1995
DOI: 10.1103/physrevb.51.667
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Giant magnetoresistance for superparamagnetic particles: Melt-spun granular CuCo

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Cited by 97 publications
(68 citation statements)
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“…Magnetic clusters act like paramagnetic impurities with a large magnetic moment in metallic alloys, contributing to the magnetoresistance. This was recently observed for magnetic metal clusters dissolved in a nonmagnetic metal matrix or deposited in metallic contact on a surface [7]. Consider now an ensemble of metal clusters with gi- Then the system exhibits the common magnetoresistance.…”
Section: Ap(t H) Oc 1 -Rr~(t H)mentioning
confidence: 81%
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“…Magnetic clusters act like paramagnetic impurities with a large magnetic moment in metallic alloys, contributing to the magnetoresistance. This was recently observed for magnetic metal clusters dissolved in a nonmagnetic metal matrix or deposited in metallic contact on a surface [7]. Consider now an ensemble of metal clusters with gi- Then the system exhibits the common magnetoresistance.…”
Section: Ap(t H) Oc 1 -Rr~(t H)mentioning
confidence: 81%
“…The magnetic moments of the cluster atoms are ferromagnetically aligned, if the cluster temperature is well below the internal magnetic ordering temperature of the cluster. Hence, when deposited on a metallic substrate or dissolved into a nonmagnetic metallic matrix, the magnetic clusters act like paramagnetic impurities with large magnetic moments and thus cause a giant magnetoresistance (GMR), as observed experimentally [7]. In Sect.…”
Section: Introductionmentioning
confidence: 92%
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“…The occurrence of electron paths "SPM region 1  NM region  SPM region 2" was found to be negligible in the multilayer systems 44,46 as opposed to conventional granular metals. 62,63 It has been found for electrodeposited Co-Cu/Cu multilayers with non-saturating MR(H) behaviour 44,46 that beyond technical saturation of the magnetization at about H s = 2 to 3 kOe, the field dependence of the magnetoresistance MR(H) can be described by the Langevin function L(x) where x = µH/kT with µ constituting the average magnetic moment of a SPM region. Beyond the saturation of ferromagnetic regions (H > H s ), the GMR FM and the AMR terms are saturated and, hence, their contributions remain constant for magnetic fields above H s , apart from a small, linearly decreasing term (due to the paraprocess).…”
Section: A Ferromagnetic and Superparamagnetic Contributions To The mentioning
confidence: 99%
“…The increasing saturation field with increasing temperature hints at superparamagnetic behavior. 34 With an increase in temperature, the Co particles might become progressively superparamagnetic. Superparamagnetic clusters can act as so-called "loose spins."…”
Section: Resultsmentioning
confidence: 99%