A Phenomenological Model for Decay Process of Long-Persistent Phosphorescence

  • Received Date: March 01, 2011
  • Published Date: April 30, 2011
  • A sum of two or more exponential decay functions is empirically adopted nowadays to analyze the decay curve of long-persistent phosphor. However, the fitting parameters of this empirical model lack well-defined physical meanings, especially when the number of exponential decay function is greater than two. We propose a phenomenological model to describe the decay curve of long-persistent phosphor based on an analysis of the relationship between carrier concentration and light-emitting intensity. This model has a few fitting parameters with well-defined physical meanings as compared to the current empirical one. With this model, we quantitatively analyze the decay processes of typical long-persistent phosphors of SrAl2O4:Eu,Dy and obtain reasonable fitting results.
  • Article Text

  • [1] Matsuzawa T, Aoki Y, Takeuchi N and Murayama Y 1996 J. Electrochem. Soc. 143 2670
    [2] Sakai R, Katsumata T and Momuro T 1999 J. Lumin. 85 149
    [3] Aizawa H, Komuro S, Katsumata T, Sato S and Morikawa T 2006 Thin Solid Films 496 179
    [4] Dorenbos P 2007 J. Lumin. 122–123 315
    [5] Chen R, Wang Y, Hu Y, Hu Z and Liu C 2008 J. Lumin. 128 1180
    [6] Lin L, Shi C, Wang Z, Zhang W and Yin M 2008 J. Alloys Compd. 466 546
    [7] Chang C, Li W, Huang X, Wang Z, Chen X, Qian X, Guo R, Ding Y and Mao D 2010 J. Lumin. 130 347
    [8] Hao H, Chen B, Zhu J and Lu M 2011 Chin. J. Lumin. 32 60 (in Chinese)
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