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Thermoluminescence kinetic in the case of a continuous distribution of trap centres over their activation energies

The integral equation method (IEM) proposed in our previous paper to describe the thermoluminescence (TL) kinetic in the general case of an arbitrary distribution of centres over their parameters in the framework of the band kinetic model is numerically implemented in this paper. The simplest model is considered, when the thermal ionization is inherent only in trap centres which are distributed over their activation energies because of a one-Gaussian-type curve. We study the form of the TL curves, dose dependences and some pre-heating computer experiments in order to distinguish between cases of really discrete and continuous distributions of centres. We have demonstrated that, in the case of large retrapping (in comparison with recombination), the application of the IEM appears to be quite important, and simple averaging of separate individual contributions of each centre leads to erroneous results.