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written by Rene K. Mueller, Copyright (c) 2007, last updated Fri, February 25, 2022
  Truncated Tetrahedron |
- Uniform Polyhedron: U2
- Archimedean Solid: A13
- Wythoff symbol: 2 3|3
- Symmetry Group: tetrahedral
- Vertex Configuration: {6, 6, 3}
- Dual: triakis tetrahedron
- V: s3 * 23/12 * √2
- A: s2 * 7 * √3
- rinner: s * 9 / 44 * √22
- router: s / 4 * √22
- Vertices/Connectors: 12 (3-way)
- Faces: 8
- Edges/Struts:
  Geodesic Truncated Tetrahedron L1 |
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- Vertices/Connectors: 16
- Faces: 28 (3-sided)
- Edges/Struts:
- A x 18: 0.85280
- B x 24: 0.97751
- total 42 struts (2 kinds)
- strut variance 14.7%
  Geodesic Truncated Tetrahedron L2 |
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- Vertices/Connectors: 58
- Faces: 112 (3-sided)
- Edges/Struts:
- A x 36: 0.43696
- B x 12: 0.47140
- C x 24: 0.48876
- D x 48: 0.50513
- E x 48: 0.54901
- total 168 struts (5 kinds)
- strut variance 25.6%
No base line, so likely not suitable for dome variant.
  Geodesic Truncated Tetrahedron L2T |
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- Vertices/Connectors: 86
- 42 x 4-way
- 28 x 6-way
- 12 x 10-way
- 4 x 12-way
- Faces: 168 (3-sided)
- Edges/Struts:
- A x 12: 0.27477
- B x 48: 0.29984
- C x 24: 0.32817
- D x 36: 0.43696
- E x 48: 0.50513
- F x 12: 0.50914
- G x 48: 0.53698
- H x 24: 0.61550
- total 252 struts (8 kinds)
- strut variance 124.0%
- Vertices/Connectors: 50
- 4 x 3-way
- 25 x 4-way
- 13 x 6-way
- 2 x 7-way
- 5 x 10-way
- 1 x 12-way
- Faces: 84 (3-sided)
  Truncated Tetrahedron Dome L2T Construction Map |
- Edges/Struts:
- A x 7: 0.27477
- B x 24: 0.29984
- C x 14: 0.32817
- D x 19: 0.43696
- E x 24: 0.50513
- F x 7: 0.50914
- G x 24: 0.53698
- H x 14: 0.61550
- total 133 struts (8 kinds)
- strut variance 124.0%
Using triacon subdivision, all of the sudden a base line appears - so I will explore the dome variant as well.
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