红外光谱中太赫兹玻璃聚合物局部动力学和段动力学关系表现的普遍特征

IF 0.8 4区 物理与天体物理 Q4 OPTICS
V. A. Ryzhov
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引用次数: 1

摘要

研究了90 ~ 400 K温度范围内ν = 0.24-4 THz (8-135 cm-1)内玻璃状聚合物低频红外光谱的温度依赖性。对这些依赖关系的分析表明,吸收与单个和相关的扭转振动相对应,从而启动松弛动力学。红外光谱在太赫兹范围内的温度演化表现出三种普遍的行为,即扭转振动运动的非谐性所对应的低温区、由α弛豫(玻璃形成)所贡献的高温区以及由于β跃迁而激活链构象迁移率的中间区。所得结果适用于高分子之间既有氢键又有范德华键的聚合物。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Universal Features of Manifestation of Relationship between Local and Segmental Dynamics of Glassy Polymers at Terahertz Frequencies in IR Spectra

Universal Features of Manifestation of Relationship between Local and Segmental Dynamics of Glassy Polymers at Terahertz Frequencies in IR Spectra

Temperature dependences of low-frequency IR spectra of glassy polymers are studied in the range of ν = 0.24–4 THz (8–135 cm–1) at temperatures from 90 to 400 K. Analysis of these dependences revealed absorption corresponding both to individual and correlated torsional vibrations, which initiate the relaxation dynamics. The temperature evolution of the IR spectra in the range of terahertz frequencies exhibits three universal behaviors, namely, the low-temperature regime corresponding to the anharmonicity of torsional vibrational motions, the high-temperature regime caused by the contribution of α relaxation (glass formation), and the intermediate stage related to the activation of the conformational mobility of chains due to the β transition. The results obtained are applicable to polymers with both hydrogen and van der Waals bonds between macromolecules.

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来源期刊
Optics and Spectroscopy
Optics and Spectroscopy 物理-光谱学
CiteScore
1.60
自引率
0.00%
发文量
55
审稿时长
4.5 months
期刊介绍: Optics and Spectroscopy (Optika i spektroskopiya), founded in 1956, presents original and review papers in various fields of modern optics and spectroscopy in the entire wavelength range from radio waves to X-rays. Topics covered include problems of theoretical and experimental spectroscopy of atoms, molecules, and condensed state, lasers and the interaction of laser radiation with matter, physical and geometrical optics, holography, and physical principles of optical instrument making.
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