Nonlinear theory of self-oscillations in a phase-conjugate resonator

E. M. Wright, P. Meystre, W J Firth

Research output: Contribution to journalArticle

Abstract

We present an exact, nonlinear analysis of self-oscillations in a phase-conjugate resonator. Optical bi- and multistability, as well as period doubling to chaos are predicted. © 1984.

Original languageEnglish
Pages (from-to)428-432
Number of pages5
JournalOptics Communications
Volume51
Issue number6
Publication statusPublished - 15 Oct 1984

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self oscillation
optical bistability
period doubling
chaos
resonators

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Wright, E. M., Meystre, P., & Firth, W. J. (1984). Nonlinear theory of self-oscillations in a phase-conjugate resonator. Optics Communications, 51(6), 428-432.
Wright, E. M. ; Meystre, P. ; Firth, W J. / Nonlinear theory of self-oscillations in a phase-conjugate resonator. In: Optics Communications. 1984 ; Vol. 51, No. 6. pp. 428-432.
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Wright, EM, Meystre, P & Firth, WJ 1984, 'Nonlinear theory of self-oscillations in a phase-conjugate resonator', Optics Communications, vol. 51, no. 6, pp. 428-432.

Nonlinear theory of self-oscillations in a phase-conjugate resonator. / Wright, E. M.; Meystre, P.; Firth, W J.

In: Optics Communications, Vol. 51, No. 6, 15.10.1984, p. 428-432.

Research output: Contribution to journalArticle

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AU - Wright, E. M.

AU - Meystre, P.

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N2 - We present an exact, nonlinear analysis of self-oscillations in a phase-conjugate resonator. Optical bi- and multistability, as well as period doubling to chaos are predicted. © 1984.

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Wright EM, Meystre P, Firth WJ. Nonlinear theory of self-oscillations in a phase-conjugate resonator. Optics Communications. 1984 Oct 15;51(6):428-432.