2018
DOI: 10.1134/s1069351318010020
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Thermoremanent and chemical magnetization of exsolution products of nanosized titanomagnetites

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Cited by 3 publications
(1 citation statement)
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“…(2003) predicted that for near uniaxial magnetite grains of between 30 and 150 nm in size (side length of equivalent cubic volume), magnetostatic interactions in powders are likely to decrease B c and M rs / M s by percentages P h and P m of ∼17% and ∼18%, respectively (Afremov et al., 2018; Fidler & Schrefl, 1996; Muxworthy et al., 2003). We might expect the dipole‐dipole interaction to be proportional to the particles’ decreasing saturation magnetization as the oxidation process occurs (Afremov et al., 2018; Anisimov & Afremov, 2018). Therefore, in order to simulate hysteresis behavior for a powdered sample we might reasonably apply a simple interaction field correction Bcor=BiniBmag*Pnormalh*(Mox/Mmag) and similarly Mrs,cor=Mrs,iniMrs,mag*Pnormalm*(Mox/Mmag) where B ini and M rs , ini are the initial coercivity and saturation remanence of oxidized magnetite calculated by the average over a lognormal distribution of grain sizes, where B cor and M rs , cor are the counterparts after the interaction field correction, and B mag and M rs , mag are the corresponding equivalents of stoichiometric magnetite.…”
Section: Discussionmentioning
confidence: 99%
“…(2003) predicted that for near uniaxial magnetite grains of between 30 and 150 nm in size (side length of equivalent cubic volume), magnetostatic interactions in powders are likely to decrease B c and M rs / M s by percentages P h and P m of ∼17% and ∼18%, respectively (Afremov et al., 2018; Fidler & Schrefl, 1996; Muxworthy et al., 2003). We might expect the dipole‐dipole interaction to be proportional to the particles’ decreasing saturation magnetization as the oxidation process occurs (Afremov et al., 2018; Anisimov & Afremov, 2018). Therefore, in order to simulate hysteresis behavior for a powdered sample we might reasonably apply a simple interaction field correction Bcor=BiniBmag*Pnormalh*(Mox/Mmag) and similarly Mrs,cor=Mrs,iniMrs,mag*Pnormalm*(Mox/Mmag) where B ini and M rs , ini are the initial coercivity and saturation remanence of oxidized magnetite calculated by the average over a lognormal distribution of grain sizes, where B cor and M rs , cor are the counterparts after the interaction field correction, and B mag and M rs , mag are the corresponding equivalents of stoichiometric magnetite.…”
Section: Discussionmentioning
confidence: 99%