Multi-Turing instabilities and spatial patterns in discrete systems : simplicity and complexity, cavities and counterpropagation

Bostock, C; Christian, JM; Leite, AB; McDonald, GS; Huang, JG

Abstract

The spontaneous pattern-forming properties of three discrete nonlinear optical
systems are investigated, including the proposal of two new physical contexts for
coupled-waveguide geometries. Linear analyses predict Turing threshold instability
spectra with multiple minima, and simulations demonstrate emergent static patterns.

Citation

Bostock, C., Christian, J., Leite, A., McDonald, G., & Huang, J. Multi-Turing instabilities and spatial patterns in discrete systems : simplicity and complexity, cavities and counterpropagation. Poster presented at 6th European Optical Society Annual Meeting (EOSAM 2016), Berlin Adlershof, Germany

• Presentation Conference Type: Poster
• Conference Name: 6th European Optical Society Annual Meeting (EOSAM 2016)
• Conference Location: Berlin Adlershof, Germany
• Publication Date: Sep 30, 2016
• Deposit Date: Mar 4, 2020
• Publicly Available Date: Mar 4, 2020
• Publisher: European Optical Society
• Book Title: Proceedings of European Optical Society Annual Meeting 2016 (EOSAM 2016)
• ISBN: 9781510847965
• Publisher URL: http://www.old.myeos.org/events/eosam2016
• Related Public URLs: https://www.europeanoptics.org/
• Additional Information: Event Type : Conference