Abstract

The crystallization of thermo-plastic polymers under strain is considered both theoretically and experimentally. The thermo-mechanical model presented here is performed in the framework of the so-called generalized standard materials. In our model we couple in a very natural way the kinetics of crystallization with the mechanical history experienced by the polymer. The viscoelastic properties of the polymer are described using molecular theories. Therefore, in this model of strain-induced crystallization, the kinetics of crystallization is explicitly linked to the polymer chain conformation. Our model is intended to be valid for both for shearing and elongation, or any other complex strain field. Two different viscoelastic molecular models are considered here, corresponding to Maxwell and Pom–Pom constitutive equations. The model is implemented in a dedicated finite element code and the case of injection molding is considered. To validate our strain-induced crystallization model, which explicitly takes into account the molecular conformation, experiments investigating the material behavior at the molecular scale are required. Several measurement techniques can be used to achieve this task, including infrared spectroscopy, optical polarimetry, X-ray scattering or diffraction, etc. In this paper, the wide angle X-ray diffraction (WAXD) is used to investigate the crystalline texture of the polymer. We consider here the case of poly(ethylene terephthalate) (PET) subjected to a biaxial elongation above its T g. The strain field is determined using a home-developed image correlation technique that allows us to infer all the strain components at each point of the specimen, even in the case of a non-homogeneous strain field. To minimize the effect of quiescent crystallization, specimens are quickly heated with infrared and the temperature was regulated during the test. At the end of the deformation process, the specimens were quenched to room temperature. Their microstructure was later investigated using the WAXD technique. In order to undertake local and accurate WAXD measurements Synchrotron radiation facilities are used.

Highlights

  • A number of thermo-plastic polymers, in particular those presenting stereoregularity, can partially crystallize between their glass transition temperature (Tg) and their melting temperature

  • The crystallization kinetics is well described by Avrami-type models, and a number of related studies have been reported in the literature

  • Polymer crystallization leads to spontaneous formation of a nanocomposite structure in which plate-like crystals that give strength are separated by non-crystalline material that confers toughness

Read more

Summary

Introduction

A number of thermo-plastic polymers, in particular those presenting stereoregularity, can partially crystallize between their glass transition temperature (Tg) and their melting temperature. In most of practical situations, during processing for instance, the polymer experiences both mechanical and thermal solicitations In this case, polymer crystallization leads to spontaneous formation of a nanocomposite structure in which plate-like crystals that give strength are separated by non-crystalline material that confers toughness. A tentative modelling of thermo-mechanical behaviour of polymers taking into account crystallization is presented This model is developed in the thermodynamic framework of so-called ‘‘standard materials’’, in which we explicitly take into account results of molecular theories [1]. We believe that it is possible to model flow-induced crystallization in the framework of irreversible thermodynamics This means in particular that the two above-mentioned steps are not independent (in analogy with OnsagerÕs reciprocal relations). The local stress is not measured here, but the strain field is determined using an image correlation technique

Generalized standard materials
Quiescent crystallization
Flow-induced crystallization for a power-law viscous fluid
Flow-induced crystallization for a viscoelastic fluid
G À TrðzÞ: vK h ð23Þ
Numerical simulation
Morphology analysis method
Conclusions
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call