2012
DOI: 10.1007/s10973-012-2445-9
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Applicability of Fraser–Suzuki function in kinetic analysis of complex crystallization processes

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Cited by 138 publications
(85 citation statements)
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“…As stated by Svoboda and Málek [10], the value of a 3 is almost constant for two similar peaks of the two DTG curves as well. Consequently, the peak fitting program can fix the parameters of the peaks in a DTG curve in a constrained manner and may lead to obtain physically meaningful results.…”
Section: Prediction Of Peak Points Locationsupporting
confidence: 67%
See 2 more Smart Citations
“…As stated by Svoboda and Málek [10], the value of a 3 is almost constant for two similar peaks of the two DTG curves as well. Consequently, the peak fitting program can fix the parameters of the peaks in a DTG curve in a constrained manner and may lead to obtain physically meaningful results.…”
Section: Prediction Of Peak Points Locationsupporting
confidence: 67%
“…They showed that the FS function can be used to fit properly kinetic curves of the solid-state reaction with any kinetic model (reactions follow ideal kinetic models or even reactions whose kinetic model deviates from the ideal ones) due to the asymmetric form of this function. Svoboda et al investigated the possibility of using FS function in kinetic analysis of complex crystallization processes by some modifications in the procedure [10]. They used a constrained curve-fitting technique and have identified a correlation between the Johnson-Mehl-Avrami (JMA) kinetic parameter, m, and the FS asymmetry parameter, a 3 .…”
Section: Peak Deconvolutionmentioning
confidence: 99%
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“…In the second part of the article, the deconvolution of the previously identified complex crystallization process will be performed. The modified Fraser-Suzuki deconvolution [18] will be used in this regard. The main advantage of this recently developed methodology is that it provides a physically meaningful separation of the overlapping kinetic processes.…”
Section: Methodsmentioning
confidence: 99%
“…Several kinetic models and their parameters are related with the concept of crystal growth mechanism 10,13 . In the case of overlapping peaks, the full kinetic analysis can be performed after the deconvolution process, which can be done by numerical fitting using a general equation describing various shapes of DSC peaks such as FraserSuzuki function (only for nonisothermal conditions) [17][18][19] or deconvolution based on selected function [20][21][22] . The analysis of overlapping DSC or DTA peaks, without deconvolution, can be done partially when only the value of activation energy is determined from nonisothermal measurements [23][24][25] but the information about crystal growth morphology and mechanism is missing.…”
Section: Introductionmentioning
confidence: 99%