See, stats, and : https : / / www . researchgate . net / publication / 225997916 Curved Chapter DOI : 10 . 1007 / 978 - 3 - 642 - 23435 - 4_17 CITATIONS 2 READS 406 2 : Lorenz ETH 13 SEE Toni Aalto 19 SEE All . The . Abstract This paper presents a novel approach for the interactive design of linear structures in space . A method is introduced , that provides a maximum of formal freedom in the design of funicular , hence efficient , structures . For a given deck ge - ometry , defined by a design driving NURBS curve via parametric modeling tech - niques , a tailored relaxation routine allows for controlled , real - time form - finding of the spatial funicular . Subsequently , the equilibrium of the deck is constructed using techniques from graphic statics , combined with a least - square optimization technique . Finally , the method is applied to a design example .
CITATION STYLE
Lachauer, L., & Kotnik, T. (2011). Curved Bridge Design. In Computational Design Modelling (pp. 145–152). Springer Berlin Heidelberg. https://doi.org/10.1007/978-3-642-23435-4_17
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