1982
DOI: 10.1016/0304-8853(82)90273-6
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Temperature dependence of the domain wall mobility in YIG, deduced from the frequency spectra of the initial susceptibility of polycrystals

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Cited by 48 publications
(7 citation statements)
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“…where χ 0 is the dc susceptibility, ω 0 = α/m is the domain wall resonance, and ω c = α/β is a relaxation frequency, reflecting the timescale τ c = β/α for displacements to decay. For dc fields H, the phenomenological mobility µ = (ds/dt)/H of a uniform domain wall is 2M S /β in this model [51].…”
Section: Frequency-dependent Ac Susceptibilitymentioning
confidence: 82%
“…where χ 0 is the dc susceptibility, ω 0 = α/m is the domain wall resonance, and ω c = α/β is a relaxation frequency, reflecting the timescale τ c = β/α for displacements to decay. For dc fields H, the phenomenological mobility µ = (ds/dt)/H of a uniform domain wall is 2M S /β in this model [51].…”
Section: Frequency-dependent Ac Susceptibilitymentioning
confidence: 82%
“…Thus the shift of the spin susceptibility dispersion frequency is attributed to this effect. The frequency shift of DW susceptibility spectrum can be caused by the magnetic field effect on the domain wall [19]. In Fig.4, In the absence of external field, the difference between f d and f d_max is large due to high damping in DW resonance.…”
Section: Evaluation Of Frequency Dispersion Parameters For the Permentioning
confidence: 96%
“…39,41 In the Ni-Zn ferrite composite material in which the domain wall susceptibility has a resonance type dispersion and the spin susceptibility has a relaxation type one, the high frequency permeability spectrum up to several gigahertz can be predicted by the coherent model. 39…”
Section: -8mentioning
confidence: 99%