Fig 6 - A general method for the creation of dilational surfaces

Fig. 6 Tiling method. Steps in obtaining a correct tiling pattern of pantographs: a dual graph of the net, where the vertices are the faces of the triangulated surface, b directed dual graph with correct orientation, c correct tiling pattern, d correct tiling pattern with θ ¼ 20

Tiling method. Steps in obtaining a correct tiling pattern of pantographs: a dual graph of the net, where the vertices are the faces of the triangulated surface, b directed dual graph with correct orientation, c correct tiling pattern, d correct tiling pattern with θ ¼ 20

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Reference

A general method for the creation of dilational surfaces - Scientific Figure on ResearchGate. Available from: https://www.researchgate.net/figure/Tiling-method-Steps-in-obtaining-a-correct-tiling-pattern-of-pantographs-a-dual-graph_fig3_337282774 [accessed 21 Mar, 2023]

Caption

Fig. 6 Tiling method. Steps in obtaining a correct tiling pattern of pantographs: a dual graph of the net, where the vertices are the faces of the triangulated surface, b directed dual graph with correct orientation, c correct tiling pattern, d correct tiling pattern with θ ¼ 20

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<a href="https://www.researchgate.net/figure/Tiling-method-Steps-in-obtaining-a-correct-tiling-pattern-of-pantographs-a-dual-graph_fig3_337282774"><img src="https://www.researchgate.net/publication/337282774/figure/fig3/AS:825480303353859@1573821249678/Tiling-method-Steps-in-obtaining-a-correct-tiling-pattern-of-pantographs-a-dual-graph.png" alt="Tiling method. Steps in obtaining a correct tiling pattern of pantographs: a dual graph of the net, where the vertices are the faces of the triangulated surface, b directed dual graph with correct orientation, c correct tiling pattern, d correct tiling pattern with θ ¼ 20"/></a>