan Holden in his book Shapes, Space, and Symmetry. You will need: 24 triangle tilz 24 square tilz 24 connectors recommended z-axis…
This is a classroom or lecture hall friendly slide together math manipulative. You will need: 24 triangle tilz 48 square tilz 24 connectors recommended z-axis setting 3mm.
This model of a cuboctahedral nolid is inspired by Alan Holden's book Shapes, Space, and Symmetry. It is one of 22 in this collection of slide together math manipulatives. You will need: 24 triangle tilz 12 connectors it is recommended…
This is one of 22 slide together math manipulatives in this collection of polysurfaces inspired by the zero volume polyhedra of Alan Holden. This one encapsulates an octahedron and has a surface number of 8. You will need: 12 octagonal…
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
