ABSTRACT
Figure 1. Dress – made of equal square wooden pieces – detailed view showing the geometrical problem
In order to satisfy “both sides” we can recognize a renaissance of geometry in architecture, trying to find e.g. subdividing strategies, paneling tools and the use of multiaxial machines to realize spatially curved forms. The approach and technology of tensile structures with its synclastic
G. H. Filz Institute of Structure and Design, Faculty for Architecture, University of Innsbruck, Austria
S. Schiefer & Th. Stecher Student, Faculty for Architecture, University of Innsbruck, Austria
ABSTRACT: Besides a textile realization of Minimal Surfaces in architecture we can think of many different approaches in materializing spatially curved forms. In this regard patterns, subdivision, etc. play an essential role and cause geometrical, material and detailing questions. This paper presents a mesh-based method to subdivide any rotational-symmetric Minimal Surface Catenoid in soapfilm-analogy into planar surfaces without losing its exceptional structural and architectural qualities. This Examination was compared to surface-based approaches and always keeping both in mind – spatially curved spaces and plane elements, provided by the industry.
