1. Study of trap distribution in Sr4Al14O25:Eu2+,Dy3+ -- a persistent luminescent phosphor.
- Author
-
Kalitam, J. M. and Chithambo, M. L.
- Subjects
- *
PHOSPHORS , *GAUSSIAN distribution , *ACTIVATION energy , *THERMOLUMINESCENCE , *HIGH temperatures , *LABELING theory - Abstract
Sr4Al14O25:Eu2+,Dy3+ is a commercially available green light emitting persistent luminescent phosphor. Owing to its complex crystalline structure and induced point defects, it shows fascinating luminescence that persists to typically up to 18 hrs after excitation. We report a trap-spectroscopic analysis of Sr4Al14O25:Eu2+,Dy3+ using thermoluminescence (TL). A TL glow curve measured at 1 °C/s following irradiation to 2 Gy at 20 °C shows two maxima at ~64 (labelled as P1) and 252 °C (P2). The variation of integrated TL intensity as a function of heating rate shows competition between radiative and non-radiative recombination processes. Beyond 1 °C/s heating rate, the non-radiative recombination process dominates and the luminescence efficiency drops sharply beyond 100 °C. The activation energy for thermal quenching is estimated to be W = 0.69 ± 0.07 eV. The peak maxima of P1 and P2 after correction for thermal quenching are found at ~70 and 275 °C. In addition, a secondary peak appears on the high temperature side of P1. Both the peaks show a gradual shift in their peak position Tm towards high temperature with preheating temperature Tstop. Moreover, the peaks also show a similar shift in Tm towards high temperature with increase in irradiation temperature Tirr. This suggests that peaks P1 and P2 are combinations of several closely spaced overlapping components. The activation energy of the component peaks comprising P1 is estimated to be ~0.63 - 0.68 eV whereas that of the component peaks comprising P2 is ~1.22 - 1.65 eV. An analysis of the fractional area between a pair of glow curves measured from the sample irradiated at different temperatures (Tirr) shows that the trap distribution associated with peak P1 is non-Gaussian whereas that associated with peak P2 follows Gaussian distribution. [ABSTRACT FROM AUTHOR]
- Published
- 2023