1967
DOI: 10.1063/1.1709321
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Ferromagnetic Resonance in a Uniaxial Anisotropic Ferrite: BaFe12O19

Abstract: Ferromagnetic resonance has been observed in a single-crystal sample of barium ferrite, BaFe12O19, under both single-domain and multidomain conditions, for orientations of the static field from 0°–90° with the easy axis of magnetization. The results verify in detail the predictions of the theory of Smit and Beljers for single-domain conditions, and show qualitative agreement with the multidomain theory.

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Cited by 27 publications
(5 citation statements)
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“…This mode softening behaviour combined with the normal Zeeman effect is the physical reason for the observed turnover point in magnon frequency. This is described in more detail for the sample measured [16] and in general [73,74] in the literature. Magnetocrystalline anisotropy has also been demonstrated to produce a magnon-Kerr nonlinearity in YIG [75][76][77][78].…”
Section: Applications Of Ferrites In Frequency Metrologymentioning
confidence: 99%
“…This mode softening behaviour combined with the normal Zeeman effect is the physical reason for the observed turnover point in magnon frequency. This is described in more detail for the sample measured [16] and in general [73,74] in the literature. Magnetocrystalline anisotropy has also been demonstrated to produce a magnon-Kerr nonlinearity in YIG [75][76][77][78].…”
Section: Applications Of Ferrites In Frequency Metrologymentioning
confidence: 99%
“…In the work in ref. 76 an increase in the frequency of ferromagnetic resonance was predicted for the transition of barium hexaferrite from the single-domain to the polydomain state. The reason for this is based on the effect of a demagnetizing field ( H d = 4π ρM S , where ρ – a crystallographic density of hexaferrite) between magnetic domains within hexaferrite ceramics, which is comparable in magnitude to the anisotropy field ( H a ) of unsubstituted barium hexaferrite ( H d ≈ 4.2 kOe vs. H a ≈ 18 kOe).…”
Section: Resultsmentioning
confidence: 94%
“…At smaller fields (Field Range 1), the sphere is broken into magnetic domains with magnetization vectors in them aligned along the easy axis (or multiple easy axes for cubic anisotropy). As shown theoretically by Smith and Beljers 56 , in this regime, the resonance decreases to a finite value at the critical field, and then increases following the single-domain theory from Silber et al 55 .…”
Section: Magnetisation Properties Of Lithium Ferrite and Comparison T...mentioning
confidence: 52%
“…2 (B) and Fig. 3 (B) can be explained as mode softening 55 . This is seen in their magnetic field dependence resulting in a magnon magnetic field insensitivity (dB/df = 0) at B s = 0.191 T as seen in as turnover points in the magnon resonance dependence on the external field.…”
Section: Magnetisation Properties Of Lithium Ferrite and Comparimentioning
confidence: 97%
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