"A geodesic dome is a spherical or hemispherical thin-shell structure (lattice-shell) based on a network ofgeodesics (great circles) on the surface of a sphere or a hemisphere. The geodesics intersect to form triangular elements, which have local, triangular rigidity, and so distribute the structural stress throughout the geodesic sphere."How to build a paper geodesic dome model
Plans to build a paper geodesic dome
Chapter 9: Mathematics -- Build a homemade geodesic dome
- 90 straws 7¾ inches long
- 85 straws 7½ inches long
- 80 straws 6½ inches long
- 76 small brads
Inside the Factory: More fun with WebGL
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)
https://s3.amazonaws.com/InsideTheFactory/webgl/geodesic_Project_3v.rvt.js.html
https://s3.amazonaws.com/InsideTheFactory/webgl/geodesic_Project.rvt.js.html
https://s3.amazonaws.com/InsideTheFactory/webgl/geodesic_Project_3v.rvt.js.html
https://s3.amazonaws.com/InsideTheFactory/webgl/geodesic_Project.rvt.js.html