DocumentCode
2914758
Title
Numerical simulation on the motion of cathode spots in high-current vacuum arc
Author
Song, Xiaochuan ; Shi, Zongqian ; Jia, Shenli ; Wang, Lijun
Author_Institution
State Key Lab. of Electr. Insulation & Power Equip., Xi´´an Jiaotong Univ., Xi´´an, China
fYear
2010
fDate
Aug. 30 2010-Sept. 3 2010
Firstpage
297
Lastpage
300
Abstract
In this paper, the motion of high-current vacuum arc cathode spots is simulated numerically. The transverse magnetic field is computed by commercial software ANSYS with the current distribution in contact plate taken into account. The initial expansion process of cathode spots in triggered vacuum arc under self-generated azimuthal magnetic field without external AMF is simulated at first as a reference. Then three kinds of external AMF distributions are applied, i.e. uniform AMF, bell-shaped AMF and saddle-shaped AMF distribution. Simulation results show that cathode spots expand faster without external applied AMF than that under AMF. Further more, the distribution of AMF has significant influence on the motion pattern and the distribution of cathode spots on cathode surface, e.g., the concentration of cathode spots in the centre region under bell-shaped AMF is more serious than that under saddle-shaped AMF. The results also show that a ring-shaped distribution of cathode spots is not a stable configuration.
Keywords
cathodes; current distribution; magnetic fields; numerical analysis; vacuum arcs; bell-shaped AMF distribution; commercial software ANSYS; contact plate; current distribution; high-current vacuum arc cathode spot motion; numerical simulation; ring-shaped distribution; saddle-shaped AMF distribution; self-generated azimuthal magnetic field; transverse magnetic field; Cathodes; Computational modeling; Magnetic fields; Numerical models; Plasmas; Vacuum arcs;
fLanguage
English
Publisher
ieee
Conference_Titel
Discharges and Electrical Insulation in Vacuum (ISDEIV), 2010 24th International Symposium on
Conference_Location
Braunschweig
ISSN
1093-2941
Print_ISBN
978-1-4244-8367-9
Electronic_ISBN
1093-2941
Type
conf
DOI
10.1109/DEIV.2010.5625873
Filename
5625873
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