1985Advances in Polymer TechnologyRequires access

Glass transition temperature in polymer blends

L. A. Utracki

Open publisher page 49 citations

Abstract

Abstract The Couchman equation for miscible blends has been extended. The new semiempirical equation, w1ln(Tg/Tg1) + kw2ln(Tg/Tg2) = 0, is simple to use and flexible enough to provide an adequate description of Tg variation with composition for miscible, semimiscible, and immiscible blends. The equation parameter k indicates the blend miscibility.

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What this paper is about

Abstract The Couchman equation for miscible blends has been extended. The new semiempirical equation, w1ln(Tg/Tg1) + kw2ln(Tg/Tg2) = 0, is simple to use and flexible enough to provide an adequate description of Tg variation with composition for miscible, semimiscible, and immiscible blends. The equation parameter k indicates the blend miscibility.

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Available abstract

Abstract The Couchman equation for miscible blends has been extended. The new semiempirical equation, w1ln(Tg/Tg1) + kw2ln(Tg/Tg2) = 0, is simple to use and flexible enough to provide an adequate description of Tg variation with composition for miscible, semimiscible, and immiscible blends. The equation parameter k indicates the blend miscibility.

Key concepts: Miscibility, Materials science, Polymer blend, Glass transition, Thermodynamics, Spinodal decomposition, Polymer, Polymer chemistry

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