2017
DOI: 10.1021/acs.cgd.7b01016
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A Generalized Avrami Equation for Crystallization Kinetics of Polymers with Concomitant Double Crystallization Processes

Abstract: Concomitant double crystallization processes widely occur in semicrystalline polymers and their blends because of structural and morphological heterogeneity. In this work, a generalized kinetics model was established for the isothermal crystallization in the presence of concomitant double crystallization processes, based on the Avrami theory for single crystallization process. The different situations of the double crystallization processes, including independent, competitive, and composite types, are consider… Show more

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Cited by 33 publications
(17 citation statements)
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“…Moreover, it is warranted to mention a recent study of the crystallization kinetics of polymers by differential scanning calorimetry that applied an Avrami analysis. [21] It is certainly remarkable that the time-temperature-transformations of this study proceed on a time scale of minutes that compare well with our dose related experiments. Indeed, the solid lines of Figure 3a approximate our data by an Avrami Equation (S9), Supporting Information, where time is given by t = d/d r (d: total dose, d r : dose rate).…”
Section: Resultssupporting
confidence: 78%
“…Moreover, it is warranted to mention a recent study of the crystallization kinetics of polymers by differential scanning calorimetry that applied an Avrami analysis. [21] It is certainly remarkable that the time-temperature-transformations of this study proceed on a time scale of minutes that compare well with our dose related experiments. Indeed, the solid lines of Figure 3a approximate our data by an Avrami Equation (S9), Supporting Information, where time is given by t = d/d r (d: total dose, d r : dose rate).…”
Section: Resultssupporting
confidence: 78%
“…On the other hand, t 1/2 basically became smaller as OH-BNNS loading increased, showing that the addition of OH-BNNS can accelerate PLLA crystallization, especially at higher T a s. This can be attributed to more heterogeneous nuclei formed by OH-BNNS at higher loading of OH-BNNS. However, we noticed that PLLA-0.5 exhibited values of t 1/2 even larger than PLLA-0 at higher T a s. This could be explained by the fact that two crystallization processes may occur in PLLA-0.5 with a low OH-BNNS loading [50]. The PLLA chains contacting OH-BNNS crystallized faster due to heterogeneous nucleation, while the PLLA chains far from OH-BNNS crystallized at a much slower rate and may have been spatially trapped into and/or among the crystals formed via heterogeneous nucleation.…”
Section: Resultsmentioning
confidence: 99%
“…Avrami equation log[‐ln(1 ‐X t )] = log k+n log t was used to analyze isothermal crystallization kinetics and quantitatively described the macroscopic evolution of X c during primary crystallization of PLA and composite . Usually crystallization process has two stages; namely the primary crystallization stage and the secondary crystallization stage.…”
Section: Resultsmentioning
confidence: 99%