DocumentCode
79338
Title
Rail Accelerator as Continuous Commutation Process
Author
Chemerys, Volodymyr T.
Author_Institution
Dept. of Theor. & Appl. Phys., Nat. Aviation Univ. of Ukraine, Kiev, Ukraine
Volume
43
Issue
3
fYear
2015
fDate
Mar-15
Firstpage
869
Lastpage
877
Abstract
The problem of armature transition in a rail accelerator is considered in this paper from the position of analysis of the commutation process realized by a moving armature. The needed electrical conductivity of the surface layer of the rails to avoid arc excitation has been calculated for each step of armature motion using the simple model of the transient electromagnetic process. Conductivity must be changing depending on the path of armature transportation along the rails. The efficiency of variable conductivity and multilayer structure of the rails has been demonstrated by 2-D simulation of the field and current density distribution using the finite-element software Comsol and FlexPDE6. It was concluded that the main problem of railgun (armature transition, i.e., current concentration and extra-voltage appearance near the trailing edge of the armature resulted in the local melting of both the rails and the armature) can be resolved successfully when 2-D gradient of the electrical conductivity of the rails near the contact surface is provided jointly with the reduced conductivity of the armature contact surface.
Keywords
commutation; current density; electrical conductivity; finite element analysis; railguns; 2D simulation; Comsol software; FlexPDE6 software; armature contact surface; armature motion; armature transition; armature transportation; continuous commutation process; current density distribution; electrical conductivity; finite-element software; moving armature; multilayer structure; rail accelerator; railgun; surface layer; transient electromagnetic process; Armature; Conductivity; Current density; Electrodes; Mathematical model; Railguns; Rails; Armature transition; electromechanical device; high-current sliding contact; improvement of current density distribution; linear motion; nonhomogeneous contact surfaces; numerical analysis; pulsed magnetic field; simulation at high velocity of armature; simulation at high velocity of armature.;
fLanguage
English
Journal_Title
Plasma Science, IEEE Transactions on
Publisher
ieee
ISSN
0093-3813
Type
jour
DOI
10.1109/TPS.2015.2399414
Filename
7047926
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