含移动电荷的材料的介电响应模型的进一步结果

M. Given, R. Fouracre
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引用次数: 0

摘要

提出了改进的Sterne-Weaver模型和跳跃模型来研究含移动电荷材料的介电响应。第一种模型与基本的斯特恩-韦弗模型相同,只是两种载流子都是自由移动的。结果表明,将载流子的运动看作是跨越一定高度和宽度的势垒的跳跃过程,可以通过考虑电场对成功跃迁概率的改变来计算外加电场对载流子运动的影响。这两个模型在稳态条件下的行为方式相似。这与前面描述的使用较低活化能(较高迁移率)时的行为形成对比。在这些条件下,两种模型的偏振响应有一个数量级的变化,并且偏振与外加场的相位关系也有相当大的差异。此外,在本研究中还观察到以前未观察到的瞬态偏振分量。
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Further results from the modeling of the dielectric response of materials containing mobile charge
Two models, a modified Sterne-Weaver model and the hopping model, have been developed to study the dielectric response of materials containing mobile charge. The first model is the same as the basic Sterne-Weaver model except that both species of charge carrier are free to move. It is shown that by regarding the movement of the charge carrier as a hopping process across a potential barrier of specified height and width, the effects of the applied electric field on the movement of the carriers can be calculated by considering the modifications it causes to the successful-jump probability. The two models behave in a similar fashion under steady-state conditions. This contrasts with the behavior described previously, when lower values of activation energy (higher mobilities) were used. Under those conditions an order of magnitude change was observed in the polarization response of the two models coupled with a considerable difference in the phase relationship of the polarization to the applied field. In addition, a transient component of polarization is observed in the present study that was not observed previously.<>
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