Kinetics of polymer crystallization. Part II. Development of mathematical description
Polimery 1994, No 9, 501
In the paper, a mathematical description of conversion of polymer melt into spherulites in spatially bounded sample on the basis of Avrami and Evans theory is presented. The applications of this approach to nonisothermal crystallization are also discussed. The fundamentals of the mathematical description of the spherulitic structure formation under isothermal and nonisothermal conditions are described and the practical applications of this description are characterized. It enables e.g.: to determine the distribution in time of the formation of internal and boundary points of spherulites; to calculate the surface area (or length) of these boundaries and the number of contact points of many spherulites (in the region of formation of structure defects) at any moment of the crystallization process; to establish the share of spherulites nucleated during any interval of time in the overall degree of melt conversion into spherulites also at any moment of crystallization; as well as to distinguish among boundaries of different shape (convex, concave and planar boundaries) between spherulites nucleated atvarious moments.
If you are interested in full versions of articles, please contact the editorial team of firstname.lastname@example.org