Identification of ferromagnetic thin sheets magnetization

Author:

Cauffet G.,Coulomb J.L.,Guerin S.,Chadebec O.,Vuillermet Y.

Abstract

PurposeThis paper aims to present the use of magnetic gradient, and magnetic potential measurements in the specific case of magnetization identification for a thin sheet. Usually, induction measurements are only used.Design/methodology/approachAfter a brief description of the magnetic gradient and magnetic scalar potential notions, methods to calculate them are presented and validated. These two kinds of measurements are tested for a numerical identification case. Then, virtual measurements can be generated and used for inverse problem resolution. Advantages of using induction, magnetic gradient or magnetic potential measurements are then discussed.FindingsA previous method to solve inverse problem based on induction measurement has been increased by the capability of using other kind of measurements. A numerical approach has allowed to validate the use of magnetic gradient or magnetic scalar potential measurement as information sources.Originality/valueUsually, induction measurements are only used. Inversion resolution using other kind of measurements than the induction can be made. An experimental validation has been done for gradient measurements.

Publisher

Emerald

Subject

Applied Mathematics,Electrical and Electronic Engineering,Computational Theory and Mathematics,Computer Science Applications

Reference5 articles.

1. Chadebec, O., Coulomb, J.L., Cauffet, G., Bongiraud, J.P. and Guerin, S. (2004), “Magnetization identification problem – illustration of an effective approach”, COMPEL, Vol. 23 No. 2.

2. Guerin, S., Cauffet, G. and Coulomb, J.L. (2005), “Magnetic gradient for surface devices in magnetostatic”, paper presented at the 15th Conference on the Computation of Electromagnetic COMPUMAG 2005, 26‐30 June.

3. Tikhonov, A. and Arsénine, V. (1976), Méthodes de résolution de problèmes mal‐posés, Editions Mir, Moscow.

4. Cedrat (2005), Flux® 9.3 Application 2D/3D – User Manual, Cedrat, Meylan.

5. Chadebec, O., Coulomb, J.L., Rouve, L.L., Bongiraud, J.P., Cauffet, G. and Le Thiec, Ph. (2002), “Recent improvements for solving inverse magnetostatic problem applied to thin shell”, IEEE Transactions on Magnetic, No. 2, pp. 1005‐8.

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