1998
DOI: 10.1088/0022-3727/31/19/037
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Thermoluminescence glow-curve deconvolution functions for first, second and general orders of kinetics

Abstract: Thermoluminescence glow-curve deconvolution (GCD) functions are proposed for first, second and general orders of kinetics. The free parameters of the GCD functions are the maximum peak intensity and the maximum peak temperature , which can be obtained experimentally. The activation energy (E) and the order of kinetics (b) in the case of general order kinetics are the additional free parameters.

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Cited by 855 publications
(291 citation statements)
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“…Theoretically the value of geometrical form factor (µg) is close to 0.42 for first order kinetics, and value is 0.52 for second order kinetics. The estimated kinetic parameters for Zn2SiO4 Eu 2+ , Mn 2+ phosphor is calculated by curve fitting techniques CGCD curve of experimental data and the peak shape method proposed by Chen and others (Chen 1969;Chen and Kirsh, 1981, Kitis 1998, Puchalska and Bilski, 2006. The activation energy is found in between 0.69 to 0.78eV and the frequency factor is range of 1×10 13 to 3×10 13 for UV irradiated phosphor.…”
Section: Resultsmentioning
confidence: 99%
“…Theoretically the value of geometrical form factor (µg) is close to 0.42 for first order kinetics, and value is 0.52 for second order kinetics. The estimated kinetic parameters for Zn2SiO4 Eu 2+ , Mn 2+ phosphor is calculated by curve fitting techniques CGCD curve of experimental data and the peak shape method proposed by Chen and others (Chen 1969;Chen and Kirsh, 1981, Kitis 1998, Puchalska and Bilski, 2006. The activation energy is found in between 0.69 to 0.78eV and the frequency factor is range of 1×10 13 to 3×10 13 for UV irradiated phosphor.…”
Section: Resultsmentioning
confidence: 99%
“…The kinetic parameters were calculated according to the glow curve shape method (modified by Chen) [45,46] and results are tabulated in Table 2. The order of kinetics were estimated by the form factor 'm g ' also known as symmetry factor m g ¼ ðT 2 ÀT m Þ=ðT 2 ÀT 1 Þ ¼ ðd=oÞ, where T 1 and T 2 are the temperatures (from the deconvoluted curves) corresponding to the half of the maximum intensities on either side of the glow peak maximum-T m [47,48].…”
Section: Resultsmentioning
confidence: 99%
“…The thermoluminescence was analysed on the basis of general-order kinetics using the model of Kitis (1998). Since thermal quenching had been determined for the apparently-single main peak, the thermoluminescence intensity &( ) was fitted by the expression…”
mentioning
confidence: 99%
“…Components of the main peak recovered by digital mustering (Chithambo and Niyonzima 2014) were analysed using the Kitis general-order expression (Kitis, 1998). The aim of digital-mustering is to separate peaks and obtain their complete shape to enable kinetic analysis.…”
mentioning
confidence: 99%