Paper
14 March 2013 Modeling and characterization of pulse shape and pulse train dynamics in two-section passively mode-locked quantum dot lasers
R. Raghunathan, J. K. Mee, M. T. Crowley, F. Grillot, V. Kovanis, L. F. Lester
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Abstract
A nonlinear delay differential equation model for passive mode-locking in semiconductor lasers, seeded with parameters extracted from the gain and loss spectra of a quantum dot laser, is employed to simulate and study the dynamical regimes of mode-locked operation of the device. The model parameter ranges corresponding to these regimes are then mapped to externally-controllable parameters such as gain current and absorber bias voltage. Using this approach, a map indicating the approximate regions corresponding to fundamental and harmonically mode locked operation is constructed as a function of gain current and absorber bias voltage. This is shown to be a highly useful method of getting a sense of the highest repetition rates achievable in principle with a simple, two-section device, and provides a guideline toward achieving higher repetition rates by simply adjusting external biasing conditions instantaneously while the device is in operation, as opposed to re-engineering the device with additional passive or saturable absorber sections. The general approach could potentially aid the development of numerical modeling techniques aimed at providing a systematic guideline geared toward developing microwave and RF photonic sources for THz applications.
© (2013) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
R. Raghunathan, J. K. Mee, M. T. Crowley, F. Grillot, V. Kovanis, and L. F. Lester "Modeling and characterization of pulse shape and pulse train dynamics in two-section passively mode-locked quantum dot lasers", Proc. SPIE 8619, Physics and Simulation of Optoelectronic Devices XXI, 86190C (14 March 2013); https://doi.org/10.1117/12.2005434
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KEYWORDS
Mode locking

Instrument modeling

Quantum dot lasers

Absorption

Oscilloscopes

Differential equations

Semiconductor lasers

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