Comparison of the theoretical and experimental differential gain in strained layer InGaAs/GaAs quantum well lasers
- 2 September 1991
- journal article
- research article
- Published by AIP Publishing in Applied Physics Letters
- Vol. 59 (10) , 1162-1164
- https://doi.org/10.1063/1.105543
Abstract
A theoretical model that uses simple, analytic valence band equations to calculate the differential gain in strained layer InGaAs/GaAs quantum wells shows good agreement with experimental differential gain values obtained from multiple quantum well strained layer lasers. The differential gain in these devices is 7 times greater than in bulk, p-type doped InGaAsP lasers. Calculations including nonlinear damping effects indicate that modulation bandwidths exceeding 60 GHz should be achievable in strained layer quantum well lasers.Keywords
This publication has 15 references indexed in Scilit:
- Theoretical gain in strained InGaAs/AlGaAs quantum wells including valence-band mixing effectsApplied Physics Letters, 1990
- The in-plane effective mass in strained-layer quantum wellsJournal of Applied Physics, 1990
- The relation of doping level to K factor and the effect on ultimate modulation performance of semiconductor lasersIEEE Photonics Technology Letters, 1990
- Measurement of the carrier dependence of differential gain, refractive index, and linewidth enhancement factor in strained-layer quantum well lasersApplied Physics Letters, 1990
- Intensity noise in 1.5µm GaInAs quantum well buried heterostructure lasersElectronics Letters, 1989
- Determination of energy-band dispersion curves in strained-layer structuresApplied Physics Letters, 1989
- Extremely wide modulation bandwidth in a low threshold current strained quantum well laserApplied Physics Letters, 1988
- Effect of doping level on the gain constant and modulation bandwidth of InGaAsP semiconductor lasersApplied Physics Letters, 1984
- Gain and intervalence band absorption in quantum-well lasersIEEE Journal of Quantum Electronics, 1984
- Motion of Electrons and Holes in Perturbed Periodic FieldsPhysical Review B, 1955