直流绝缘系统在通电和电压极性反转时的电场瞬态建模

P. Seri, G. Montanari
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引用次数: 0

摘要

设计直流应用的绝缘系统并不像在交流应用下那样简单,因为电场在绝缘内部的分布方式有很大的不同,而且由于电压瞬变(如通电和极性反转)对场分布的影响。在每次电压变化期间和之后,绝缘中的电场主要由介电常数驱动,就像在交流中一样,而在稳态时,电场分布取决于电导率,因此取决于介电材料和负载。这可能会影响老化现象和速度,从而影响绝缘系统的电热寿命。因此,估计电场在电压时间变化时达到稳态状态(即瞬态时间)所需的时间是很重要的。本文讨论了估计电场瞬态时间的不同方法,从高场和低场的电导率和介电常数测量,作为温度的函数,到局部放电时间的演变。由具有不同电导率和含有人工缺陷的聚合物材料制成的样品用于这些方法的实验验证。
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Modelling the electric field transients in DC insulation systems upon energization and voltage polarity inversion
Designing insulation systems for DC application is not straightforward as under AC, both because electric field can distribute inside the insulation in significantly different ways, and due to the effect on field distribution of voltage transients, such as energizations and the polarity inversions. During and after each voltage variation, the electric field in the insulation is mainly driven by permittivity, as in AC, while at steady-state the electric field profile depends on conductivity and, hence, on dielectric material and load. This can impact on aging phenomena and rate, thus on the electro-thermal life of an insulation system. It is, therefore, important to estimate how long it takes for the electric field to reach its steady state condition (i.e. the transient time) upon voltage-time variations. Different methods for estimating the electric field transient time are discussed in this paper, from conductivity and permittivity measurements at high or low fields, as a function of temperature, to partial discharge time evolution. Specimens made by polymeric materials having different conductivities, and containing artificial defects, are used for the experimental validation of those methods.
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