Wagner-Koops模型下外电场对Si-C60-InGa结构介电性能的影响

Dmitry I. Dolzhenko, N. Sudar
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引用次数: 0

摘要

本文讨论了外加电场对Si(p) -C60-InGa结构的最大介电损耗正切$(\text{tg}\delta)_{max}$和弛豫时间$\tau$的影响。本文给出了用Wagner-Koops“颗粒层”模型和Debye方程描述依赖关系$(\text{tg}\delta)_{max}(\mathrm{U}_{bias})$和$\tau(\mathrm{U}_{bias})$的结果。根据上述模型,在电场强度为$F > 2.4\ \text{MV}/\mathrm{m}$时,$(\text{tg}\delta)_{max}$的实验结果可以得到很好的近似。最大弛豫时间为$\tau=22$ ms,在$F=2.8\text{MV}/\mathrm{m}$处观察到。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Influence of External Electric Field on Dielectric Properties of Si–C60–InGa Structures in the Wagner-Koops Model
The article deals with the influence of an external electric field on the maximum dielectric loss tangent $(\text{tg}\delta)_{max}$ and relaxation time $\tau$ in Si(p)–C60–InGa structures. The results of the description of the dependencies $(\text{tg}\delta)_{max}(\mathrm{U}_{bias})$ and $\tau(\mathrm{U}_{bias})$ using the Wagner-Koops «grain-layer» model and the Debye equations are given. According to the above model, the experimental results of $(\text{tg}\delta)_{max}$ are well approximated at an electric field strength of $F > 2.4\ \text{MV}/\mathrm{m}$. The maximum relaxation time is $\tau=22$ ms and is observed at $F=2.8\text{MV}/\mathrm{m}$.
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