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a) b - École Polytechnique de Montréal

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2.1 Polymer Blends<br />

CHAPTER 2 - LITERATURE REVIEW<br />

One of the most important ways to make novel, high performance polymer materials over the last<br />

40 years has been polymer blending, which has found applications in many different scientific<br />

fields. By using this method, many properties such as electrical, mechanical, physical and other<br />

properties can be combined in a material and adjusted to the needs of particular end-use<br />

applications (Hara & Sauer, 1998), although blends are also used for manufacturing polymeric<br />

materials at lower cost or with improved processing behaviour. Polymers are macromolecules<br />

with high molecular weight and particular structures; thus, most of them do not have favorable<br />

interactions with each other.<br />

There are two different groups of polymer blends: miscible and immiscible polymer blends. The<br />

former are homogeneous and stable with intermediate properties. The latter group represents the<br />

majority of polymers, with morphology-<strong>de</strong>pen<strong>de</strong>nt properties. When polymers are mixed, a<br />

phase-separated mixture is formed.<br />

2.1.1 Miscible Polymer Blends<br />

Development of thermodynamics of binary mixtures of low molecular weight liquids followed<br />

by study of miscibility of a binary polymer blend started in the 19 th century. For over 50 years,<br />

the cornerstone of polymer solution thermodynamics has been the Flory-Huggins mo<strong>de</strong>l.<br />

Theoretical equations of state for polymer liquids were explained in the mid-1960’s by Flory and<br />

co-workers (Flory, 1965; Flory, Orwoll, & Vrij, 1964).<br />

Thermodynamics <strong>de</strong>termine the equilibrium states that can be achieved for any given set of<br />

conditions when two polymers A and B are mixed together. Gibbs(Gibbs, 1876) formulated the<br />

stability of multiphase systems in terms of the quantity G <strong>de</strong>fined as follows:<br />

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