Titlebook: Semiconductor Lasers; Stability, Instabili Junji Ohtsubo Book 20133rd edition Springer-Verlag Berlin Heidelberg 2013 laser controls.nonline

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Chaos in Laser Systems,ve the differential rate equations for general lasers based on the semi-classical method and prove that laser is the same system as that of Lorenz. However, whether an actual laser shows instability or not depends on the scales of the time constants involved in the rate equations. We present the cla

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Dynamics of Semiconductor Lasers with Optical Feedback,perimentally studied. Various types of chaotic routes of period-doubling, quasi-period-doubling, and intermittent bifurcations are demonstrated. We treat particular topics of the effects in plane mirror optical feedback, grating feedback, phase-conjugate feedback, polarization-rotated optical feedba

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Dynamics in Semiconductor Lasers with Optical Injection,so sensitive to optical injection from a different laser. Locking and unlocking phenomena in optically injected semiconductor lasers have been extensively studied. Especially optical injection locking has been appreciated as a useful tool for controlling and stabilizing laser oscillations. The gener

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Dynamics of Semiconductor Lasers with Optoelectronic Feedback and Modulation,ers. Different from coherent interplay such as optical feedback, the feedback in this system is essentially incoherent, since it is not to the light field but to the carrier density. Therefore, different dynamics from those observed in the preceding chapters are observed. We demonstrate the typical

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Instability and Chaos in Various Laser Structures,ufficient characteristics of narrow-stripe edge-emitting semiconductor lasers, however, those new types of devices intrinsically have unstable features even in their solitary oscillations. Also, the instability is greatly enhanced by the introduction of optical feedback and optical injection. We der

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