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_id ecaade2008_040
id ecaade2008_040
authors Baerlecken, Daniel; Kobiella, Olaf
year 2008
title Math Objects
doi https://doi.org/10.52842/conf.ecaade.2008.677
source Architecture in Computro [26th eCAADe Conference Proceedings / ISBN 978-0-9541183-7-2] Antwerpen (Belgium) 17-20 September 2008, pp. 677-684
summary The paper discusses mathematical form generation as an academic methodology to develop new approaches to architectural design. The academic design studio ‘Math objects’ investigates the relationship between complex 3d-surfaces and mathematics in order to expand the formal repertoire of architecture. It claims that the process of form generation can be seen as an autonomous entity, which is independent from an overall strategy or any a priori meaning. Architecture has always originated from a concept, eventually progressing towards a certain form. This methodology has been reversed. The paper discusses two studios undertaken in the last year, led by Daniel Baerlecken and Olaf Kobiella at the TU Braunschweig, Germany.
keywords Generative design, design methodology: architectural design teaching, parametric form generation, NURBS-modelling
series eCAADe
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last changed 2022/06/07 07:54

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