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Topological Nets that Overlap
[Making Math Models] > [Topological Nets] > [Mobius Strips]
The one sided surfaces below are inspired by the Mobius strip by Augustus Mobius. The components, their assembly and a final completed strip are shown below.
3 substructures for Mobius strip to the right
assembled substructures
completed Mobius strips
Mobius strip (top),
assembled substructures (bottom)
Mobius strip (top),
assembled substructures (bottom)
structure: Mobius strips
components: squares, pentagons
structure: Mobius strips
components: triangles, squares
structure: Mobius strips
components: triangles, squares
structure: Mobius strips
components: squares, pentagons
structure: Mobius strips
components: squares, hexagons
structure: Mobius strips
components: squares, pentagons, hexagons
structure: Mobius strips
components: squares, hexagons
structure: Mobius strips
components: squares, pentagons
structure: Mobius strips
components: squares, hexagons
structure: Mobius strips
components: squares, hexagons
structure: Mobius strips
components: triangles, squares, hexagons
structure: Mobius strips
components: squares, pentagons
structure: Mobius strips
components: squares, pentagons
structure: Mobius strips
components: triangles, squares, pentagons
structure: Mobius strips
components: squares, hexagons
structure: Mobius strips
components: squares, pentagons
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