Title :
Scalar Potential Formulation and Inverse Problem Applied to Thin Magnetic Sheets
Author :
Vuillermet, Y. ; Chadebec, O. ; Coulomb, J.l. ; Rouve, L.-L. ; Cauffet, G. ; Bongiraud, J.P. ; Demilier, L.
Author_Institution :
G2ELAB, Grenoble
fDate :
6/1/2008 12:00:00 AM
Abstract :
Our goal is to identify sheet steel magnetization with near field measurements. Indeed, direct calculation of the whole magnetization is impossible because the remanent part of the magnetization is nondeterminist. Consequently, our strategy is to obtain a magnetostatic formulation able to compute magnetic field as close as possible to the sheet and which is adapted to solve an inverse problem. In this paper, a scalar potential integral formulation is introduced and compared to a magnetization formulation. We are especially interested in the magnetic anomaly created by ferromagnetic ships.
Keywords :
ferromagnetic materials; inverse problems; magnetisation; magnetostatics; remanence; sheet materials; steel; FeCJk; compute magnetic field; ferromagnetic ships; inverse problem; magnetostatic formulation; remanent part; scalar potential formulation; sheet steel magnetization; thin magnetic sheets; Inverse problem; magnetization identification; scalar magnetic potential; thin magnetic sheet;
Journal_Title :
Magnetics, IEEE Transactions on
DOI :
10.1109/TMAG.2007.916587