The Modulational Instability Laser-part Ii: Theory

Masataka Nakazawa; Kazunori Suzuki; Hirokazu Kubota; Hermann A. Haus

doi:10.1109/3.35231

The Modulational Instability Laser-part Ii: Theory

Masataka Nakazawa, Kazunori Suzuki, Hirokazu Kubota, Hermann A. Haus

IRIDeS - Resilient EICT Research Promotion Office

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Abstract

A general analysis of the modulational instability laser in a nonlinear dispersive cavity is presented. The theory is developed of the feedback-induced modulational instability. By introducing the pump depletion within one circulation of the pump pulse, the steady-state MIL oscillation can be predicted. The ripple frequency is equal to the modulational instability frequency fmi.

Original language	English
Pages (from-to)	2045-2052
Number of pages	8
Journal	IEEE Journal of Quantum Electronics
Volume	25
Issue number	9
DOIs	https://doi.org/10.1109/3.35231
Publication status	Published - 1989 Sept

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title = "The Modulational Instability Laser-part Ii: Theory",

abstract = "A general analysis of the modulational instability laser in a nonlinear dispersive cavity is presented. The theory is developed of the feedback-induced modulational instability. By introducing the pump depletion within one circulation of the pump pulse, the steady-state MIL oscillation can be predicted. The ripple frequency is equal to the modulational instability frequency fmi.",

author = "Masataka Nakazawa and Kazunori Suzuki and Hirokazu Kubota and Haus, {Hermann A.}",

year = "1989",

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AU - Kubota, Hirokazu

AU - Haus, Hermann A.

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AB - A general analysis of the modulational instability laser in a nonlinear dispersive cavity is presented. The theory is developed of the feedback-induced modulational instability. By introducing the pump depletion within one circulation of the pump pulse, the steady-state MIL oscillation can be predicted. The ripple frequency is equal to the modulational instability frequency fmi.

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JO - IEEE Journal of Quantum Electronics

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The Modulational Instability Laser-part Ii: Theory

Abstract

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