FREQUENCY DEPENDENCE OF THE DIELECTRIC RELAXATION OF 1,2-POLYBUTADIENES

NI Shaoru; YU Fusheng; SHEN Lianfang; QIAN Baogong

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FREQUENCY DEPENDENCE OF THE DIELECTRIC RELAXATION OF 1,2-POLYBUTADIENES

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- FREQUENCY DEPENDENCE OF THE DIELECTRIC RELAXATION OF 1,2-POLYBUTADIENES
- FREQUENCY DEPENDENCE OF THE DIELECTRIC RELAXATION OF 1,2-POLYBUTADIENES
- 高分子科学（英文版） 1987年5卷第1期页码：34-39
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- 纸质出版：1987-03-20
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NI Shaoru, YU Fusheng, SHEN Lianfang, 等. FREQUENCY DEPENDENCE OF THE DIELECTRIC RELAXATION OF 1,2-POLYBUTADIENES[J]. 高分子科学（英文版）, 1987,5(1):34-39.

NI Shaoru, YU Fusheng, SHEN Lianfang, et al. FREQUENCY DEPENDENCE OF THE DIELECTRIC RELAXATION OF 1,2-POLYBUTADIENES[J]. 1987, 5(1): 34-39.
NI Shaoru, YU Fusheng, SHEN Lianfang, 等. FREQUENCY DEPENDENCE OF THE DIELECTRIC RELAXATION OF 1,2-POLYBUTADIENES[J]. 高分子科学（英文版）, 1987,5(1):34-39. DOI：

NI Shaoru, YU Fusheng, SHEN Lianfang, et al. FREQUENCY DEPENDENCE OF THE DIELECTRIC RELAXATION OF 1,2-POLYBUTADIENES[J]. 1987, 5(1): 34-39. DOI：

摘要

The dielectric loss factor and permittivity of a series of 1

2-polybutadienes with different contents of 1

2-units and different contents of syndiotactie 1

2-units were determined over a frequency range from 30Hz to 100KHz at different temperatures. The WLF equation was evaluated for various samples with Tθ at 100KHz as a reference temperature and the master curves of various samples have been constructed

which are in accordance with those calculated by Havriliak-Negami equation. The frequency dependence of the dielectric relaxation of 1

2-polybutadienes was investigated over a frequency range from 100 Hz to 1012 Hz in lerms of the experimental data and the master curves.

Abstract

The dielectric loss factor and permittivity of a series of 1

2-polybutadienes with different contents of 1

2-units and different contents of syndiotactie 1

which are in accordance with those calculated by Havriliak-Negami equation. The frequency dependence of the dielectric relaxation of 1

2-polybutadienes was investigated over a frequency range from 100 Hz to 1012 Hz in lerms of the experimental data and the master curves.

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