Simulation of optoelectronic oscillator injection locking, pulling and spiking phenomena
A. Banerjee, T. J. Hall

TL;DR
This paper develops and utilizes advanced simulation models to analyze the complex dynamical behaviors of optoelectronic oscillators under external injection, revealing phenomena like multimode oscillations and spiking that extend classical theory.
Contribution
It introduces high-precision delay differential equation models and reduced phase models for simulating OEO injection phenomena, capturing behaviors beyond classical theories.
Findings
Demonstrates multimode oscillations and sidemodes in RF spectra.
Shows persistent spike trains similar to recent experimental observations.
Reveals limitations of Leeson approximation for spiking phenomena.
Abstract
Complex envelope and reduced phase simulation models describing the dynamical behavior of an optoelectronic oscillator (OEO) under injection by an external source are described. The models are built on the foundations of a previously reported delay integral differential equation (DDE) theory of injection locking of time delay oscillators (TDO) such as the OEO. The DDE formulation is particularly amenable to high precision simulation using the Simulink block diagram environment. The correspondence between the blocks and the oscillator components offers intuition and considerable freedom to explore different circuit architectures and design variations with minimal coding effort. The simulations facilitate the study of the profound effect the multimode nature of a TDO has on its dynamical behavior. The reduced phase models that make use of the Leeson approximation are generally successful…
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Taxonomy
TopicsOptical Network Technologies · Advanced Photonic Communication Systems · Semiconductor Lasers and Optical Devices
