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review article

Optical properties of microcavity polaritons

Piermarocchi, C.
•
Quattropani, A.
•
Schwendimann, P.
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1999
Phase Transitions

This work contains a theoretical analysis of the optical properties of semiconductor quantum wells embedded in planar Fabry-Perot microcavities. In particular, the properties of the system in correspondence to the excitonic transition are studied by means of the polariton formalism. The polariton states in microcavities are derived and the polariton dispersion is presented. Particular emphasis is put on the existence of two well distinct regimes depending on the exciton and cavity parameters: strong coupling and weak coupling regime. The main experimental results are reviewed and compared with the prediction of the theory. After the polariton states have been characterized, the optical response of the system is discussed, with particular attention to the photoluminescence measurements. The polariton formation and relaxation through phonon scattering and the effect of the exciton inhomogeneous broadening are considered and, finally, a phenomenological model for the polariton photoluminescence spectra is presented.

  • Details
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Type
review article
DOI
10.1080/01411599908224518
Web of Science ID

WOS:000079806400007

Author(s)
Piermarocchi, C.
Quattropani, A.
Schwendimann, P.
Tassone, F.
Savona, V.  
Date Issued

1999

Published in
Phase Transitions
Volume

68

Start page

169

End page

279

Subjects

Quantum Well

•

Fabry-Perot Microcavity

•

Excitonic Transition

•

Polariton State

•

Optical Response

•

Phonon Scattering

•

Polariton Photoluminescence

•

Gaas Quantum-Wells

•

Resonant Rayleigh-Scattering

•

Semi-Infinite Crystals

•

Strong-Coupling Regime

•

Semiconductor Microcavities

•

Spontaneous-Emission

•

Exciton-Polariton

•

Spatial-Dispersion

•

Thin-Layers

•

Resolved Photoluminescence

Written at

EPFL

EPFL units
LTPN  
Available on Infoscience
September 22, 2009
Use this identifier to reference this record
https://infoscience.epfl.ch/handle/20.500.14299/42844
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