
Self‐organization of micro reinforcements and the rules of crystal formation in polypropylene nucleated by non‐selective nucleating agents with dual nucleating ability
Author(s) -
Menyhárd Alfréd,
Molnár János,
Horváth Zsuzsanna,
Horváth Flóra,
Cavallo Dario,
Polyák Péter
Publication year - 2020
Publication title -
polymer crystallization
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.443
H-Index - 9
ISSN - 2573-7619
DOI - 10.1002/pcr2.10136
Subject(s) - nucleation , tacticity , materials science , polypropylene , polarized light microscopy , crystallization , scanning electron microscope , morphology (biology) , differential scanning calorimetry , avrami equation , composite material , polymer , optical microscope , chemical engineering , crystallization of polymers , thermodynamics , chemistry , optics , polymerization , organic chemistry , physics , biology , genetics , engineering
This work demonstrates and models the self‐organization of mixed polymorps in polymers containing simultaneously growing phases with different growth rates. The model was verified and demonstrated in isotactic polypropylene nucleated by a non‐selective nucleating agent. The crystallization and melting processes were studied by calorimetry (DSC) and polarized light microscopy (PLM). The morphology of the samples was investigated using PLM and scanning electron microscopy (SEM). The fundamental rules of the formation of two polymorphic modifications developing simultaneously on the same nucleating particle are introduced. A simple equation is suggested to predict the morphological geometry on the lateral surface of the nucleating agent. The results indicated good agreement between the predicted and observed geometry. The proposed model explains the self‐organization of micro‐sized reinforcements of α‐modification in the matrix of β‐iPP. Although the proposed equation was tested for this particular case it is a general equation for all structures in which different polymorphs are growing simultaneously with different growth rates.