From the Angle of Quasicrystals

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Reference

Jean-Marc Castéra: From the Angle of Quasicrystals. In: Bridges 2010. Pages 215–222

DOI

Abstract

Opened in December 2009 and dedicated to quasicrystals and their application in art and architecture, “From the Angle of Quasicrystals” is a permanent exhibition/installation at the “Palais de la découverte” museum in Paris. The physicist Denis Gratias, one of the most prominent theoreticians in quasicrystals, was in charge of the “pure scientific” part, while I was to be the artist of the band.

A spot located between the planetarium and the Pi-room was put at our disposal. We wanted this space to be entirely structured by a unique quasicrystalline pattern, visible at different scales.

This pattern covers continuously two adjacent walls and the floor. A display cabinet showing real quasicrystals is inserted at an angle in accordance with the pattern, and two custom pieces of furniture are designed and placed, also matching the structure. One piece of furniture is used as table for a kind of puzzle especially made for this installation, intended for visitors to play with, and the other includes a display screen for an interactive software program and slide show with my applications of quasicrystals to architecture.

Extended Abstract

Bibtex

Used References

[1] : Jay Bonner, 2003, Three traditions of self-similarity in fourteenth and fifteenth century Islamic geometric ornament, Meeting Alhambra, Proc. ISAMA-Bridges 2003, p. 1--12.

[2] : J.M. Castera, Arabesques for Abu Dhabi, Symmetry : Culture and Science Vol. 19, 2008.

[3] : J.M. Castera, Play with infinity, Meeting Alhambra, Proc. ISAMA-Bridges 2003, pp. 189-196, 2003.

[4] : J.M. Castera, H.Jolis, Géométrie douce, éditions 61/2, Paris, 1992.

[5] : J.M. Castera, , Arabesques, ACR éditions, Paris, 1996 (French), 1999 (English).

[6] : D. Gratias, A. Katz, Tiling and Quasicrystals, in Lectures on Quasicrystals, Les éditions de physique, Les Ulis, 1994.

[7] : E. Makovicky, F. Rull Pérez and P. Fenoll Hach-Alí, Mirador de Lindaraja: Islamic ornamental patterns based on octagonal lattice in Alhambra, Granada, and Alcazar, Sevilla, Spain, Boletín Sociedad Espaňola Mineralogía 19 (1986), 1-26, 1992.

[8] : M. Senechal, The Mysterious Mr. Ammann, The Mathematical Intelligencer, 26:4, 2004.

[9] : D. Shechtman, I. Blech, D. Gratias et J. W. Cahn, Metallic Phase with Long-Range Orientational Order and No Translational Symmetry, Phys. Rev. Lett. 53, 1951-1953 (1984).


Links

Full Text

http://archive.bridgesmathart.org/2010/bridges2010-215.pdf

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Sonstige Links

http://archive.bridgesmathart.org/2010/bridges2010-215.html