Journal of Applied Physics · 2003 · 49 citations · 9 references
Natural SciencesMaterials SciencePhysicsCondensed Matter PhysicsElectromagnetismMagnetic MaterialsFerromagnetic MaterialsFerromagnetismMagnetic AnisotropyMagnetic OxidesMagnetic Properties Of SolidsMagnetism In SolidsAngular DependenceAnisotropyAnisotropy FieldAnisotropy In FerromagnetsFerromagnetic ResonanceIn-plane Magnetic AnisotropyPerpendicular Magnetic AnisotropyUniaxial Anisotropy
Ferromagnetic resonance at 9.2 GHz (X band) was used to characterize the uniaxial magnetic anisotropies in rectangular arrays of submicron circular Ni dots. The in-plane anisotropy, originated from interdot interactions in the rectangular lattice, and the perpendicular anisotropy, due to individual dot shape and magnetostriction, were explored. For in-plane dependencies of the resonance field (Hr), the main resonance mode angular dependence was well described by the standard Kittel formula. As the interdot distances decreased from 800 to 50 nm, the in-plane uniaxial anisotropy field changed from 5 to 130 Oe, in reasonable agreement with calculations. Simultaneously, the position of perpendicular Hr increased from 6.38 to 6.83 kOe, also following Kittel’s formula.
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Patterned Magnetic Recording Media
CA Ross · Annual Review of Materials Research · 2001 · 758 citations
Natural Sciences, Materials Engineering, Materials Science +17
Magnetic anisotropies in single and multilayered structures (invited)
B. Heinrich, Z. Celiński, J. F. Cochran et al. · Journal of Applied Physics · 1991 · 110 citations