2021
DOI: 10.1103/physrevb.104.205302
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Exciton-exciton and exciton–charge carrier interaction and exciton collisional broadening in GaAs/AlGaAs quantum wells

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Cited by 8 publications
(6 citation statements)
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“…Moreover, the presence of macroscopic EIS is improbable in strongly inhomogeneously broadened systems as the one under study, where energy fluctuations effectively transform EIS to EID. Here, the energy spectrum of interacting excitons becomes continuous due to the averaging of excitation-induced shifts in disordered systems or due to a large number of interacting excitons. ,, Within the model presented below, we introduce effective two-exciton states that correspond to excitons probed in a local environment that depends on the excitation level. In this approach, we also cover potential exciton-carrier interactions, where EID arises due to the scattering of excitons by photoexcited carriers.…”
Section: Resultsmentioning
confidence: 99%
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“…Moreover, the presence of macroscopic EIS is improbable in strongly inhomogeneously broadened systems as the one under study, where energy fluctuations effectively transform EIS to EID. Here, the energy spectrum of interacting excitons becomes continuous due to the averaging of excitation-induced shifts in disordered systems or due to a large number of interacting excitons. ,, Within the model presented below, we introduce effective two-exciton states that correspond to excitons probed in a local environment that depends on the excitation level. In this approach, we also cover potential exciton-carrier interactions, where EID arises due to the scattering of excitons by photoexcited carriers.…”
Section: Resultsmentioning
confidence: 99%
“…The exchange interaction responsible for the spin-dependent part of EID is similar for both exciton−exciton and exciton-carrier interaction. 11,12 Before we present the primary model, we briefly comment on a well-established phenomenological approach to consider excitation-induced nonlinearities where the optical Bloch equations are expanded by a population-dependent decoherence rate Γ 2 → Γ 2 + αn X . 10 Here, the interaction constant α measures the increase of the line width with increasing exciton density n X .…”
Section: Acs Photonicsmentioning
confidence: 99%
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“…This latter effect can be interpreted as a homogeneous broadening induced by exciton-exciton collisions. It is expected to increase linearly with IX density [30,58,59]:…”
Section: Spectral Broadening Of IX Emission Induced By Surface Patter...mentioning
confidence: 99%
“…It is expected to increase at E IX > E 0 , and eventually to take over the inhomogeneous contribution. This is due to collisional broadening, which increases linearly with IX density 40,60,61 :…”
Section: B Density-dependence Of the IX Linewidthmentioning
confidence: 99%