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• W4380322017 abstract "We study analytically, within a continuous field model, and numerically, on lattices containing ${10}^{5}$ spins, the integral absorption of microwaves by a random-anisotropy magnet, $ensuremath{int}densuremath{omega}P(ensuremath{omega})$. It scales as ${D}_{R}^{2}/J$ on the random-anisotropy strength ${D}_{R}$ and the strength of the ferromagnetic exchange $J$ in low-anisotropy amorphous magnetic materials. At high anisotropy and in low-anisotropy materials sintered from sufficiently large ferromagnetic grains, the integral power scales linearly on ${D}_{R}$. The maximum bandwidth, combined with the maximum absorption power, is achieved when the amorphous structure factor, or grain size, is of the order of the domain wall thickness in a conventional ferromagnet that is of the order of ${(J/{D}_{R})}^{1/2}$ lattice spacings." @default.
• W4380322017 created "2023-06-13" @default.
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• W4380322017 date "2023-06-12" @default.
• W4380322017 modified "2023-10-11" @default.
• W4380322017 title "Integral absorption of microwave power by random-anisotropy magnets" @default.
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• W4380322017 doi "https://doi.org/10.1103/physrevb.107.224413" @default.
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