About: Geodesic polyhedron

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Polyhedron made from triangles that approximates a sphere

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  • polyhedron made from triangles that approximates a sphere (en)
  • polieder iz trikotnikov, ki se približuje sferi (sl)
  • wielościan złożony z trójkątów, przybliżenie kuli (pl)
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  • vertical (en)
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  • An icosahedron and related symmetry polyhedra can be used to define a high geodesic polyhedron by dividing triangular faces into smaller triangles, and projecting all the new vertices onto a sphere. Higher order polygonal faces can be divided into triangles by adding new vertices centered on each face. The new faces on the sphere are not equilateral triangles, but they are approximately equal edge length. All vertices are valence-6 except 12 vertices which are valence 5. (en)
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  • Geodesic icosahedral polyhedron_example.png (en)
  • Geodesic icosahedral polyhedron_example2.png (en)
  • Geodesic icosahedral polyhedron_example5.png (en)
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  • Geodesic polyhedron (en)
  • Icosphere (en)
  • 지오데식 다면체 (ko)
  • Geodetische bol (nl)
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