DocumentCode
1696498
Title
Filamentary modeling of pulsed high-current systems
Author
Novac, Bucur M.
Author_Institution
Sch. of Electron., Electr. & Syst. Eng., Loughborough Univ., Loughborough, UK
fYear
2012
Firstpage
1
Lastpage
11
Abstract
Filamentary modeling, also termed the network mesh or mesh-matrix method, has a long history and the first to use this method of analyzing electric circuits was J.C. Maxwell. In pulsed power technology, the most intensive users of this numerical modeling were those designing electromagnetic launchers and homopolar generators. The filamentary technique has been successfully applied at Loughborough along the years in a wide range of pulsed power, high-current applications, including pulsed magnetic field coils, explosively driven magnetic flux-compression generators, various electromagnetic launchers, ultrahigh magnetic field generation by single-turn coils and electromagnetic implosions and the design of various types of high-voltage air-core pulsed transformers. After an introduction into the filamentary technique, most of these applications will be detailed.
Keywords
electromagnetic launchers; matrix algebra; mesh generation; pulse generators; pulsed power supplies; Loughborough; electric circuit analysis; electromagnetic implosions; electromagnetic launchers; explosively driven magnetic flux-compression generators; filamentary modeling; high-voltage air-core pulsed transformers; homopolar generators; mesh-matrix method; network mesh method; pulsed high-current systems; pulsed magnetic field coils; pulsed power technology; single-turn coils; ultrahigh magnetic field generation; Coils; Conductors; Electromagnetics; Inductance; Magnetic fields; Mathematical model; Resistance; high-voltage pulsed technology; magnetic flux-compression; numerical modeling; ultrahigh magnetic fields;
fLanguage
English
Publisher
ieee
Conference_Titel
Magnetic Field Generation and Related Topics (MEGAGUSS), 2012 14th International Conference on Megagauss
Conference_Location
Maui, HI
Print_ISBN
978-1-4673-5719-7
Type
conf
DOI
10.1109/MEGAGAUSS.2012.6781437
Filename
6781437
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