DocumentCode
2629647
Title
A simulation model for PD patterns in voids with consideration of PD discharge areas
Author
Wu, Kai ; Okamoto, Tatsuki ; Suzuoki, Yasuo
Author_Institution
Center for Integrated Res. in Sci. & Eng., Nagoya Univ., Japan
Volume
2
fYear
2000
fDate
2000
Firstpage
649
Abstract
Based on the concept of the variable discharge areas of partial discharges (PDs), a numerical calculation method was put forward to simulate the PD pattern. In addition the critical field for PD occurrence and the residual field, a new parameter Es is introduced in this model to determine the discharge area. The probability for discharge propagation along the surface is assumed to be determined by the field distribution on the surface. The discharge propagation is terminated when the field in the perimeter segments of the PD paths on the surface becomes less than Es. By increasing Es transition to swarming pulsive microdischarges (SPMD) is obtained. The rabbit-like PD pattern can be simulated if assuming surface conductivity of the void. Unlike the conventional simulation models that attribute the different PD behavior to the different probability for PD occurrence, this model might provide a new approach to connect the PD behavior with the surface condition of the insulating materials (e.g. the surface conductivity, the property for discharge propagation on the surface etc.)
Keywords
partial discharges; surface conductivity; voids (solid); PD discharge area; PD pattern; electric field distribution; insulating material; partial discharge propagation; simulation model; surface conductivity; swarming pulsive microdischarge; void; Aging; Conducting materials; Conductivity; Dielectrics; Electron emission; Fractals; Insulation; Partial discharges; Surface discharges; Surface treatment;
fLanguage
English
Publisher
ieee
Conference_Titel
Electrical Insulation and Dielectric Phenomena, 2000 Annual Report Conference on
Conference_Location
Victoria, BC
Print_ISBN
0-7803-6413-9
Type
conf
DOI
10.1109/CEIDP.2000.884042
Filename
884042
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