DocumentCode
1033859
Title
On the reduction of switching time of a ferrite toroid by cross-magnetization
Author
Shull, D.S., Jr. ; Finzi, L.A.
Author_Institution
Bell Telephone Laboratories, Incorporated, Winston-Salem, NC
Volume
2
Issue
3
fYear
1966
fDate
9/1/1966 12:00:00 AM
Firstpage
588
Lastpage
592
Abstract
The switching time Ts required for the circumferential component of magnetization of a ferrite memory toroid to reverse upon application of a circumferential step magnetizing field
can be reduced by the application of a static magnetizing field
orthogonal to
- This fact has been experimentally observed and reported by several investigators. Various analyses of flux reversal in toroids without an orthogonal field and in thin films (and equivalent geometries such as thin-walled ferrite tubes) with an orthogonal field have been given in the literature; no analyses have been given, however, for the more complicated case of a cross-magnetized "thick" toroid. [Cross-magnetization of a ferromagnetic body is defined to occur whenever two or more independent nonparallel (crossed) magnetizing fields are applied simultaneously to the body.] In this paper, the latter problem is analyzed theoretically for the case of incoherent (or nonuniform) rotation of the magnetization vector
and an expression is obtained relating Ts to
, and the core geometry. The results are corroborated experimentally.
can be reduced by the application of a static magnetizing field
orthogonal to
- This fact has been experimentally observed and reported by several investigators. Various analyses of flux reversal in toroids without an orthogonal field and in thin films (and equivalent geometries such as thin-walled ferrite tubes) with an orthogonal field have been given in the literature; no analyses have been given, however, for the more complicated case of a cross-magnetized "thick" toroid. [Cross-magnetization of a ferromagnetic body is defined to occur whenever two or more independent nonparallel (crossed) magnetizing fields are applied simultaneously to the body.] In this paper, the latter problem is analyzed theoretically for the case of incoherent (or nonuniform) rotation of the magnetization vector
and an expression is obtained relating T
, and the core geometry. The results are corroborated experimentally.Keywords
Magnetic cores; Ferrites; Geometry; Magnetic analysis; Magnetic cores; Magnetic flux; Magnetic switching; Magnetization; Thin wall structures; Toroidal magnetic fields; Transistors;
fLanguage
English
Journal_Title
Magnetics, IEEE Transactions on
Publisher
ieee
ISSN
0018-9464
Type
jour
DOI
10.1109/TMAG.1966.1065920
Filename
1065920
Link To Document