2017
DOI: 10.1109/jstqe.2017.2699630
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Modulation of Coherently Coupled Phased Photonic Crystal Vertical Cavity Laser Arrays

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Cited by 55 publications
(38 citation statements)
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“…S can be increased with higher pump current and smaller mode volume, τ p can be decreased with lower mirror reflectivities and a can be optimized by material engineering. Alternative concepts to overcome the bandwidth bottleneck are actively pursued, for example, in coupled-cavity VC-SEL arrays [8] or photonic crystal nanocavity lasers where f R > 100 GHz was attained at cryogenic temperature [9].…”
mentioning
confidence: 99%
“…S can be increased with higher pump current and smaller mode volume, τ p can be decreased with lower mirror reflectivities and a can be optimized by material engineering. Alternative concepts to overcome the bandwidth bottleneck are actively pursued, for example, in coupled-cavity VC-SEL arrays [8] or photonic crystal nanocavity lasers where f R > 100 GHz was attained at cryogenic temperature [9].…”
mentioning
confidence: 99%
“…It is worth mentioning that for laser separation distances larger than those typically occurring in PICs or in cases where delays are intentionally introduced, such systems are described by delay-differential equations having a rich set of dynamical features [21][22][23][24].The introduction of topological characteristics in coupled lasers in terms of differential pumping and frequency detuning between the lasers [ Fig. 1(d)] enables the onchip implementation of a large set of key functionalities such as reconfigurable beam forming and steering [25], coherence tuning and enhanced phase-locking [26][27][28], localized syncrhonization [27,29], enhanced bandwidth and tailored modulation response [30,31] as well as existence of exceptional points allowing for ultra-sensitivity [32][33][34][35].In this work we consider the fundamental non-Hermitian optical meta-molecule consisting of two mutually coupled and differentially pumped semiconductor lasers as the basic reconfigurable oscillator element of a photonic integrated circuit exhibiting an extreme frequency tunability spanning over 100 GHz and controlled by minute changes of the electrically injected differential pumping. The latter is shown to control not only the frequency but also the shape of the underlying limit cycle providing a remarkable flexibility for the RF properties of the emited light beam.The time evolution of the electric fields and the number densities of two evanescently coupled diode lasers is governed by the following coupled single-mode rate equations for the amplitude of their normalized electric fields E 1 , E 2 , their phase difference θ and the normalized excess…”
mentioning
confidence: 99%
“…The introduction of topological characteristics in coupled lasers in terms of differential pumping and frequency detuning between the lasers [ Fig. 1(d)] enables the onchip implementation of a large set of key functionalities such as reconfigurable beam forming and steering [25], coherence tuning and enhanced phase-locking [26][27][28], localized syncrhonization [27,29], enhanced bandwidth and tailored modulation response [30,31] as well as existence of exceptional points allowing for ultra-sensitivity [32][33][34][35].…”
mentioning
confidence: 99%
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“…Here α is the linewidth enhancement factor, Λ is the normalized coupling constant, P 1,2 are the normalized excess pumping rates, T is the ratio of carrier to photon lifetimes, and t is the time normalized to the photon lifetime τ p [3,9]. In the following, we consider parameter values corresponding to recent experiments on coherently coupled phased photonic crystal vertical cavity lasers [34] as shown in Table I. Under equal pumping (P 1 = P 2 = P 0 ), the phaselocked states of the system (1), are given by setting the time derivatives of the system equal to zero and their stability is determined by the eigenvalues of the Jacobian of the linearized system.…”
Section: Rate Equation Model and Symmetry-breaking Phase Lockingmentioning
confidence: 99%