伍绍铖, 王力农, 高嘉辰, 王官健, 宋斌. 正极性操作冲击电压下组合空气间隙放电物理模型[J]. 高电压技术, 2025, 51(3): 1389-1401. DOI: 10.13336/j.1003-6520.hve.20240268
引用本文: 伍绍铖, 王力农, 高嘉辰, 王官健, 宋斌. 正极性操作冲击电压下组合空气间隙放电物理模型[J]. 高电压技术, 2025, 51(3): 1389-1401. DOI: 10.13336/j.1003-6520.hve.20240268
WU Shaocheng, WANG Linong, GAO Jiachen, WANG Guanjian, SONG Bin. Physical Model of Combined Air Gaps Under Positive Switching Impulse[J]. High Voltage Engineering, 2025, 51(3): 1389-1401. DOI: 10.13336/j.1003-6520.hve.20240268
Citation: WU Shaocheng, WANG Linong, GAO Jiachen, WANG Guanjian, SONG Bin. Physical Model of Combined Air Gaps Under Positive Switching Impulse[J]. High Voltage Engineering, 2025, 51(3): 1389-1401. DOI: 10.13336/j.1003-6520.hve.20240268

正极性操作冲击电压下组合空气间隙放电物理模型

Physical Model of Combined Air Gaps Under Positive Switching Impulse

  • 摘要: 带电作业组合间隙是作业人员开展输电线路带电作业过程中,导线、作业人员和杆塔构成的空气间隙。带电作业组合间隙的击穿电压反映了该组合间隙的绝缘强度,对于作业人员安全具有重要安全意义。基于棒-棒-板组合间隙和棒-球棒-板组合间隙在正极性操作冲击电压下的放电过程观测结果,建立了能够描述组合空气间隙放电发展过程,计算间隙击穿电压的放电物理模型。利用建立的物理模型和Rizk模型分别对试验中获取到的组合间隙的放电特性进行计算对比,结果表明文中模型计算棒-棒-板组合间隙放电特性的计算平均误差为7.10%,最大误差为15.58%;棒-球棒-板组合间隙放电特性的计算平均误差为5.83%,最大误差为13.10%。文中模型相较于Rizk模型更准确地计算出了组合间隙的放电特性,验证了文中建立的物理模型的准确性。此外,还开展了泛化试验和对照试验分析了模型泛化能力及影响因素对击穿电压的作用。

     

    Abstract: The combined air gap of live-line work is composed of transmission lines, linemen and towers. The breakdown voltage of the combined gap in live-line work reflects the dielectric strength of the combined gap, which is of great safety significance for linemen. We built a discharge physical model that could describe the discharge development process of the combined air gap and calculate the gap breakdown voltage based on the observation results of the discharge physical processes of the rod-rod-plane combined gap and the rod-sphere+rod-plane combined gap under the positive switching impulse. The established physical model and the Rizk model were used to respectively calculate the discharge characteristics of the combined gap obtained in the experiment, it was found that the average error in calculating the discharge characteristics of the rod-rod-plane combined gap was 7.10% while the max error was 15.58%, and the average error of the rod-sphere+rod-plane combined gap was 5.83% while the max error was 13.10%. Compared to the Rizk model, the model proposed in this paper can be adopted to calculate the discharge characteristics of the combined gaps more accurately, verifying the accuracy of the physical model. In addition, generalization experiments and control experiments were conducted to analyze the effect of model generalization ability and influencing factors on breakdown voltage.

     

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