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id caadria2019_252
authors Tung, Hong-Cing and Hsu, Pei-Hsien
year 2019
title An Algorithm of Rigid Foldable Tessellation Origami to Adapt to Free-Form Surfaces
source M. Haeusler, M. A. Schnabel, T. Fukuda (eds.), Intelligent & Informed - Proceedings of the 24th CAADRIA Conference - Volume 1, Victoria University of Wellington, Wellington, New Zealand, 15-18 April 2019, pp. 311-320
summary When creating new kinds of origami, people design origami creases pattern on 2D plane. Consequently, people unable to precisely envision the 3D folded shape. However, in architecture, civil engineering and industrial applications, an accurate layout is important. This research is to compile an algorithm for creating origami forms with developability and flat-foldability on the target surface, more specifically, by setting a target surface first, generating a Miura-ori tessellation from the geometric configuration of a target surface. We achieve creating origami forms on a target surface, so that we can generate architectural surfaces with folded structure and accurately layout for construction. Our approach facilitates designing a free-form origami structure upon parametric and 3D modelling software for artists, designers and architects.
keywords origami tessellation; free-form; grasshopper3D; rigid foldability; flat-foldability
series CAADRIA
email jack3661mao@arch.nctu.edu.tw
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100%; open Dudte, .Levi H., Vouga, Etienne, Tachi, Tomohiro and Mahadevan, L. (2016) Find in CUMINCAD Programming curvature using origami tessellations , nature materials, 15, p. 583-588

100%; open Lang, Robert James (2017) Find in CUMINCAD Twists, Tilings, and Tessellations: Mathematical Methods for Geometric Origami , A K Peters Ltd, New York

100%; open Tsiamis, Mia, Oliva, Alfonso and Calvano, Michele (2018) Find in CUMINCAD Algorithmic Design and Analysis of Architectural Origami , Nexus Network Journal, 20, pp. 59-73

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