2004
DOI: 10.1103/physrevb.70.195410
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Radiative lifetime of excitons in ZnO nanocrystals: The dead-layer effect

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Cited by 113 publications
(28 citation statements)
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“…As the size of the nanostructure is reduced, the coherence volume of the exciton is also reduced leading to a decreasing oscillator strength and an increasing radiative lifetime. [91][92][93] The fact that the observed recombination time τ rec = τ 2 scales with E 3/2 loc as expected for the radiative lifetime τ indicates that τ rec is mostly determined by the radiative processes as was also pointed out by Heitz et al 86 The same relation between time constants and localization energies is valid for the short lifetime τ 1 and therefore also for the recapture process of excitons to deep traps (τ cap ). This can be explained within the same model considering that the probability for an exciton to be detached from the shallow donor and to be recaptured to deeper traps is proportional to the overlap between the localized exciton wave function and the trap region and, therefore, to the localization volume a 3 BE ∝ E −3/2 loc .…”
Section: G Recombination Dynamicsmentioning
confidence: 76%
“…As the size of the nanostructure is reduced, the coherence volume of the exciton is also reduced leading to a decreasing oscillator strength and an increasing radiative lifetime. [91][92][93] The fact that the observed recombination time τ rec = τ 2 scales with E 3/2 loc as expected for the radiative lifetime τ indicates that τ rec is mostly determined by the radiative processes as was also pointed out by Heitz et al 86 The same relation between time constants and localization energies is valid for the short lifetime τ 1 and therefore also for the recapture process of excitons to deep traps (τ cap ). This can be explained within the same model considering that the probability for an exciton to be detached from the shallow donor and to be recaptured to deeper traps is proportional to the overlap between the localized exciton wave function and the trap region and, therefore, to the localization volume a 3 BE ∝ E −3/2 loc .…”
Section: G Recombination Dynamicsmentioning
confidence: 76%
“…The peak at about 600 cm −1 is the characteristic absorption peak of Zn-O bond, which is the stretching mode of ZnO [12]. The other peaks at around 1083, 1468, 2852, and 2920 cm −1 are due to C-H bending and stretching [12,13], and the broad absorption peak at 3438.26 cm −1 can be attributed to the characteristic absorption of hydroxyls groups [13]. Comparing FTIR spectra of the samples synthesized using acetone (0.5 M) and Ethanol (2 M) in our last works [14], indicated that Zn-O bond has approximately the same concentration in both sample ( Figure 1).…”
Section: Resultsmentioning
confidence: 96%
“…While the average diameter of the In-doped nanoparticles is ca. 10 nm, about 5–6 times of the exciton Bohr radius of ZnO (1.8 nm), suggesting a likely presence of moderate quantum confinement effect (QCE) [19]. Theoretical calculations predict a blueshift of ~45 meV for ZnO nanoparticles with diameters of ca.…”
Section: Resultsmentioning
confidence: 99%