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Revealing the theoretical assumptions of the trap-depth distribution model in the thermoluminescence theory

机译:揭示捕集深度分布模型在热辐发光理论中的理论假设

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摘要

The theoretical assumptions of the analytical expressions characterizing the thermoluminescence glow-peak arising from a continuous trap-depth distribution have been investigated. The sets of the differential equations governing the electrons' transitions within a continuous trap-depth distribution during the irradiation and heating stages have been numerically solved. The analytical expressions are essentially based on a theoretical assumption that correlates the concentrations of the trapped electrons with the distribution of the trap depths in the bandgap. This correlation could not be considered in the numerical solution, since the irradiation stage is entirely independent of the trap depth. Thus, the final values of the instantaneous trap-filling functions of the irradiation stage do not depend on the trap depth, but rather on the trap capacity and the trapping probability coefficient. Consequently, in the numerical solution, the distribution of the trap depths and the distribution of the trapped electrons are independent. This inconsistency between the numerical solution and the analytical expression has led to differences in the shape of the thermoluminescence glow peaks resulting from the same trap-depth spectrum.
机译:研究了表达分析表达的理论假设,其特征在于从连续陷阱深度分布产生的热致发光辉光峰值。控制在照射和加热阶段的连续陷阱深度分布内的电子的微分方程的组在辐射和加热阶段进行了数值求助。分析表达基本上基于理论上的假设,其将被困电子的浓度与带隙中的陷阱深度的分布相关联。在数值溶液中不能考虑这种相关性,因为照射阶段完全独立于陷阱深度。因此,照射阶段的瞬时陷阱填充功能的最终值不依赖于陷阱深度,而是对陷阱能力和捕获概率系数。因此,在数值解决方案中,陷阱深度的分布和被捕获的电子的分布是独立的。数值溶液和分析表达之间的这种不一致导致由相同陷阱深度谱产生的热致发光辉光峰的形状的差异。

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