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Approximate Expressions for Maximum Values of Transient Magnetic Fields and Electromagnetic Forces Imposed on Windings in Superconducting Generators
Author(s) -
Mukai Eiichi,
Muta Itsuya
Publication year - 1995
Publication title -
electrical engineering in japan
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.136
H-Index - 28
eISSN - 1520-6416
pISSN - 0424-7760
DOI - 10.1002/eej.4391150210
Subject(s) - armature (electrical engineering) , electromagnetic coil , field coil , electromagnetic field , magnetic field , transient (computer programming) , electrical engineering , eddy current , shunt generator , physics , magnetic core , mechanics , superconducting electric machine , engineering , superconducting magnetic energy storage , superconducting magnet , computer science , quantum mechanics , operating system
Abstract As superconducting generators have a number of advantages, the investigations for such machines have actively been carried out throughout the world. In the superconducting generator, it is very important to support the field winding and to protect it from quenching. On the other hand, since the armature winding is of air core, the evaluation of eddy current loss in the winding and the way it is supported arc inevitable. Thus, the magnetic fields and the electromagnetic forces acing on both the field and the armature windings at the early stages of the machine design should be known. In previous papers the transient behavior of magnetic fields and electromagnetic forces acting on the windings of a superconducting generator based on a computer simulation for a sudden 3‐phase fault have been discussed in part. However, the behavior of magnetic fields and electromagnetic forces during transient period is very complicated and many calculations are required to determine their maximum values. In this paper, for practical use at the early stages of the machine design, approximate expressions are derived to calculate the maximum values of the magnetic fields and electromagnetic forces on the windings in the case of a 3‐phase fault. To check these expressions numerically, a 1000‐MVA superconducting generator was conceptually designed. The numerical results obtained by using these expressions agree well with the computer simulation results.