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Mueller, Copyright (c) 2007, last updated Fri, February 25, 2022 Geodesic Cube Cube Cube Uniform Polyhedron: U6 aka Hexahedron Platonic Solid Platonic Element: Earth Wythoff symbol: 3|2 4 Symmetry Group: octahedral Vertex Configuration: {4, 4, 4} Dual: octahedron V: s3 A: s2 * 6 rinner: s / 2 router: s / 2 * √3 Vertices/Connectors: 8 (3-way) Faces: 6 (4-sided) Edges/Struts: A x 12: 1.15470 Geodesic Cube L1 Geodesic Cube L1 Vertices/Connectors: 14 6 x 4-way 8 x 6-way Faces: 24 (3-sided) Edges/Struts: A x 24: 0.91940 B x 12: 1.15470 total 36 struts (2 kinds) strut variance 25.7% Geodesic Cube Dome L1 Geodesic Cube Dome L1 Geodesic Cube Dome L1 Vertices/Connectors: 10 2 x 3-way 6 x 4-way 2 x 6-way Faces: 12 (3-sided) Cube Dome L1 Construction Map Edges/Struts: A x 14: 0.91940 B x 7: 1.15470 total 21 struts (2 kinds) strut variance 25.7% d= A= x 14, B= x 7, Geodesic Cube L2 Geodesic Cube L2 Vertices/Connectors: 50 6 x 4-way 44 x 6-way Faces: 96 (3-sided) Edges/Struts: A x 48: 0.47313 B x 48: 0.53327 C x 24: 0.60581 D x 24: 0.65012 total 144 struts (4 kinds) strut variance 37.4% Geodesic Cube Dome L2 Geodesic Cube Dome L2 Geodesic Cube Dome L2 Vertices/Connectors: 31 2 x 3-way 12 x 4-way 17 x 6-way Faces: 48 (3-sided) Cube Dome L2 Construction Map Edges/Struts: A x 28: 0.47313 B x 24: 0.53327 C x 14: 0.60581 D x 12: 0.65012 total 78 struts (4 kinds) strut variance 37.4% d= A= x 28, B= x 24, C= x 14, D= x 12, Geodesic Cube L2T Geodesic Cube L2T Vertices/Connectors: 74 36 x 4-way 24 x 6-way 6 x 8-way 8 x 12-way Faces: 144 (3-sided) Edges/Struts: A x 24: 0.29239 B x 48: 0.35693 C x 48: 0.47313 D x 24: 0.48701 E x 24: 0.60581 F x 48: 0.66092 total 216 struts (6 kinds) strut variance 126.4% Geodesic Cube Dome L2T Geodesic Cube Dome L2T Geodesic Cube Dome L2T Vertices/Connectors: 43 6 x 3-way 15 x 4-way 2 x 5-way 12 x 6-way 4 x 7-way 2 x 8-way 2 x 12-way Faces: 72 (3-sided) Cube Dome L2T Construction Map Edges/Struts: A x 12: 0.29239 B x 24: 0.35693 C x 28: 0.47313 D x 12: 0.48701 E x 14: 0.60581 F x 24: 0.66092 total 114 struts (6 kinds) strut variance 126.4% d= A= x 12, B= x 24, C= x 28, D= x 12, E= x 14, F= x 24, The L2 looks good to explore this form as well, straight hemisphere line makes it a good 4/8 dome. Next Page >> Page << Prev | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | Next >> Content: Page 1: Introduction, Geodesic Procedure, Triangulation Methods/Classes, Class 1 / Alternate Subdivision ... Page 2: Geodesic Truncated Tetrahedron Page 3: Geodesic Octahedron Page 4: Geodesic Cube Page 5: Geodesic Cuboctahedron Page 6: Geodesic Truncated Octahedron Page 7: Geodesic Truncated Cube Page 8: Geodesic Rhombicuboctahedron Page 9: Geodesic Truncated Cuboctahedron Page 10: Geodesic Snub Cube Page 11: Geodesic Icosahedron Page 12: Geodesic Dodecahedron Page 13: Geodesic Icosidodecahedron Page 14: Geodesic Truncated Icosahedron Page 15: Geodesic Truncated Dodecahedron Page 16: Geodesic Rhombicosidodecahedron Page 17: Geodesic Truncated Icosidodecahedron Page 18: Geodesic Snub Dodecahedron Page 19: Geodesic Pentakis Dodecahedron, Pentakis Dodecahedron vs Geodesic Dodecahedron L1, Epcot Spaceship Earth ... 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