Mechanical Behavior of a Polymer at Temperatures through the Glass Transition Temperature
- 1 October 1958
- journal article
- research article
- Published by AIP Publishing in Journal of Applied Physics
- Vol. 29 (10) , 1390-1394
- https://doi.org/10.1063/1.1722955
Abstract
Stress‐temperature (constant strain) and length‐temperature (constant stress) measurements have been made on Paracril‐35 (a butadiene‐acrylonitrile copolymer) in the temperature range −80°C to 25°C, which includes the glass‐like, transition, and rubber‐like states for this material (Tg ∼−25°C). Time effects are observed in the transition region, but for temperature gradients used (down to about 1°C in 4 hours) the behavior at low temperatures is unique, indicating the existence of a real transition. This behavior is independent of the strain imposed at room temperature. The shift in transition temperature (in the length‐temperature work) with extension is found to give quantitative support to the theory that the transition occurs at a certain minimum volume. In the rubber‐like region, behavior is represented by the usual equation of state.This publication has 9 references indexed in Scilit:
- Nature of the Glass Transition and the Glassy StateThe Journal of Chemical Physics, 1958
- Experimental Examination of the Statistical Theory of Rubber Elasticity. Low Extension StudiesJournal of Applied Physics, 1955
- Applied force and second order transitions of rubberJournal of Polymer Science, 1954
- Self-Inhibition in the Oxidation of Butadiene-Acrylonitrile RubbersRubber Chemistry and Technology, 1953
- The volume-time-temperature relationship of polystyreneJournal of Chemical Technology & Biotechnology, 1952
- Stress-Temperature Studies of Transitions in RubbersJournal of Applied Physics, 1951
- Transitions in High Polymeric MaterialsJournal of Applied Physics, 1950
- The Nature of the Glassy State and the Behavior of Liquids at Low Temperatures.Chemical Reviews, 1948
- Thermal Expansion and Second-Order Transition Effects in High Polymers: III. Time EffectsJournal of Applied Physics, 1946