1. Dynamic differential thermal analysis of the glass transition interval
- Author
-
David M. Bodily and Bernhard Wuxderlich
- Subjects
chemistry.chemical_compound ,Range (particle radiation) ,Materials science ,chemistry ,Volume (thermodynamics) ,Differential thermal analysis ,Thermodynamics ,Activation energy ,Interval (mathematics) ,Polystyrene ,Glass transition ,Heat capacity - Abstract
Dynamic differential thermal analysis (DDTA) will be described and its application to the study of the glass transition interval of polystyrene will be discussed. The mode of operation involves reproducible cooling from the molten state through the glass transition interval and subsequent heating, both at reproducible linear rates of temperature change. Data on the temperature of half-freezing on cooling and on the temperature of the peak and (or) minimum in the heat capacity have been collected and will be compared with theoretical expressions derived on the basis of the hole theory of liquids. From the half-freezing temperature on cooling; which is taken to be a mean fictive temperature, properties of a mean hole are calculated for polystyrene. (Mean molar hole volume = 21.9 cm.3, energy 1600 cal., activation energy 157,600 cal.; relaxation time at the fictive temperature 5.5 min,) DDTA will be shown to be applicable to the determination of the second freezing-in process of polystyrene which occurs over a range of 230 to 350°K. and is thought to involve the librational motion of the phenyl rings.
- Published
- 2007
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