1992
DOI: 10.1016/0304-8853(92)91459-7
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ESR of ultrafine magnetic particles

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Cited by 89 publications
(59 citation statements)
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“…A cubic dependence is observed for the S-G samples whereas a quadratic or cubic one is suitable for the PR compounds. The dependence observed for both samples is typical of superparamagnetic systems, as empirically studied for ultrafine magnetic particles [28]. Moreover, some suggestions about the particles orientation can be obtained from these curves, even if inter-grain magnetic interactions should be also considered in our samples.…”
Section: Simple Langevin Function Does Not Allow a Satisfactory Repromentioning
confidence: 74%
“…A cubic dependence is observed for the S-G samples whereas a quadratic or cubic one is suitable for the PR compounds. The dependence observed for both samples is typical of superparamagnetic systems, as empirically studied for ultrafine magnetic particles [28]. Moreover, some suggestions about the particles orientation can be obtained from these curves, even if inter-grain magnetic interactions should be also considered in our samples.…”
Section: Simple Langevin Function Does Not Allow a Satisfactory Repromentioning
confidence: 74%
“…According to the model of Nagata and Ishihara, [32] the shift of the resonance field, dH res (relative to a high-temperature value), and the line width, DH pp , are related by the simple ratio dH res~( DH pp ) n , in which n = 2 for partially oriented and n = 3 for randomly oriented NPs. Nagata and Ishihara assumed that the particle shape was an ellipsoid and H res was governed by the demagnetizing fields and not by the anisotropy fields.…”
Section: Resultsmentioning
confidence: 99%
“…Such behavior is found in various magnetic NP systems. [32][33][34][35][36][37] To trace the influence of the liquid-crystalline properties on NP behavior, we studied the temperature dependence of H res and DH pp at high temperatures (300-400 K) also. Temperature variations of H res and DH pp over the whole temperature range examined from 380 to 4.2 K are presented in Figure 3 a and b, respectively, for dendrimeric g-Fe 2 O 3 NPs.…”
Section: Parameters Used For the Characterization Of Emr Signalsmentioning
confidence: 99%
“…They interpreted the cause of this as an effective anisotropy field arising due to local demagnetization fields of the inhomogeneous magnetic systems. Nagata and Ishihara 35 have performed electron spin resonance studies on MnZn ferrite particles dispersed in solid kerosene and they also observed that the resonance field moves to lower field as the temperature is decreased. This shows that the anomalous temperature dependence of low field mode could be related to presence of some small-crystallized regions with complicated magnetic order.…”
Section: E Temperature Dependence Of Fmrmentioning
confidence: 99%