Trees growth-current and losses modelling in solid electrical insulations

N. Rouha
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Abstract

This paper presents an attempt of modelling the treeing structures expanding in an insulating polymer. By assuming the treeing shapes to simple geometries and by considering the polymer /tree interface with or without charge, we establish a mathematical expression describing the dynamics of the propagation.This shows the relationship between the treeing length, the current and the loss factor and their dependency on many parameters such as the amplitude, the duration and the shape of the applied voltage, the frequency, the electrode geometry thickness of the polymer sample, the electrode gap and radius, the density of the polymer, the permittivities and conductivities of both polymer and tree.We also discuss the time- lag to breakdown. We have also led an experimental investigations which results allows us to validate those obtained by the mathematical model, and to show the correlation between the electrical tree propagation (length and time to breakdown) in the case of the different parameters considered.
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树木生长——固体电绝缘体中的电流和损耗模型
本文提出了一种模拟树形结构在绝缘聚合物中膨胀的方法。通过假设树形为简单几何形状,并考虑聚合物/树形界面带或不带电荷,我们建立了描述树形传播动力学的数学表达式。这显示了树形长度、电流和损耗因子之间的关系,以及它们对许多参数的依赖关系,如振幅、施加电压的持续时间和形状、频率、聚合物样品的电极几何厚度、电极间隙和半径、聚合物的密度、聚合物和树形的介电常数和电导率。我们还讨论了故障的时滞。我们还领导了一项实验研究,其结果使我们能够验证由数学模型获得的结果,并显示在考虑不同参数的情况下电树繁殖(长度和击穿时间)之间的相关性。
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