Project Origami: Activities for Exploring Mathematics

By H. Verrill. 2006

85 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/e805dc2d2a78d7cdf270247e2fed3f34c8be0acd

Citations in the corpus

• Origami tubes assembled into stiff, yet reconfigurable structures and metamaterials (2015, unknown): “For example, rigid origami systems are defined as those having a kinematic deformation mode in which movement is concentrated along the fold lines, whereas the panels remain flat (20, 21).”
• Bar and hinge models for scalable analysis of origami (2017, unknown): “Bar and hinge models can explore foldability of a pattern in mechanical and physical terms (Saito et al., 2015; Fuchi et al., 2015, 2016b), in lieu of more mathematical derivations (e.g. Huffman (1976); belcastro and Hull (2002); Hull (2012); Tachi and Hull (2016)).”
• From flat sheets to curved geometries: Origami and kirigami approaches (2017, unknown): “Similarly, Miura showed that a fourvalent vertex with all mountain (“upwards”) or valley (“downwards”) folds cannot be folded rigidly, while a four-valent vertex with three mountain folds and one valley fold (and vice versa) could be rigidly folded [63,65].”