1994
DOI: 10.1109/20.312395
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Magnetic properties of Fe/Zr multilayers

Abstract: Measurements of ferromagnetic resonance (FMR), magnetic moment, and torque curves have been made for three series of FelZr multilayers (MLs) with thickness ratio of Fe to Zr sublayers equal to 2:1, 1:1, and 1:2, respectively. We show that Fe\Zr MLs readily yield to amorphization by a solid-state reaction (SSR) during the deposition process. Nevertheless, the resulting structure may be regarded as inhomogeneous one; there still exist some ferromagnetic phases that we relate to the Fe atoms in various surroundin… Show more

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Cited by 4 publications
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“…In general, the angular-dependent variation of ⌬H( H ) is frequently considered 10 to be a combination of the intrinsic linewidth ⌬H 0 ( H ), and two other terms related to ͑i͒ a distribution of the effective magnetization ␦(4M eff ) and ͑ii͒ a spatial variation ␦ of the c-axis orientation around the film normal. The more details can be found in a paper by Farle et al 13 For the most of magnetic films, 14 only the intrinsic linewidth is important while, in case of our Ni 2 MnGa films with an inhomogeneous structure in the martensitic phase and a substantial distribution of the c axis, these additional terms should be taken into account. Hence, the experimental angular dependence of linewidth, ⌬H( H ), is expressed as 13…”
Section: ͑1͒mentioning
confidence: 99%
“…In general, the angular-dependent variation of ⌬H( H ) is frequently considered 10 to be a combination of the intrinsic linewidth ⌬H 0 ( H ), and two other terms related to ͑i͒ a distribution of the effective magnetization ␦(4M eff ) and ͑ii͒ a spatial variation ␦ of the c-axis orientation around the film normal. The more details can be found in a paper by Farle et al 13 For the most of magnetic films, 14 only the intrinsic linewidth is important while, in case of our Ni 2 MnGa films with an inhomogeneous structure in the martensitic phase and a substantial distribution of the c axis, these additional terms should be taken into account. Hence, the experimental angular dependence of linewidth, ⌬H( H ), is expressed as 13…”
Section: ͑1͒mentioning
confidence: 99%