DocumentCode
3604675
Title
Vibration Reduction of Inductors Under Magnetostrictive and Maxwell Forces Excitation
Author
Rossi, Mathieu ; Le Besnerais, Jean
Author_Institution
EOMYS Eng., Lille-Hellemmes, France
Volume
51
Issue
12
fYear
2015
Firstpage
1
Lastpage
6
Abstract
This paper analyzes the phenomenon of vibrations in U-shaped (two-limb) inductors with distributed air gaps due to both Maxwell and magnetostriction forces. A weak 2-D magnetomechanical finite-element model (FEM), including magnetostrictive tensor, is developed under the GetDP open-source simulation environment. A simple analytical model of the reactor core vibration under magnetic forces is established and validated using the FEM model. The resonance effect of magnetostriction and Maxwell forces on the inductor structure is analyzed, and a sensitivity analysis is run on some of the inductor geometrical parameters. An example of inductor is presented, and a methodology to reduce vertical vibrations under magnetic force excitation is proposed by opposing the magnetostrictive and Maxwell forces. This technique is validated using both the analytical and the FEM models.
Keywords
Maxwell equations; finite element analysis; inductors; magnetic forces; magnetostrictive devices; sensitivity analysis; tensors; vibrations; Maxwell forces excitation; U-shaped inductors; distributed air gaps; magnetic force excitation; magnetostrictive forces; magnetostrictive tensor; reactor core vibration; resonance effect; sensitivity analysis; vibration reduction; weak 2-D magnetomechanical finite-element model; Inductors; Magnetic cores; Magnetic flux; Magnetic hysteresis; Magnetic resonance; Magnetostriction; Acoustic noise; Analytical models; Finite element analysis; Inductor; Magnetic forces; Magnetostriction; Vibrations; analytical models; finite-element analysis; inductor; magnetic forces; magnetostriction; vibrations;
fLanguage
English
Journal_Title
Magnetics, IEEE Transactions on
Publisher
ieee
ISSN
0018-9464
Type
jour
DOI
10.1109/TMAG.2015.2469643
Filename
7208876
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