Deterministic Chaos And Noise In Optical Bistability

R. Neumann

doi:10.1117/12.937119

10 July 1987 Deterministic Chaos And Noise In Optical Bistability

R. Neumann

Proceedings Volume 0701, 1986 European Conf on Optics, Optical Systems and Applications; (1987) https://doi.org/10.1117/12.937119
Event: 1986 International European Conference on Optics, Optical Systems, and Applications, 1986, Florence, Italy

Abstract

The time-dependent solutions of the mean-field Maxwell-Bloch equations for optical bistability are studied numerically for the deterministic equations and the stochastic equations with additional noise sources. From the solution of the deterministic equations a discrete, one-dimensional return map is constructed which proves the existence of deterministic chaos and shows that the Feigenbaum scenarium is valid. Inclusion of noise sources leads to destabilization of higher periodic solutions.

Citation Download Citation

R. Neumann "Deterministic Chaos And Noise In Optical Bistability", Proc. SPIE 0701, 1986 European Conf on Optics, Optical Systems and Applications, (10 July 1987); https://doi.org/10.1117/12.937119

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