Unlocking Dynamical Diversity: Optical Feedback Effects on Semiconductor Lasers

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Applications of semiconductor lasers with optical feedback systems are driving rapid developments in theoretical and experimental research. The very broad wavelength-gain-bandwidth of semiconductor lasers combined with frequency-filtered, strong optical feedback create the tunable, single frequency laser systems utilised in telecommunications, environmental sensing, measurement and control. Those with weak to moderate optical feedback lead to the chaotic semiconductor lasers of private communication. This resource illustrates the diversity of dynamic laser states and the technological applications thereof, presenting a timely synthesis of current findings, and providing the roadmap for exploiting their future potential.
* Provides theory-based explanations underpinned by a vast range of experimental studies on optical feedback, including conventional, phase conjugate and frequency- filtered feedback in standard, commercial and single-stripe semiconductor lasers
* Includes the classic Lang-Kobayashi equation model, through to more recent theory, with new developments in techniques for solving delay differential equations and bifurcation analysis
* Explores developments in self-mixing interferometry to produce sub-nanometre sensitivity in path-length measurements
* Reviews tunable single frequency semiconductor lasers and systems and their diverse range of applications in sensing and optical communications
* Emphasises the importance of synchronised chaotic semiconductor lasers using optical feedback and private communications systems

Unlocking Dynamical Diversity illustrates all theory using real world examples gleaned from international cutting-edge research. Such an approach appeals to industry professionals working in semiconductor lasers, laser physics and laser applications and is essential reading for researchers and postgraduates in these fields.

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1. Ebooks list page : 2012
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3. Fundamentals of Semiconductor Lasers (Springer Series in Optical Sciences) (Repost)
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