2009
DOI: 10.1063/1.3225608
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Determination of magnetic anisotropies, interlayer coupling, and magnetization relaxation in FeCoB/Cr/FeCoB

Abstract: Articles you may be interested inAmorphous FeCoSiB for exchange bias coupled and decoupled magnetoelectric multilayer systems: Realstructure and magnetic properties

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Cited by 31 publications
(13 citation statements)
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“…The higher OM frequency f r O is especially suitable for microwave devices without applying magnetic fi eld. The AM and OM frequencies along the EA direction can be expressed as follows [ 30,31 ] 2 4…”
Section: The Control Of Om Frequency F R O and Inverse Switch Field H Swmentioning
confidence: 99%
“…The higher OM frequency f r O is especially suitable for microwave devices without applying magnetic fi eld. The AM and OM frequencies along the EA direction can be expressed as follows [ 30,31 ] 2 4…”
Section: The Control Of Om Frequency F R O and Inverse Switch Field H Swmentioning
confidence: 99%
“…A/B > 1 gives Dysonian line shape to the spectrum which results from lower skin depth and higher conductivity of the sample [18]. Hence the possibility of occurrence of dispersive component due to diffusion of electrons into and out of the skin region cannot be ruled out for the ML with x = 249 and 83 nm.…”
Section: Effect Of Czf Layer Thicknessmentioning
confidence: 99%
“…J RKKY is the effective RKKY interaction field, which can be determined directly by the FMR field difference between AM and OM modes (calculated in Figure ). A positive J RKKY indicates an AFM coupling whereas a negative J RKKY represents an FM coupling . Therefore, AM mode is higher than OM mode in FM coupling (0.4 nm) or lower than OM mode in AFM coupling (0.6 nm).…”
mentioning
confidence: 99%
“…The SAF heterostructures with RKKY interaction enable dual mode FMR spectra and we can identify both acoustic mode (AM) and optical mode (OM) in the measured spectra. The following simplified FMR equations can be used to describe the AM and OM modes along the in‐plane easy axis:fγ=HrHkHr+4πMfγ=HrHkJRKKYHrJRKKY+4πMwhere f is the angular resonance frequency (9.76 GHz), γ is the gyromagnetic ratio of 2.8 MHz Oe −1 , H r is the resonance field, H k relates to the volume magnetocrystalline anisotropy, and 4 πM is 13 kOe for FeCoB at room temperature . J RKKY is the effective RKKY interaction field, which can be determined directly by the FMR field difference between AM and OM modes (calculated in Figure ).…”
mentioning
confidence: 99%