Finite Element Modeling of Partial Discharge Activity within a Spherical Cavity in a Solid Dielectric Material under Fast, Repetitive Voltage Pulses

M. Borghei, M. Ghassemi
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引用次数: 23

Abstract

Accelerated aging of insulation systems used in different apparatus under fast, repetitive voltage pulses is the most significant barrier to benefit from wide bandgap (WBG) power electronics. Frequency and slew rate which are higher for WGB devices than Si-based ones are two of the most critical factors of a voltage pulse, influencing the level of degradation of the insulation systems that are exposed to such voltage pulses. Finite element analysis (FEA) has been widely used to study partial discharge (PD) behavior under a power frequency (50/60 Hz) sinusoidal waveform within cavities in a solid dielectric. However, the new technologies urge the need to utilize it under square waveforms. In this paper, a FEA model of PD activity is developed. The model is used to investigate the change in the electric field distribution before and after PD occurrence and the impact of different involved parameters when repetitive voltage pulses are applied to the dielectric.
快速、重复电压脉冲作用下固体介电材料球形腔内局部放电活动的有限元模拟
在快速、重复的电压脉冲作用下,不同设备中使用的绝缘系统的加速老化是宽带隙(WBG)电力电子受益的最大障碍。WGB器件的频率和摆率比硅基器件高,这是电压脉冲的两个最关键因素,影响暴露在这种电压脉冲下绝缘系统的退化程度。有限元分析(FEA)已被广泛应用于研究固体介质腔内工频(50/ 60hz)正弦波下的局部放电行为。然而,新技术迫切需要在方波下使用它。本文建立了局部放电活度的有限元模型。利用该模型研究了在重复电压脉冲作用下,介质发生局部放电前后电场分布的变化以及不同相关参数的影响。
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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