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Origin of temperature dependence

The Zener model gives a lucid description of the origin of the large temperature dependence of the viscoelastic properties of polymers. Of the three parameters Jy, Jr, and the dominant parameter is t . Both J and Jr do vary with temperature, but the effect is small. For convenience, let the relaxation time at temperatures T and To be written r and tr,- Then the temperature dependence can be described by a parameter Oy [Pg.134]

Most polymer relaxations have relaxation times governed by the Arrhenius equation (4.N.6), for which (from eqn (4.68) and eqn (4.N.6.4) [Pg.134]

This result holds for all values of t. If the compliances at Tand To are plotted against logr it follows that the two curves are separated by a constant [Pg.134]

A grade of polypropylene is found to have the following tensile creep compliance when measured at 35 C. [Pg.135]

Let 35 C be taken as reference temperature To and 40 C as temperature T. Then, applying eqn (4.72) to the tensile creep compliance yields [Pg.135]


Figure 31. Jablonski type diagram invoked to rationalize the origin of temperature dependent injection quantum yield for cis-Ru pby)2(ina)2 on TiOi. Figure 31. Jablonski type diagram invoked to rationalize the origin of temperature dependent injection quantum yield for cis-Ru pby)2(ina)2 on TiOi.

See other pages where Origin of temperature dependence is mentioned: [Pg.81]    [Pg.150]    [Pg.134]   


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