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Robotic Fabrication of Components for Ceramic Shell Structures

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This research investigates the assembly of funicular shell structures using a single layer of flat ceramic tiles. The objective is to synthesize recent advances in structural prediction software with existing means and methods of on-site assembly. The primary area of investigation is at the scale of the tectonic unit-most specifically how introduction of geometric intelligence at the scale of the unit can simplify the assembly of forms that are difficult to realize in the context of modern construction. The project simulates an industrial production scenario in which components for a given shell structure can be fabricated using a wire cutter-equipped 6-axis robotic arm. It aims to increase the adaptability and applicability of ceramic shell structures.
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JOURNAL OF
THE INTERNATIONAL ASSOCIATION
FOR SHELL AND SPATIAL
STRUCTURES
FORMERLY BULLETIN OF THE INTERNATIONAL ASSOCIATION FOR SHELL AND SPATIAL STRUCTURES
P
r
o
f. D. h-C Eng .E. TORROJA, founde
r
international association
for shell and spatial structures
PORTADA Y CONTRA.indd 1 28/12/04 07:06:0928/12/04 07:06:09
V
ol. 55
(
2014
)
No. 4
D
ece
m
be
r
n
. 1
82
I
SS
N: 1028-365X
December n. 182
Vol. 55 (2014) No. 4
CUB journal 182.ai 1 07/01/15 16:51CUB journal 182.ai 1 07/01/15 16:51
... (a) multi-axis water jet cutting (Bechthold, 2009;Maciej et al., 2011) (b) robotic, hot-blade carving (Clifford et al., 2014) (c) multi-axis milling (Fallacara, 2012;Clifford andMcGee, 2013, 2015) (d) multi-axis, circular blade cutting (e) multi-axis/robotic, hot-wire and abrasive-wire cutting Mcgee et al., 2013;Schwartz and Mondardini, 2014;Feringa and Sondergaard, 2014;Seibold et al., 2014); and (f) three-dimensional sand-printing technology (Soar and Andreen, 2012;Dillenburger and Hansmeyer, 2013) Not all of these techniques are similarly suitable for processing larger volumetric elements. Water jets use a high-velocity and high-pressure jet of water and abrasive substances to cut through material. ...
Thesis
Full-text available
Addressing both architects and engineers, this dissertation presents a new framework for the form finding and design of fabrication geometry of discrete, funicular structures in the early design phase. Motivated by ongoing debates about digital architecture and funicular shell form finding, it introduces a new methodology for structurally-informed design of curved surface architecture through the use of geometrical rather than analytical or numerical representations of the relation between form, forces and fabrication. Based on Thrust Network Analysis (TNA), new algorithms are presented that enable an interactive exploration of novel funicular shapes, enriching the known formal vocabulary of shell architecture. Using TNA, the framework adopts the same advantages of techniques like graphic statics, providing an intuitive and educational approach to structural design that ranges from simple explorations to geometry-based optimisation techniques. Complementary to this structurally-informed design process, the work reflects on the latest building technologies while also revisiting historic construction techniques for stereotomic stone masonry and prefabricated concrete shells to develop efficient fabrication design strategies for discrete funicular structures. Based on architectural, structural and fabrication requirements, several tessellation approaches for given thrust surfaces are developed for the design of informed discretisation layouts of any funicular shape. The flexibility and feasibility of the form-finding framework is demonstrated in several case studies employing the new structural design tool RhinoVAULT, which implements the developed form-finding methods. The use of fabrication design strategies is discussed in a comprehensive case study that shows project-specific tessellation design variations and first fabrication results for a complex stone masonry shell.
Article
Full-text available
This paper presents a new methodology for generating compression-only vaulted surfaces and networks. The method finds possible funicular solutions under gravitational loading within a defined envelope. Using projective geometry, duality theory and linear optimization, it provides a graphical and intuitive method, adopting the same advantages of techniques such as graphic statics, but offering a viable extension to fully three-dimensional problems. The proposed method is applicable for the analysis of vaulted historical structures, specifically in unreinforced masonry, as well as the design of new vaulted structures. This paper introduces the method and shows examples of applications in both fields.
Article
Heinz Isler (1926-2009), the Swiss designer renowned for his shell structures, was extraordinary for his innovative and exacting work. He directly produced physical models by hand in order to not only create design prototypes, but also to generate scaled-up measurements for construction. John Chilton describes how Isler successfully applied the principle of the inverted catenary arch, which was first pioneered by Robert Hooke in Sir Christopher Wren's St Paul's Cathedral in the 17th century, to thin membrane structures in three dimensions. Copyright © 2010 John Wiley & Sons, Ltd.
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