Electric Field Optimization of the Supporting Insulator of 500 kV DC GIL

JIA Zhi-jie1; LI Jian-min2; LI Jia2; FAN Jian-bin3; LI Jin-zhong3; LI Peng3; ZHANG Qiao-gen2

doi:10.13296/j.1001-1609.hva.2010.06.006

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Electric Field Optimization of the Supporting Insulator of 500 kV DC GIL

更新时间：2025-04-26

- Electric Field Optimization of the Supporting Insulator of 500 kV DC GIL
- High VoltageApparatus Vol. 46, Issue 6, Pages: 18-21+24(2010)
- 作者机构：
  
  1. 四川电力试验研究院
  2. 西安交通大学电气工程学院
  3. 中国电力科学研究院
- 作者简介：
- 基金信息：
- DOI：10.13296/j.1001-1609.hva.2010.06.006
  CLC： TM85
- Published：2010
- 稿件说明：
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[1]贾志杰,李建明,李佳,范建斌,李金忠,李鹏,张乔根.500 kV直流GIL支撑绝缘子的电场优化[J].高压电器,2010,46(06):18-21+24.

JIA Zhi-jie1, LI Jian-min2, LI Jia2, et al. Electric Field Optimization of the Supporting Insulator of 500 kV DC GIL[J]. High voltageapparatus, 2010, 46(6): 18-21+24.
[1]贾志杰,李建明,李佳,范建斌,李金忠,李鹏,张乔根.500 kV直流GIL支撑绝缘子的电场优化[J].高压电器,2010,46(06):18-21+24. DOI： 10.13296/j.1001-1609.hva.2010.06.006.

JIA Zhi-jie1, LI Jian-min2, LI Jia2, et al. Electric Field Optimization of the Supporting Insulator of 500 kV DC GIL[J]. High voltageapparatus, 2010, 46(6): 18-21+24. DOI： 10.13296/j.1001-1609.hva.2010.06.006.

摘要

随着电网建设的日益深入

直流气体绝缘金属封闭输电管道（GIL）由于可用在高电压、大容量的场合

用作经济的长距离输电线路而被提上研究日程。直流GIL支撑绝缘子的沿面闪络很大程度上是由表面电荷积聚引起的。直流下GIL的内部稳态电场分布主要受环氧树脂固体绝缘的电导率和形状控制。以500 kV直流GIL为计算模型

借助COMSOL软件

研究了GIL中支撑绝缘子的形状、体积电导率和表面电导率对电场分布的影响。研究认为

半圆锥式绝缘子的电场分布是最优化的

绝缘子的体积电导率对其电场分布影响不大

通过控制绝缘子表面电导率

可以控制和优化直流GIL中绝缘子沿面电场分布。

Abstract

The surface flashover of supporting insulators of DC gas insulated transmission line（GIL） GIL is mainly induced by surface charge accumulation.The distribution of interior electric field of DC GIL is mainly controlled by conductivity and geometry of insulator made of epoxy resin.Therefore

a model of 500 kV DC GIL is established in this paper

and the influences of geometry

volume conductivity

and surface conductivity of supporting insulators of GIL on electric field distribution are analyzed with the software COMSOL.The results show that the electric field distribution of semi-conical insulators is the optimum

the volume conductivity of the insulators exerts weak influence on the electric field distribution

and the electric field distribution on insulator surface of DC GIL can be controlled and optimized by controlling the surface conductivity of the insulators.

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