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Platonic solids, a classic. It includes an exhibitor with their names. You can print it in Catalan (Base_40_cat), Spanish (Base_40_es) or English (base_40_en). Combine your favorite colors. New: Also see this new version with a circular…
This is an OpenSCAD library with solid and strutted versions of the platonic solids. All models will print in PLA with no supports. Although they may have some slight defects on the sharp overhangs and long bridges. With a little cleanup,…
Created this minus the cube to help learn with Fusion 360. My daughter is learning about Platonic solids in school at the moment. She asked if I could print her a set for each classmate. So this is the end result. Feel free to use however…
I've created these sculptures as a gift for my grandfather(he is a mathematician). Mine where printed in clear blue PLA. Tetrahedron in a Tetrahedron I recommend you print this one with support material. especially the smaller…
Four separate .stl files of platonic solids. In order to size them to be typical beads for stringing, ~10 mm, scale them as follows. Cube 40% Octahedron 50% Icosahedron 30% Dodecahadron 20% A .3mf file and a .gcode file for the Mini/Mini+…
Platon – Buste Description (Français) Ce buste représente Platon, l’un des philosophes les plus influents de l’Antiquité grecque et fondateur de l’Académie d’Athènes. Le modèle est inspiré de la représentation la plus populaire et la plus…
Hexahedron Details A hexahedron , more commonly known as a cube, is a type of polyhedron with six square faces, twelve edges, and eight vertices. In a regular hexahedron , all faces are congruent squares, making it one of the five…
This collection of Platonic Solids variants includes: Platonic Solids with the same Edge Length Platonic Solids with the same Total Area Platonic Solids with the same Volume Platonic Solids with the same Circumradius Platonic Solids with…
Die berühmten Körper nach Platon Alle konvexe Vielflächner bei den alle Flächen identisch gleichseitige Vielecke sind sind platonische Körper. Erstaunlich ist das sich in unseren großen Universum nur 5 mögliche Formen ergeben. Das Sind.…
The cube is so much a part of our designing tools, it is easy to forget it is one of the 5 platonic solids. Challenge: Print it as a hollow to save time and material. No brim nor support needed. Printed in PLA, but any material will do
Print the 8 and 16 with supports.
The fourth (4th) of five Platonic Solids. No brims nor supports used. Any material. Great for student “hands on” learning. They can measure the sides and angles to verify they are equal. Can use the “Shell” option in Fusion 360 to…
This is just a quick 'fractal' tessalation of the platonic solids. Now there are two of the possible tessalations of all 5 shapes plus some combinations of two and three solids in interesting constellations. I was first been made aware of…
Platonic Solids This is a collection of 4 out of 5 of the platonic solids (cubes are boring :P). Each of these solids has a circumradius of 50mm. That means that the vertices of each of these solids would fit nicely in a sphere with a…
Soon come all Catalan bodies
Platonic solids. New version of the model: https://www.printables.com/es/model/262307-platonic-solids , with a circular exhibitor, designed to be printed also on the Prusa Mini. You can print it in Catalan (Base_cat), Spanish (Base_es) or…
This model represents Plato , one of the most influential philosophers of Ancient Greece, depicted in a classical museum-style bust inspired by traditional marble sculptures. The sculpt emphasizes wisdom, seriousness, and intellectual…
I was inspired by Matt Parker's recent video ( https://youtu.be/oTWeuyDMgwo ) on compound platonic solid, and wanted to print a 5-cube compound platonic solid myself. I unfortunately could not find a good-quality 3d model of it, and…
I wanted to 3D print the five (5) Platonic solids for my granddaughter, but could not find on this site. Decided to create and share. Learned a ton by doing it this way. I encourage you to follow this (or similiar) vidoes. I sped up the…
Vorsicht: Spielende Zahlen ist eine Sammlung von Lernmaterial für Unterricht und Selbststudium. Nach und nach wir zu den meisten Drucken auch noch ein fOrscherblAtt beigefügt, das den individuellen Lernweg begleiten soll.
What are platonic solids, you ask? From Wikipedia (simple English): A platonic solid is a kind of polyhedron. It has the following characteristics: Each face is built from the same type of polygons There are the same number of polygons…
For a simple, geometric look of the Christmas tree : a set of platonic solids, modified in order to be hanged. A small hole is punched in a corner, large enough for a piece of string or preferably fishing line for a transparent…
After seeing the plethora of cube-shaped coin traps on Thingiverse, I decided to make some based on the five Platonic Solids: tetrahedron (4 sides), cube (6 sides), octahedron (8 sides), dodecahedron (12 sides), and icosahedron (20…
Models of all 5 platonic solids . Each model is 1cm high. Tetrahedron - Four faces Cube - Six faces Octahedron - Eight faces Dodecahedron - Twelve faces Icosahedron - Twenty faces
Ref: https://en.wikipedia.org/wiki/Spidron A Way to Derive the Spidron Formulas https://www.gathering4gardner.org/g4g13gift/math/KissGergo-PaperOnSpidron-G4G13_20190724.pdf
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These are the solid shapes of the 5 Platonic Solids. The solid shapes are here . <this…
You will need: 4 connectors 6 identical length of straw The model is thought for 10mm paper straws.
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid You may have heard of the hypercube. These models are the hyper shapes of the 5 Platonic…
This is the first desing of platonic solids. Dodecahedron
Ref: https://en.wikipedia.org/wiki/Spidron A Way to Derive the Spidron Formulas https://www.gathering4gardner.org/g4g13gift/math/KissGergo-PaperOnSpidron-G4G13_20190724.pdf
I always have need for a good/better vertex to construct space frames. This derivative thing just makes a few 'improvements' to the original design. First of all, I've modularized the code somewhat. This doesn't make any particular…
All solids have the same edge sphere diameter . To get the solids in smilar size you can take same edge length, same inner sphere diameter, same midsphere diameter or same circumscribed sphere diameter, The edge sphere diameter commes the…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These 5 models are hyperbolic shapes of the Platonic Solids. The solid shapes are here .…
Perfect Dodecahedron around 150 cm cube. Based on the platon formula. A tutorial help me too to understand well this geometry but in Rhino 7 is not the same to designing.
silica or resin printer is recommended cover photo is made with a silica printer
You will need: 8 connectors 12 identical lenght of straw The model is thought for 10mm paper straws. We recommend you to print it with a biodegradable filament. Scale up or down according to your straw size.
I found some wooden sticks in the supermarked intented for growing plants. Nice, lets try something different. For another project I needed a circus tent, but everything also would be usable for platonic solics, too. (see wikipedia:…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These 25 models are Christmas Ornaments of the 5 Platonic Solids. These models have a ring…
You will need: 20 connectors 30 identical lenght of straw The model is thought for 10mm paper straws. One of the connectors allows you to attach it to a cable suspended above a lamp to create a nice geometric structure around a light bulb…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These are stick and ball shapes of the 5 Platonic Solids. The solid shapes are here . The…
This collection includes one Escher octahedral polylink and the other four are polyknots. They have knots at each vertex of the base polyhedron from which they are derived corresponding to its vertex configuration. For example, the…
Dodecahedron Details A dodecahedron is a type of polyhedron with twelve pentagonal faces, thirty edges, and twenty vertices. In a regular dodecahedron , all faces are regular pentagons, making it one of the five Platonic solids. This…
A tetrahedron is a type of polyhedron composed of four triangular faces, four vertices, and six edges. In a regular tetrahedron , all four faces are equilateral triangles, making it one of the five Platonic solids. Each face meets at a…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These are edge shapes of the 5 Platonic Solids. See the photograph of the drawing by…
This is a model for creating faces of Platonic Solids. With enough printed faces you can glue them together and create 3D-printed wireframes of each of the five Platonic Solids. The model is one OpenScad file, and by changing two…
This collection includes one Roelofs octahedral polylink and the other four are polyknots. They have knots at each vertex of the base polyhedron from which they are derived corresponding to its vertex configuration. For example, the…
Teaching Aid for Platonic Solids Cube Geometry Print with or without infill your choice. Remix as desired.
all 18 of the Platonic and Archimedean polyhedra Category: Math
Tetrahedron Cube Octahedron Dodecahedron Icosahedron
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These 5 models are Kleetope shapes of the Platonic Solids. See:…
Scale to fit your needs with the same factor for bottle and cap.
Octahedron Details An octahedron is a type of polyhedron with eight triangular faces, twelve edges, and six vertices. In a regular octahedron , all faces are equilateral triangles, making it one of the five Platonic solids. An interesting…
Icosahedron Details An icosahedron is a type of polyhedron with twenty triangular faces, thirty edges, and twelve vertices. In a regular icosahedron , all faces are equilateral triangles, making it one of the five Platonic solids. This…
Scale up and down to fit your needs. Edit as necessary to integrate into your next creation. These are just practice models done in Fusion.
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid The solid shapes are here . The stick and ball shapes are here . The hyperbolic shapes are…
Has it ever felt underwhelming stripping your Monopoly opponents of their whole fortune just by taking few pieces of paper? Well now you can enjoy their suffering in much more visually appealing and understandable way with these money…
all 18 of the Platonic and Archimedean polyhedra Category: Math
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These 5 models are the Safe version of the Kleetope shapes of the Platonic Solids. See:…
This coaster set is a simple but pleasing design with in-set shapes to hold water so your table wont. I recommend printing with 3 shells and extra infill maybe 30% so the coasters are heavier and sturdier. I printed in PLA with no issues.…
This is a puzzle I made in which you fit all five Platonic solids into a box with three differently shaped holes and shut the lid. Here is a video of it for more information:
There are quite some evertible platonic solids available and I plan to make them available as a toy in this thing. Generally they consist of a header and a belt. Once you remove the header, the belt becomes evertible. How to make them:…
A complete, print-ready collection of all 5 Platonic Solids designed as elegant wireframe (hollow) 3D models. These models feature clean, solid edges with entirely open faces. This skeletal, minimalist design allows you to look directly…
Vorsicht: Spielende Zahlen ist eine Sammlung von Lernmaterial für Unterricht und Selbststudium. Nach und nach wir zu den meisten Drucken auch noch ein fOrscherblAtt beigefügt, das den individuellen Lernweg begleiten soll.
With these four components you can make three different Escher polyknots and a polylink. The Escher dodecahedral polyknot component will come later. The triangle Archipanel and square Archipanel by jdanders are included for convenience…
This is a set of platonic solids key chains.
Vorsicht: Spielende Zahlen ist eine Sammlung von Lernmaterial für Unterricht und Selbststudium. Nach und nach wir zu den meisten Drucken auch noch ein fOrscherblAtt beigefügt, das den individuellen Lernweg begleiten soll.
all 5 of the Escher-Platonic polyknots Key to the polyknots P1: tetrahedron P2 octahedron P3: cube P4: dodecahedron P5: icosahedron Category: Math Art
Vorsicht: Spielende Zahlen ist eine Sammlung von Lernmaterial für Unterricht und Selbststudium. Nach und nach wir zu den meisten Drucken auch noch ein fOrscherblAtt beigefügt, das den individuellen Lernweg begleiten soll.
These 5 star polyhedra are augmentations of the 5 Platonic polyhedra. They have been designed to be classroom friendly with rounded edges and vertices.
This collection of the 5 Platonic polyhedra have been designed to be classroom friendly with rounded edges and vertices.
All five of the Holden Platonic polylinks inspired by Alan Holden and his book Orderly Tangles. Category: Math
all 5 of the Roelofs-Platonic polyknots inspired by Rinus Roelofs and modeled on the Platonic Solids Key to the polyknots P1: tetrahedron P2: cube P3: octahedron (polylink) P4: dodecahedron P5: icosahedron Category: Math Art
these 5 Holden-Platonic polylinks are inspired by Alan Holden and his book Orderly Tangles.
3 polylinks based on the tetrahedron, cube, and dodecahedron inspired by Alan Holden Category: Math Art
This is a homage to the basic platonic forms, but with the Utah Teapot inspired by Martin Newell and James Arvo and David Kirk, please use supports, it will have stringy bottoms otherwise
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These are the solid shapes of the 5 Platonic Solids. The solid shapes are here . <this…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These are stick and ball shapes of the 5 Platonic Solids. The solid shapes are here . The…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These 5 models are hyperbolic shapes of the Platonic Solids. The solid shapes are here .…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid The solid shapes are here . The stick and ball shapes are here . The hyperbolic shapes are…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These 5 models are Kleetope shapes of the Platonic Solids. See:…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These 5 models are the Safe version of the Kleetope shapes of the Platonic Solids. See:…
This collection includes one Escher octahedral polylink and the other four are polyknots. They have knots at each vertex of the base polyhedron from which they are derived corresponding to its vertex configuration. For example, the…
This collection includes one Roelofs octahedral polylink and the other four are polyknots. They have knots at each vertex of the base polyhedron from which they are derived corresponding to its vertex configuration. For example, the…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These 25 models are Christmas Ornaments of the 5 Platonic Solids. These models have a ring…
all 18 of the Platonic and Archimedean polyhedra Category: Math
These 5 star polyhedra are augmentations of the 5 Platonic polyhedra. They have been designed to be classroom friendly with rounded edges and vertices.
This collection of the 5 Platonic polyhedra have been designed to be classroom friendly with rounded edges and vertices.
This model represents Plato , one of the most influential philosophers of Ancient Greece, depicted in a classical museum-style bust inspired by traditional marble sculptures. The sculpt emphasizes wisdom, seriousness, and intellectual…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid These are edge shapes of the 5 Platonic Solids. See the photograph of the drawing by…
With these four components you can make three different Escher polyknots and a polylink. The Escher dodecahedral polyknot component will come later. The triangle Archipanel and square Archipanel by jdanders are included for convenience…
Ancient Greeks knew about them; the Platonic Solids are fascinating. You can read all about them here: https://en.wikipedia.org/wiki/Platonic_solid You may have heard of the hypercube. These models are the hyper shapes of the 5 Platonic…
Se trata de aprender a instalar y manejar el banco de trabajo Pyramids and polyhedrons para crear, generar e imprimir los 5 sólidos platónicos . Aunque el banco de trabajo ofrece otras posibilidades solamente nos centraremos en los…
