Journal of Applied Physics · 1999 · 1K citations · 10 references
Natural SciencesPhysicsCondensed Matter PhysicsElectromagnetismMagnetic MaterialsExchange InteractionsMagnetic CharacterizationMagnetic NanomaterialsMagnetism In SolidsMagnetization ProcessesFirst-order Reversal Curve AnalysisFirst-order Reversal CurvesHysteresisHysteresis BehaviorHysteresis PropertiesMagnetic Field EffectsMagnetic Hysteresis AnalysisMagnetic Hysteresis Modeling
We demonstrate a powerful and practical method of characterizing interactions in fine magnetic particle systems utilizing a class of hysteresis curves known as first order reversal curves. This method is tested on samples of highly dispersed magnetic particles, where it leads to a more detailed understanding of interactions than has previously been possible. In a quantitative comparison between this method and the δM method, which is based on the Wohlfarth relation, our method provides a more precise measure of the strength of the interactions. Our method also has the advantage that it can be used to decouple the effects of the mean interaction field from the effects of local interaction field variance.
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An alternating-gradient magnetometer (invited)
P. J. Flanders · Journal of Applied Physics · 1988 · 195 citations