DocumentCode
1036307
Title
Curvature of domain walls
Author
Jaecklin, Andre A.
Author_Institution
Brown Boveri Company, Baden, Switzerland
Volume
3
Issue
4
fYear
1967
fDate
12/1/1967 12:00:00 AM
Firstpage
611
Lastpage
615
Abstract
An experiment was performed whereby domain walls were forced to bulge under the influence of an applied easy-axis field
. The region where the domain wall is bent appears to be approximately circular. To relate the radius of such a curved domain wall to theory, a model was chosen that takes into account magnetostatic, anisotropy, and exchange energy. The assumption was made that anisotropy and exchange energy, as well as the magnetostatic contribution due to the local magnetization distribution of a domain wall, may be summarized in a wall energy term. The energy of the entire system has been calculated under the constraint that the domain wall should be circular and that it is inscribed tangentially into a triangle. Minimizing the total energy with respect to the radius of curvature
, the result can be expressed approximately by
where Hc is the coercive force. This result fits the model of a membrane under pressure.
. The region where the domain wall is bent appears to be approximately circular. To relate the radius of such a curved domain wall to theory, a model was chosen that takes into account magnetostatic, anisotropy, and exchange energy. The assumption was made that anisotropy and exchange energy, as well as the magnetostatic contribution due to the local magnetization distribution of a domain wall, may be summarized in a wall energy term. The energy of the entire system has been calculated under the constraint that the domain wall should be circular and that it is inscribed tangentially into a triangle. Minimizing the total energy with respect to the radius of curvature
, the result can be expressed approximately by
where HKeywords
Magnetic domain walls; Abstracts; Anisotropic magnetoresistance; Garnets; Magnetic anisotropy; Magnetic domain walls; Magnetic domains; Magnetic films; Magnetic properties; Magnetostatics; Perpendicular magnetic anisotropy;
fLanguage
English
Journal_Title
Magnetics, IEEE Transactions on
Publisher
ieee
ISSN
0018-9464
Type
jour
DOI
10.1109/TMAG.1967.1066144
Filename
1066144
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