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Design and foldability of Miura-based cylindrical origami structures
Abstract A methodology for designing cylindrical origami with different patterns and different cross-sectional shapes is presented. Planar and cylindrical origami with curved-crease patterns are designed and proved to be foldable and developable regardless of the type of crease line. Specifically, cylindrical origami structures with arc-Miura pattern and circular cross section, arc pattern and circular cross section, arc-Miura pattern and triangular cross section, arc pattern and triangular cross section are designed. The relationships between the two-dimensional (2D) crease lines in a sheet and three-dimensional (3D) spatial origami structures are derived. Fabrications of cylindrical origami by a folding process are performed to validate the design theory for 2D crease lines. This work paves the way for applications for cylindrical origami in engineering, such as energy absorption.
Graphical abstract Display Omitted
Highlights A methodology is presented for designing different kinds of cylindrical origami structures. Planar and cylindrical curved-crease origami structures are proved to be foldable and developable. The relationships between the two-dimensional crease lines and three-dimensional spatial structures are defined. Cylindrical rigid origami and curved-crease origami structures are fabricated by a folding process.
Design and foldability of Miura-based cylindrical origami structures
Abstract A methodology for designing cylindrical origami with different patterns and different cross-sectional shapes is presented. Planar and cylindrical origami with curved-crease patterns are designed and proved to be foldable and developable regardless of the type of crease line. Specifically, cylindrical origami structures with arc-Miura pattern and circular cross section, arc pattern and circular cross section, arc-Miura pattern and triangular cross section, arc pattern and triangular cross section are designed. The relationships between the two-dimensional (2D) crease lines in a sheet and three-dimensional (3D) spatial origami structures are derived. Fabrications of cylindrical origami by a folding process are performed to validate the design theory for 2D crease lines. This work paves the way for applications for cylindrical origami in engineering, such as energy absorption.
Graphical abstract Display Omitted
Highlights A methodology is presented for designing different kinds of cylindrical origami structures. Planar and cylindrical curved-crease origami structures are proved to be foldable and developable. The relationships between the two-dimensional crease lines and three-dimensional spatial structures are defined. Cylindrical rigid origami and curved-crease origami structures are fabricated by a folding process.
Design and foldability of Miura-based cylindrical origami structures
Du, Yuntong (Autor:in) / Keller, Thomas (Autor:in) / Song, Changping (Autor:in) / Xiao, Zhenqian (Autor:in) / Wu, Linzhi (Autor:in) / Xiong, Jian (Autor:in)
Thin-Walled Structures ; 159
13.11.2020
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
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