Time evolution of the activation energy and volumes in electrical aging and wave packets in PE

J. Crine
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Abstract

In the proposed model, one broken C-C bond is surrounded by a volume ΔV of stressed molecules and by a volume δv of strained molecules. These volumes could be depicted as the volumes in which the deformed molecules relax following the disturbance associated with the bond breaking. Both parameters are decreasing exponentially with time under constant field application. However, the time scales for the bonds breaking and for the molecular relaxations are not the same. When the energy barrier is calculated as a function of time for different fields and sample size, it appears that it is oscillating with time. Interestingly, the frequency of the oscillations is identical to the oscillations of wave packets observed in space charge measurements under the same experimental conditions. The influence of all contributing parameters is discussed and it is concluded that oscillations exist under all fields above the critical (threshold) field but at low fields, the time of appearance of the first one could be so long that it has never been recorded. The significance and implications of this phenomenon are briefly discussed.
电老化和波包中活化能和体积的时间演化
在提出的模型中,一个断裂的C-C键被受压分子的体积ΔV和受压分子的体积ΔV所包围。这些体积可以被描述为变形分子在与键断裂相关的干扰后放松的体积。在恒定的现场应用下,这两个参数随时间呈指数递减。然而,键断裂的时间尺度和分子弛豫的时间尺度是不一样的。当能量势垒作为不同场和样本大小的时间函数计算时,它似乎随时间振荡。有趣的是,振荡的频率与在相同实验条件下空间电荷测量中观察到的波包振荡相同。讨论了所有贡献参数的影响,并得出结论,在临界(阈值)场以上的所有场下都存在振荡,但在低场下,第一个振荡出现的时间可能很长,以至于从未记录过。本文简要讨论了这一现象的意义和影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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