dominos tiling 3d

The objective revolves around a rectangular container consisting of 20 small squares, which needs to be filled by a domino, a right tromino, a skew tetromino, a pentomino, and a hexomino. You have the freedom to select any pentomino from a collection...

Inset can be adjusted to get a snug fit on laser cut or 3D printed tiles. The tile and configuration descriptions are short but a largish set of functions are needed to create the tiled figures. There are other Penrose tile designs on Thingiverse,...

Tiling cross 7mm

Tiling cross 5mm

Tiling cross 9mm

Tiling cross 8mm

Tiling cross 6mm

Tiling cross 10mm

Tiling cross 3mm

Tiling cross 4mm

This is a planar P3 Penrose tiling designed in OpenScad for MATH 493: Math Through 3D Printing at George Mason University in Fairfax, VA. The STL files for the patch of tiling and for the individual tiles are included with this submission. The tiles...

This object is my print from a project in class where we were tasked with constructing a tile or tiles to cover a plane, given a specific wallpaper group. Two of the three tiles I created are combinations of multiple geometric shapes. Below is a...

This pentagon has a 6-tile primitive unit, meaning these six tiles are repeated over and over again to tile the plane. In the pictures, we see each primitive tile's side b lining up because this side has a unique length of b = a √[(11√57 -25)/8]. A...

So I tried to recreate the Penrose tiling, which is an aperiodic tiling of a plane (there is no translational symmetry). It's quite easy to start with, because the tiling is just based on two different rhombuses with equal side lengths. Only the...

So I tried to recreate the Penrose tiling, which is an aperiodic tiling of a plane (there is no translational symmetry). It's quite easy to start with, because the tiling is just based on two different rhombuses with equal side lengths. Only the...

George Mason University Math 401: Math Through 3D Printing by Taylor Fountain This print project for George Mason University's Math 401 class is an accomplishment that demonstrates my growth as a student in the course. The assignment required...

This model is a customized version of Thingiverse's http://www.thingiverse.com/thing:384919, created using the Customizer tool at http://www.thingiverse.com/apps/customizer/run?thing_id=384919. ... Instructions Using the following...

Made using fusion360. ... No specific print settings

...OpenSCAD offers correct symmetry for Pythagorean solids' tiling, with various examples provided. Cube_with_pattern.stl and sphere_with_pattern_70.stl can be directly printed on build surfaces, while sphere_with_pattern_50.stl needs external support.

A tiling of the room with Hexahedrons, truanced Octahedrons, and truanced cuboctahedrons.

So I tried to recreate the Penrose tiling, which is an aperiodic tiling of a plane (there is no translational symmetry). It's quite easy to start with, because the tiling is just based on two different rhombuses with equal side lengths. Only the...

Heptomino Tiling Card Creator - Explore the Art of Geometric Shapes Discover the fascinating world of heptominoes and their infinite tilings. ...Click here to learn more about this intriguing topic:...

A selection of colours, tiling patterns and paths, and an option of tiles with or without a weave, brings endless possibilities to your work of art. ...You can find more information on dendritic fractal tile design here:...

... Each set can be arranged to tile the 6x6 square. The sets were chosen so that if one takes two of the nine-piece tiles and three of the six-piece tiles, this set of five pieces also tills the 6x6 square. ...OpenSCAD code is included for reference.

You can find more information on dendritic fractal tile design here: [A Method for Creating Dendritic Fractal Tiles](https://archive.bridgesmathart.org/2020/bridges2020-49.pdf) [A Method for Creating Dendritic Fractal Tiles -...

The rule is simple: when you combine three or more tiles to form a tetragonal/triangle shape, the total number of dots on the edges around the tetragon/trigon must be exactly 12. These tiles are perfect for anyone who wants to create variations from...

Here is a tiling based on MC Escher's work. Print at least each fish and his symmetry in two colors (8 fishes). ... Great mathematical gift for Christmas !

An ornamental floor tiling motif of the kind shown in Mark Wiens's video presenting the inside of the Palace of Parliament during his visit to Bucharest.

An ornamental floor tiling motif of the kind shown in Mark Wiens's video presenting the inside of the Palace of Parliament during his visit to Bucharest.

I'm fascinated by this innovative hexonimo tiling card concept, which can be explored further at the URL http://catherineh.github.io/programming/2020/06/08/polyominos.