Conference full papers - Open Access.

Idioma principal

Modeling technique for vault-like structure generation through topological manipulation

Modeling technique for vault-like structure generation through topological manipulation

Álvarez, Marcelo ; Bernal, Marcelo ; Castro, Carlos ;

Conference full papers:

This study is based on the development of a modeling technique for vault-like structure generation through topological manipulation. Currently, topology-driven form-finding has been implemented in tensile structures, but no further studies have been conducted for compression-only structures. The focus of this study is to approach the problem of highly determined vault shapes by their input topology. The technique operates at the topological level between vertices and edges to create an input 2D topology map. The particle-spring system uses such a map to simulate the resulting 3D mesh geometry. For testing purposes, we explore three generative approaches. The results show the effectiveness of the technique to manipulate the topological relationships that controls the generation of the funicular structures.

Conference full papers:

Palavras-chave: Form-finding, Funicular, Particle-spring system, Design space, Topology,

Palavras-chave:

DOI: 10.5151/sigradi2020-33

Referências bibliográficas
  • [1] Addis, B. (2014). Physical modelling and form finding. In S. Bhooshan, D. Veenendaal, & P. Block, Shell Structures for Architecture, form finding and optimization (pp. 33-43). New York, NY: Routledge.
  • [2] Adriaenssens, S., Block, P., Veenendaal, D., & Williams, C. (2014). Shell Structures for Architecture: Form Finding and Optimization. Routledge
  • [3] Ahlquist, S., Erb, D., & Menges, A. (2015). Evolutionary structural and spatial adaptation of topologically differentiated tensile systems in architectural design. In Artificial Intelligence for Engineering Design, Analysis and Manufacturing (pp. 393- 415). Cambridge University Press.
  • [4] Bertin, T. B. (2011). Evaluating the Use of Particle-Spring Systems in the Conceptual Design of Grid Shell Structures. Worcester Polytechnic Institute.
  • [5] Bhooshan, S., Veenendaal, D., & Block, P. (2014). Particle-spring systems: Design of a cantilevering concrete shell. In S. Adriaenssens, P. Block, D. Veenendaal, & C. Williams, Shell Structures for Architecture: Form Finding and Optimization (pp. 103-113).
  • [6] Block, P., Lachauer, L., & Rippmann, M. (2014). Thrust Network Analysis: Design of a cut-stone Masonry Vault. In S. Adriaenssens, P. Block, D. Veenendaal, & C. Williams, Shell Structures for Architecture: Form Finding and Optimization (pp. 71-87).
  • [7] Clifford, B. (2012). Thick Funicular: Particle-Spring Systems for Variable-Depth Form-Responding Compression-Only Structures. Princeton University / The Ohio State University.
  • [8] Cook, R. (1974). Concepts and Applications of Finite Element Analysis.
  • [9] Deleuran, A. H., Pauly, M., Tamke, M., Tinning, I. F., & Thomsen,
  • [10] M. R. (2016). Exploratory Topology Modelling of Form-Active Hybrid Structures. In Procedia Engineering (pp. 71-80).
  • [11] Goldsmith, N. S. (2014). Shape Finding or Form Finding? In Shells, Membranes and Spatial Structures: Footprints. Brasilia, Brazil.
  • [12] Kanellos, A. (2007). Topological Self-Organisation: Using a particle-spring system simulation to generate structural space- filling lattices. London.
  • [13] Kilian, A., & Ochsendorf, J. (2005). Particle-Spring Systems for Structural Form Finding. Journal of the International Association for Shell and Spatial Structures: IASS.
  • [14] Laiserin, J. (2008). Digital Environments for Early Design: Form- Making versus Form-Finding. First International Conference on Critical Digital: What Matter (s)? (pp. 235-242).
  • [15] Lewis, W. J. (2003). Tension structures: Form and Behavior.
  • [16] London, Westminster, London: ICE Publishing.
  • [17] Naboni, R. (2016). Form-finding to fabrication of super-thin anisotropic gridshell. Milan, Italy: SIGraDi 2016, XX Congress of the Iberoamerican Society of Digital Graphics.
  • [18] Pone, S., Colabella, S., Parenti, B., D., L., & Fiore, A. (2013). Construction and form-finding of a post-formed timber grid- shell.
  • [19] Suzuki, S., & Knippers, J. (2017). Topology-driven Form-finding: Implementation of an Evolving Network Model for Extending Design Spaces in Dynamic Relaxation. Stuttgart, Germany: Institute of Building Structures and Structural Design, University of Stuttgart.
  • [20] Suzuki, S., & Knipperss, J. (2017). Topology-driven Form-finding: Implementation of an Evolving Network Model for Extending Design Spaces in Dynamic Relaxation. In Protocols, Flows and Glitches, Proceedings of the 22nd International Conference of the Association for Computer-Aided Architectural Design Research in Asia (pp. 489-499). Hong Kong: CAADRIA.
  • [21] Suzuki, S., & Knippers, J. (2017). The Design Implications of Form-Finding with Dynamic Topologies. Stuttgart, Germany: Institute of Building Structures and Structural Design, University of Stuttgart.
  • [22] Najle, C. (2004). Machinic manifesto. Quaderns d'arquitectura i urbanisme. Volume 244 Q 4.0 (pp. 127-136)
  • [23] Piker, D. (2013). Kangaroo: Form Finding with Computational Physics. Architectural Design, 83(2), (pp. 136–137).
  • [24] Thornton Tomasetti Second Colibri Release, CORE studio.
Como citar:

Álvarez, Marcelo; Bernal, Marcelo; Castro, Carlos; "Modeling technique for vault-like structure generation through topological manipulation", p. 238-245 . In: Congreso SIGraDi 2020. São Paulo: Blucher, 2020.
ISSN 2318-6968, DOI 10.5151/sigradi2020-33

últimos 30 dias | último ano | desde a publicação


downloads


visualizações


indexações