CumInCAD is a Cumulative Index about publications in Computer Aided Architectural Design
supported by the sibling associations ACADIA, CAADRIA, eCAADe, SIGraDi, ASCAAD and CAAD futures

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id ecaadesigradi2019_407
authors Capone, Mara, Lanzara, Emanuela, Marsillo, Laura and Nome Silva, Carlos Alejandro
year 2019
title Responsive complex surfaces manufacturing using origami
source Sousa, JP, Xavier, JP and Castro Henriques, G (eds.), Architecture in the Age of the 4th Industrial Revolution - Proceedings of the 37th eCAADe and 23rd SIGraDi Conference - Volume 2, University of Porto, Porto, Portugal, 11-13 September 2019, pp. 715-724
summary Contemporary architecture is considered a dynamic system, capable of adapting to different needs, from environmental to functional ones. The term 'Adaptable Architecture' describes an architecture from which specific components can be changed in relation to external stimuli. This change could be executed by the building system itself, transformed manually or it could be any other ability to be transformed by external forces (Leliveld et al.2017). Adaptability concept is therefore linked to motion and to recent advances in kinetic architecture. In our research we are studying the rules that we can use to design a kinetic architecture using origami. Parametric design allows us to digitally simulate the movement of origami structures, we are testing algorithmic modeling to generate doubly curvature surfaces starting from a designed surface and not from the process. Our main goal is to study the relationship between geometry, motion and shape. We are interested, in particular, in complex surface manufacture using origami technique to design a kinetic and reactive ceiling.
keywords Origami; complex surface manufacture; responsive architecture; Applied Geometry
series eCAADeSIGraDi
full text file.pdf (14,748,384 bytes)
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100%; open Adams, T. (2016) Find in CUMINCAD Sound Material A compendium of Sounds Absorbing Materials for Architecture and Design , Frame Publishers, Amsterdam

100%; open Callens, S. J. P. and Zadpoor, A. A. (2018) Find in CUMINCAD From flat sheets to curved geometries: Origami and kirigami approaches , Materials Today, 21(3)

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100%; open Magrone, P. (2015) Find in CUMINCAD Form and art of closed crease origami , Conference on Applied Mathematics APLIMAT2015, Slovakia

100%; open Rodon?, G. and Sapienza, V. (2016) Find in CUMINCAD KREO- Kinetic Responsive envelop by origami , TEMA, vol. 2, pp. 42-48

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