2018
DOI: 10.1002/bio.3460
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Temperature dependence of bulk luminescence from ZnO

Abstract: X-Ray excited luminescence (radioluminescence, RL) spectra from nominally pure crystalline zinc oxide (ZnO) are reported. The temperature range is from 20 to 673 K. Significant changes of emission band energies and intensities are observed across the temperature range. Photon energies of emission bands linked to the band gap decrease with increasing temperature in RL. This dependence fits the theoretical equations describing the temperature response of the ZnO band gap. Defect related luminescence includes a c… Show more

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Cited by 10 publications
(4 citation statements)
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“…Since the point defects concentration is enhanced, reducing the dimensions, this result confirms that the intensity of the exciton luminescence is strongly affected by the presence of defect states. Furthermore, the excitonic emission, almost resonant with the ZnO band gap, can be reabsorbed by the sample [ 66 , 67 ], thus increasing the probability of interaction between the excitation and the defects. Our suggested interpretation is that, in nano-systems, the probability that the excitations transfer their energy non-radiatively to emissive defects or quenching centers—rather than undergoing radiative relaxation—is higher than in micrometric and bulk samples, which typically are affected by a lower degree of defectiveness.…”
Section: Discussionmentioning
confidence: 99%
“…Since the point defects concentration is enhanced, reducing the dimensions, this result confirms that the intensity of the exciton luminescence is strongly affected by the presence of defect states. Furthermore, the excitonic emission, almost resonant with the ZnO band gap, can be reabsorbed by the sample [ 66 , 67 ], thus increasing the probability of interaction between the excitation and the defects. Our suggested interpretation is that, in nano-systems, the probability that the excitations transfer their energy non-radiatively to emissive defects or quenching centers—rather than undergoing radiative relaxation—is higher than in micrometric and bulk samples, which typically are affected by a lower degree of defectiveness.…”
Section: Discussionmentioning
confidence: 99%
“…Each CL spectrum was fitted to a linear superposition of the NBE, S, DE1, and DE2 peaks, where the energy and width of the distributions were fixed according to fits from the CL (NBE and S) and PL (DE1 and DE2) spectra 41 (see Figures SI2 and SI3 and Table 1). Although room-temperature PL is used to fit defect peaks, the temperature dependence of the peak positions is expected to be weak; recent measurements of defect emission have shown only small shifts (∼0.1 eV) between 300 and 100 K. 42 This deconvolution routine accurately accounts for the full hyperspectral CL image (Figure SI5) and allows amplitude maps of each component to be plotted (Figure 3b−e). The errors in the peak amplitudes from the deconvolution routine are mapped in Figure SI6.…”
mentioning
confidence: 99%
“…Even the excitation wavelength is comparable with the bandgap of the ZnO but different intensity from different orientation points that the emission sites concentration varies as we change the orientation. The presence of high NBE emission in <0001> face with weak emission in DLE region states that, in <0001> the electron-hole recombination is dominant and the vacancies level is lower in this orientation as we know that the deep level emission is mainly attributed to various intrinsic defects as shown in Figure 6 (such as VZn, VO, Zni, and Oi) [34][35][36]. Generally, in intrinsic ZnO, Vo and Zni are two notable defects that act as deep and shallow defects, respectively [37].…”
Section: Room-temperature and Low-temperature Photoluminescence Spect...mentioning
confidence: 97%