2015
DOI: 10.1002/pssc.201400369
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Two‐energy‐scale model for description of the thermal quenching of photoluminescence in disordered Ga(As,Bi)

Abstract: The thermal quenching of the photoluminescence (PL) intensity in Ga(As,Bi)/GaAs heterostructures is studied experimentally and theoretically. We observed an anomalous plateau in the PL thermal quenching at intermediate temperatures under low excitation conditions. Our theoretical analysis based on a well‐approved theoretical approach shows that this peculiar behavior of the temperature‐dependent PL intensity cannot be interpreted assuming a single‐scale monotonously energy‐dependent density of localized states… Show more

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Cited by 2 publications
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“…Shakfa et al . suggest that this results from a two-component LDOS distribution, where at intermediate temperatures the radiative recombination of localised excitons from a deeper distribution of states balances the increasing non-radiative recombination as carriers in shallow states are excited above the mobility edge 50 . Evidence of a the dual-component distribution to the localised states is also observed by Imhof et al ., who show excellent agreement with experimental data using a kinetic Monte Carlo model taking into account exponential and Gaussian distributions on two energy scales to describe the hopping dynamics of carriers amongst the localised states 27 .
Figure 4 (a) The thermal quenching of integrated luminescence intensity for varying incident excitation power.
…”
Section: Presentation and Discussion Of Resultsmentioning
confidence: 99%
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“…Shakfa et al . suggest that this results from a two-component LDOS distribution, where at intermediate temperatures the radiative recombination of localised excitons from a deeper distribution of states balances the increasing non-radiative recombination as carriers in shallow states are excited above the mobility edge 50 . Evidence of a the dual-component distribution to the localised states is also observed by Imhof et al ., who show excellent agreement with experimental data using a kinetic Monte Carlo model taking into account exponential and Gaussian distributions on two energy scales to describe the hopping dynamics of carriers amongst the localised states 27 .
Figure 4 (a) The thermal quenching of integrated luminescence intensity for varying incident excitation power.
…”
Section: Presentation and Discussion Of Resultsmentioning
confidence: 99%
“…The energy scales of the two Gaussian distributions are in good agreement with those extracted from the kinetic Monte Carlo model reported in 27 (where the energy scales attributed to alloy disorder and Bi atom clustering are given by ε 1 = 45 meV and ε 2 = 11 meV respectively). Although the contribution of the second Gaussian component appears very small at y = 0.003% it is essential to reproducing the plateau in the PL quenching, which is attributed to competing radiative and non-radiative processes in the offset Gaussian density of states 50 . The dashed lines in Fig.…”
Section: Presentation and Discussion Of Resultsmentioning
confidence: 99%