DocumentCode
1376176
Title
Electrodynamic magnetic suspension-models, scaling laws, and experimental results
Author
Thompson, Marc T.
Author_Institution
Worcester Polytech. Inst., MA, USA
Volume
43
Issue
3
fYear
2000
fDate
8/1/2000 12:00:00 AM
Firstpage
336
Lastpage
342
Abstract
A simple experiment illustrating the principles of electrodynamic magnetic suspension is described and test results are given. A disk-shaped coil made of insulated copper magnet wire and energized with 60 Hz AC line voltage is levitated in a stable equilibrium position above a wide aluminum plate. The mechanisms generating levitation force are identified by the use of Maxwell´s equations. A lumped-parameter inductance model is used to model magnetic energy storage. By using energy methods, the current necessary to achieve coil lift-off and levitation is estimated, with good results. A stability analysis is done which shows that the levitation is stable, but underdamped. Thermal models are also developed for determining temperature rise in the coil. The magnetic scaling law is developed which shows that larger magnetic structures are more efficient in energy conversion than small ones
Keywords
Maxwell equations; coils; electrodynamics; energy storage; inductance; magnetic levitation; 60 Hz; AC machines; EM fields; Maxwell´s equations; aluminum plate; coil lift-off; control engineering education; disk-shaped coil; eddy currents; electrodynamic magnetic suspension; electromagnet heating; energy conversion; energy methods; insulated copper magnet wire; levitation; levitation force; lumped-parameter inductance model; magnetic circuits; magnetic energy storage modelling; magnetic fields; magnetic scaling law; stability analysis; stable equilibrium position levitation; temperature rise determination; thermal models; Aluminum; Cable insulation; Coils; Copper; Electrodynamics; Magnetic levitation; Maxwell equations; Testing; Voltage; Wire;
fLanguage
English
Journal_Title
Education, IEEE Transactions on
Publisher
ieee
ISSN
0018-9359
Type
jour
DOI
10.1109/13.865211
Filename
865211
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