2023
DOI: 10.1016/j.ijmecsci.2022.107861
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Programming curvatures by unfolding of the triangular Resch pattern

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Cited by 6 publications
(1 citation statement)
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“…Although folding a flat sheet along crease lines does not alter the Gaussian curvature of the folded sheet, connecting multiple sheets through fold lines results in a global configuration exhibiting apparent Gaussian curvature. The geometric approach to achieving specific 3D profiles has attracted interest from multidisciplinary researchers, giving rise to the field of computational origami, which combines mathematics, algorithms, and manufacturing techniques [90] . Various approaches have been developed to approximate complex configurations, such as crease pattern tessellation [91][92][93][94] and origami tube assembly [92,95,96] .…”
Section: Origami and Kirigami Principlesmentioning
confidence: 99%
“…Although folding a flat sheet along crease lines does not alter the Gaussian curvature of the folded sheet, connecting multiple sheets through fold lines results in a global configuration exhibiting apparent Gaussian curvature. The geometric approach to achieving specific 3D profiles has attracted interest from multidisciplinary researchers, giving rise to the field of computational origami, which combines mathematics, algorithms, and manufacturing techniques [90] . Various approaches have been developed to approximate complex configurations, such as crease pattern tessellation [91][92][93][94] and origami tube assembly [92,95,96] .…”
Section: Origami and Kirigami Principlesmentioning
confidence: 99%