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[Structural Geometric Topology Home] > [Topological Categories] > [Weaves] > [Kepler Weaves]
Kepler weaves are woven structures inspired by the annuloid studies of Johannes Kepler, and as such, they are composed of polygons. Like all the Kepler annuloid structures, the ones depicted below are constructed with colored paper to highlight their substructures (Figure 1).
Weave
yellow substructures
blue substructures
red substructures
(Figure 1)
structure: Kepler weave
components: triangles, hexagons
structure: Kepler weave
components: squares, hexagons
structure: Kepler weave
components: hexagons
structure: Kepler weave
components: pentagons, hexagons
structure: Kepler weave
components: squares, hexagons
structure: Kepler weave
components: triangles, octagons
structure: Kepler weave
components: triangles, pentagons
structure: Kepler weave
components: squares, hexagons
structure: Kepler weave
components: pentagons
structure: Kepler weave
components: squares, hexagons
structure: Kepler weave
components: triangles, squares
structure: Kepler weave
components: squares, hexagons
structure: Kepler weave
components: squares, hexagons
structure: Kepler weave
components: squares, octagons
structure: Kepler weave
components: hexagons
structure: Kepler weave
components: squares octagons
structure: Kepler weave
components: octagons
structure: Kepler weave
components: triangles, hexagons
structure: Kepler weave
components: squares, hexagons
structure: Kepler weave
components: squares, pentagons
structure: Kepler weave
components: squares, hexagons
structure: Kepler weave
components: squares, heptagons
structure: Kepler weave
components: triangles, hexagons
structure: Kepler weave
components: triangles, pentagons
structure: Kepler weave
components: squares, hexagons
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