Multi-Turing Instability and Spontaneous Spatial Fractals in Simple Optical Systems

C. Bostock; J. M. Christian; G. S. McDonald; A. S. Heyes; J. G. Huang

doi:10.1364/NLO.2013.NTh2A.3

Nonlinear Optics
OSA Technical Digest (online) (Optica Publishing Group, 2013),
paper NTh2A.3
•https://doi.org/10.1364/NLO.2013.NTh2A.3

Multi-Turing Instability and Spontaneous Spatial Fractals in Simple Optical Systems

C. Bostock, J. M. Christian, G. S. McDonald, A. S. Heyes, and J. G. Huang

Nonlinear Optics 2013

Kohala Coast, Hawaii United States
21–26 July 2013
ISBN: 978-1-55752-977-0

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Transverse Nonlinear Optics (NTh2A)

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C. Bostock, J. M. Christian, G. S. McDonald, A. S. Heyes, and J. G. Huang, "Multi-Turing Instability and Spontaneous Spatial Fractals in Simple Optical Systems," in Nonlinear Optics, B. Boulanger, S. Cundiff, M. Kauranen, and W. Knox, eds., OSA Technical Digest (online) (Optica Publishing Group, 2013), paper NTh2A.3.

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Abstract

We analyze the spontaneous fractal-generating properties of classic nonlinear optical systems. New results are presented for Fabry-Pérot cavities, along with the first predictions of multi-scale patterns in models beyond the paraxial approximation.

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