1994
DOI: 10.1103/physrevb.49.11358
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Superparamagnetism in carbon-coated Co particles produced by the Kratschmer carbon arc process

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Cited by 269 publications
(127 citation statements)
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“…Planar graphene is synthesized by this process on bulk crystals or thin films of transition metals, such as Ru [16][17][18], Pt [19], Ir [20], and Ni [21], which can take up carbon into interstitial sites with solubilities up to a few atomic percent. Carbon nanostructures, such as fullerenes [22][23][24][25] are synthesized over transition metal (Fe, Ni, Co) nanoparticles, using the same steps of hydrocarbon dissociation, carbon intake into interstitial sites, and precipitation. It is generally assumed that the uptake of carbon in metal nanoparticles involves interstitial sites, similar to the bulk, but the stable concentrations (i.e., the carbon solubility) may be different at the nanoscale.…”
mentioning
confidence: 99%
“…Planar graphene is synthesized by this process on bulk crystals or thin films of transition metals, such as Ru [16][17][18], Pt [19], Ir [20], and Ni [21], which can take up carbon into interstitial sites with solubilities up to a few atomic percent. Carbon nanostructures, such as fullerenes [22][23][24][25] are synthesized over transition metal (Fe, Ni, Co) nanoparticles, using the same steps of hydrocarbon dissociation, carbon intake into interstitial sites, and precipitation. It is generally assumed that the uptake of carbon in metal nanoparticles involves interstitial sites, similar to the bulk, but the stable concentrations (i.e., the carbon solubility) may be different at the nanoscale.…”
mentioning
confidence: 99%
“…A linear dependence can be derived appreciably. On the contrary, if we assume that the temperature dependent coercivity is originated from Co clusters, we may estimate the cluster diameter according to the equation (McHenry et al, 1994):…”
Section: Field Dependent Magnetizationmentioning
confidence: 99%
“…The coercive field as a function of square root of temperature is delineated in the inset of Fig. 14. The data are fitted according to the equation (McHenry et al, 1994):…”
Section: Field Dependent Magnetizationmentioning
confidence: 99%
“…This holds true by neglecting other anisotropy contributions that could arise from the shape anisotropy (deviation from a spherical symmetry) and surface anisotropy, which would orient the magnetization into the plane of the surface and thereby create a disordered surface region with a reduced magnetization (spin-glass behaviour). Therefore, for an M -H measurement taken over a certain experimental time frame, the blocking temperature should satisfy the relationship (McHenry et al 1994)…”
Section: Measurement and Calculation Of The Blocking Temperaturementioning
confidence: 99%