Relaxation Distribution Function in Dipole Glass in Slow Dynamics Region

机译：慢速动力学区域偶极玻璃的弛豫分布函数

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Relaxation time distribution function g(#tau#) was obtained by use of the Tikhonov regularization analysis from the low frequency dielectric data of a dipole glass (DRADP-x) at low temperatures. Temperature dependence of the average relaxation time, <#tau#>= integral #tau# g(#tau#,T) d (ln #tau#) was found to obey the empirical Vogel-Fulcher law. The dynamically correlated cluster model, however, could not reproduce our g(#tau#) and failed to give a satisfactory best fit to our dielectric data of a dipole glass.

机译：弛豫时间分布函数g（＃tau＃）是通过使用Tikhonov正则分析从低温下的偶极玻璃（DRADP-x）的低频介电数据获得的。发现平均弛豫时间的温度依赖性，<τtau＃> =积分τtau＃g（＃tau＃，T）d（ln＃tau＃）服从经验Vogel-Fulcher定律。但是，动态相关的簇模型无法重现我们的g（＃tau＃），并且无法对偶极子玻璃的介电数据给出令人满意的最佳拟合。

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《Slow Dynamics in Complex Systems Eighth Tohwa University International Symposium Fukuoka, Japan 9-14 November 1998》|1998年|p.547-548|共2页
会议地点 Fukuoka(JP)
作者
Jong-Jean Kim; Bog-Gi Kim; Do-Hyun Kim;
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正文语种 eng
中图分类力学;
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3. Approximation of slow and fast dynamics in multiscale dynamical systems by the linearized Relaxation Redistribution Method [J] . Chiavazzo E. Journal of Computational Physics . 2012,第4期

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4. Relaxation Distribution Function in Dipole Glass in Slow Dynamics Region [C] . Jong-Jean Kim, Bog-Gi Kim, Do-Hyun Kim, Tohwa University international symposium on slow dynamics in complex systems . 1999

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5. An investigation of the relaxation phenomena of polymeric and small organic glass formers in the glass transition region. [D] . Xiao, Yue. 1997

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6. Characterization of Dynamics in Complex Lyophilized Formulations: I. Comparison of Relaxation Times Measured by Isothermal Calorimetry with Data Estimated from the Width of the Glass Transition Temperature Region [O] . Norman Chieng, Masayasu Mizuno, Michael Pikal -1

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Relaxation Distribution Function in Dipole Glass in Slow Dynamics Region

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