A model of magnetization reversal for the chain of two oblate ellipsoids was proposed. The magnetization loops, the angular dependences of coercivity Hc and the critical field H
0 were calculated with the consid?tions of the uniaxial magnetocrystalline anisotropy, as well as the magnetostatic interaction between the ellipsoids. It ? shown that for small anisotropy factor
ω ( = 2K
J/M
s2 ), the magnetization reversal of the chain is inclinable to fanning process, while for the large one, the reversal to parallel rotation process. When the crystalline anisotropy of ellipsoids was considered, the coercivity of the chain of two oblate ellipsoids was larger than that of Jacobs and Be? chain of two spheres by a factor of (l+6
ω/
π) for fanning process and of (1+2
ω/
π) for parallel ratation proc? When
ω equals to zero and the ellipsoids become spheres, the results of the model become to that of Jacobs and Be? model of chain of the two spheres. It was found that the effect of the crystalline anisotropy on the magnetization reve of the chain is large than that of magnetostatic interaction between the particles. This model could be used to explain magnetization reversal mechanism of the oriented Ba-ferrite particulate media.
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