“…Calcott’s model assuming a thermal equilibrium between two excitonic levels of different multiplicity and radiative constant, split by energy (Δ E ), is widely used in the literature to interpret the dependence with temperature of the radiative rate constant k r . ,,− At very low temperatures, almost all of the excitons are trapped in the lower state, whereas at higher temperatures, the excitons are in their upper state which is a dominant luminescent center. Reported Δ E values are on the order of 3 meV. , Considering that k r is expected not to vary with temperature for T > 200 K, decreasing PL intensities with increasing temperature have been attributed to the dominating role of nonradiative recombination. , Two main models were postulated to account for nonradiative thermally activated processes: a normal Arrhenius behavior , and the ionization of the excited state via tunneling through a potential barrier with a Berthelot-type T -dependence. ,− However, considering that our results show that ( k r + ∑ i k n i ) = τ –1 remains constant with temperature, k r being itself T -independent, competing nonradiative processes ∑ i k n i originated in the excitonic level are also expected to be temperature independent.…”