MAGNETIC FIELD PRODUCED BY A TILE PERMANENT MAGNET WHOSE POLARIZATION IS BOTH UNIFORM AND TANGENTIAL
Author(s) -
Romain Ravaud,
Guy Lemarquand,
V. Lemarquand,
Claude Dépollier
Publication year - 2009
Publication title -
progress in electromagnetics research b
Language(s) - English
Resource type - Journals
ISSN - 1937-6472
DOI - 10.2528/pierb08121901
Subject(s) - tile , magnet , polarization (electrochemistry) , magnetic field , condensed matter physics , physics , materials science , composite material , quantum mechanics , chemistry
pages 1-20International audienceThis paper presents the exact 3D calculation of the magnetic field produced by a tile permanent magnet whose polarization is both tangential and uniform. Such a calculation is useful for optimizing magnetic couplings or for calculating the magnetic field produced by alternate magnet structures. For example, our 3D expressions can be used for calculating the magnetic field produced by a Halbach structure. All our expressions are determined by using the coulombian model. This exact analytical approach has always proved its accuracy and its usefulness. As a consequence, the tile permanent magnet considered is represented by using the fictitious magnetic pole densities that are located on the faces of the magnet. In addition, no simplifying assumptions are taken into account for calculating the three magnetic field components. Consequently, the expressions obtained are valid inside and outside of the tile permanent magnet, whatever its dimensions. Such an approach allows us to realize easily parametric studies. To our knowledge, this calculation appears for the first time in the literature
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