Title :
Study on pre-fire phenomenon for multiplex high-energy spark gap switches with graphite electrodes
Author :
Li, Lee ; Xiangdong, Qi ; Li, Cai ; Fuchang, Lin
Author_Institution :
State Key Lab. of Adv. Electromagn. Eng. & Technol., Huazhong Univ. of Sci. & Technol., Wuhan, China
fDate :
6/1/2012 12:00:00 AM
Abstract :
In a high-power laser facility with multiplex power modules, the dispersion of self-breakdown voltages of spark gap switches might result in a so-called pre-fire problem. Pre-fire probability of spark gap switches with graphite electrodes must be constrained at extremely low level. In this paper, Pedersen model was used to explain the causes of pre-fire. The microscopic surface roughness of worn graphite electrodes had a major impact on pre-fire. And this paper had deduced the cumulative probability distribution of pre-fire, and given a relevant Weibull distribution equation. Several typical graphite materials were tested too. The experimental results revealed that electrodes should use graphite with higher hardness, smaller particle size and greater flexural strength. This was consistent with the analysis of Pedersen model. More significantly, based on the experiments of typical graphite materials, two Weibull constants of the cumulative probability distribution of pre-fire were obtained by a graphing method. Therefore, it is possible to calculate, reduce or control the occurrence of pre-fire in a facility with many gas switches. Via optimizing the operating under-voltage ratio of multiplex switches, the expectable pre-fire probability can be achieved.
Keywords :
Weibull distribution; electric breakdown; electrochemical electrodes; graphite; hardness; particle size; pulsed power switches; spark gaps; surface roughness; Pedersen model; Weibull distribution equation; cumulative probability distribution; flexural strength; gas switches; hardness; high-power laser facility; microscopic surface roughness; multiplex high-energy spark gap switches; particle size; power modules; pre-fire phenomenon; self-breakdown voltages; worn graphite electrodes; Discharges; Electrodes; Equations; Mathematical model; Multiplexing; Sparks; Surface discharges; Spark gaps; Weibull distribution; graphite electrode; self-breakdown;
Journal_Title :
Dielectrics and Electrical Insulation, IEEE Transactions on
DOI :
10.1109/TDEI.2012.6215091