2001IEEE Journal of Quantum ElectronicsRequires access

Dimensionless rate equations and simple conditions for self-pulsing in laser diodes

Thomas W. Carr, Thomas Erneux

Open publisher page 25 citations

Abstract

Rate equations modeling self-pulsating laser diodes have been investigated numerically by various groups. In the paper, we formulate dimensionless equations; which unifies these independent studies. The low values of the decay rates of the carriers motivate analytical approximations for the domain of self-pulsation. These approximations highlight the effect of some physical processes (diffusion of the carriers, radiative recombination rate) which are important for self-pulsating diode lasers.

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What this paper is about

Rate equations modeling self-pulsating laser diodes have been investigated numerically by various groups. In the paper, we formulate dimensionless equations; which unifies these independent studies. The low values of the decay rates of the carriers motivate analytical approximations for the domain of self-pulsation. These approximations highlight the effect of some physical processes (diffusion of the carriers, radiative recombination rate) which are important for self-pulsating diode lasers.

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Available abstract

Rate equations modeling self-pulsating laser diodes have been investigated numerically by various groups. In the paper, we formulate dimensionless equations; which unifies these independent studies. The low values of the decay rates of the carriers motivate analytical approximations for the domain of self-pulsation. These approximations highlight the effect of some physical processes (diffusion of the carriers, radiative recombination rate) which are important for self-pulsating diode lasers.

Key concepts: Dimensionless quantity, Rate equation, Laser diode rate equations, Diode, Laser, Semiconductor laser theory, Radiative transfer, Physics

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