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Enthalpy recovery of glassy polymers: Dramatic deviations from the extrapolated liquidlike behavior

机译:玻璃态聚合物的焓回收:与外推的类液体行为的显着偏离

摘要

We performed a systematic study on the recoverable enthalpy in several glass-forming polymers. We found that after prolonged isothermal physical aging the enthalpy reaches a plateau with values substantially larger than than those corresponding to the enthalpy state extrapolated from the melt state. Enthalpy recovery experiments after up-jumps indicate that the enthalpy state corresponding to the plateau found after simple down-jump experiments is restored after long-term aging. This result is interpreted considering the plateau in the enthalpy as a thermodynamically stable state. We argue on the possible scenarios emerging from this conclusion. In particular, we discuss whether polymer glasses in the achieved thermodynamic state are stable over any time scale, or rather this corresponds to a relative minimum with further evolution at much larger time scales. Finally, the shift factor obtained from aging time-temperature superposition of enthalpy recovery data was found to considerably deviate from the Vogel-Fulcher-Tammann equation, normally adequate to describe the segmental mobility above the glass transition temperature (Tg). The deviation of thermodynamics and dynamics from the behavior expected extrapolating the behavior from above Tg has been analyzed within the Adam-Gibbs framework, which actually relates the relaxation time and a thermodynamic magnitude, namely the configurational entropy. It has been found that, at least semiquantitatively for most of the investigated polymers, the connection between dynamics and thermodynamics holds also below Tg. © 2011 American Chemical Society.
机译:我们对几种玻璃形成聚合物中的可回收焓进行了系统的研究。我们发现,在延长的等温物理老化之后,焓达到稳定值,其值大大大于从熔融态推断出的焓态所对应的值。上跳后的焓恢复实验表明,与简单下跳实验后发现的平台相对应的焓状态在长期老化后得以恢复。考虑到焓处于平稳状态的热力学稳定状态,解释了该结果。我们对从该结论得出的可能情景进行了争论。特别是,我们讨论了在达到的热力学状态下,聚合物玻璃在任何时间尺度上是否稳定,或者说这对应于一个相对最小值,并在更大的时间尺度上进一步发展。最后,发现从焓回收数据的老化时间-温度叠加获得的位移因子与Vogel-Fulcher-Tammann方程有很大的出入,通常足以描述高于玻璃化转变温度(Tg)的分段迁移率。已经在Adam-Gibbs框架内分析了热力学和动力学与预期行为之间的偏差,该行为是从Tg之上推断出来的,它实际上与弛豫时间和热力学量(即构型熵)有关。已经发现,至少对于大多数研究的聚合物是半定量的,动力学和热力学之间的联系也保持在Tg以下。 ©2011美国化学学会。

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