Buckminster Search Results

How To: Origami Buckminster Fuller molecule balls

This video provides instruction on how to make "buckyballs" (dodecahedron, truncated icosahedron) from "PHiZZ" units. It looks complicated but it is really easy to make.

How To: Make an ice-cream cone buckyball

Learn how to make these buckminster fuller-inspired buckyballs from ice-cream cones, then deploy them in unexpected locations as a kind of biodegradable graffiti. this is a how-to video with original guitar composition by Julian Mock.

How To: Origami a spiked truncated icosahedron

Instruction on how to make a spiked truncated icosahedron AKA "Hairy Buckyball" (don't think it's an official stellation of the truncated icosahedron) or Buckminster fullerene molecule (every spike is a C-atom).

News: Beautiful Kites From 1957

Usually when I see people flying kites at the beach, I associate the pace to a humdrum senior citizen activity. Serene for a few initial moments, dull for the rest.

News: Make a perfect structure with ice cream cones

This ingenious how-to is a genuine tribute to the designs of inventor Buckminster Fuller. This ice cream cone Buckyball was fabricated and filmed by New England textile artist Alyce Santoro. In stop motion, Alyce illustrates the carbon molecule, self-supporting Fullerene structure.

How To: Make Icosahedral Planet Ornaments

In honor of the new Astronomy World, I thought we should look at a few planetary icosahedrons. The icosahedron is the most round of the Platonic solids with twenty faces, thus has the smallest dihedral angles. This allows it to unfold into a flat map with a reasonably acceptable amount of distortion. In fact, Buckminster Fuller tried to popularize the polyhedral globe/map concept with his Dymaxion Map.

Math Craft Monday: Community Submissions (Plus How to Make Escheresque Tessellated Cubes)

It's once again Monday, which means it's time to highlight some of the most recent community submissions posted to the Math Craft corkboard. Since two of these posts were on polyhedral versions of M.C. Escher's tessellations, I thought we'd take a look at building a simple tessellated cube based off of imitations of his imagery.

News: World's Most Magical Treehouses

What is it about the fantasy of the treehouse? Escapism. Other worldly, bird-like elevation. Beauty and peacefulness. Backwoods simplicity (although in some cases, truly elaborate works of fine architecture). Whatever the draw is, I'm dying to have my own treehouse in the woods, and I'd gladly take any of the examples below.