1987
DOI: 10.1139/p87-214
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Ferromagnetism in the boundary layer of 3He on graphite

Abstract: We study the magnetic properties of 3He confined in a grafoil substrate with the static applied field more than two orders of magnitude less than in prior experiments. In this low-field regime, we observe new modes in the nuclear magnetic resonance spectrum that arise for T < 1 mK. We interpret these as the collective modes of ferromagnetically ordered domains in the 3He boundary layers. The frequency shifts of these modes suggest that the domains reorient as the static field is varied. From the size of the… Show more

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Cited by 5 publications
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“…The latest results 16 on the magnetization of liquid 3 He confined in Grafoil suggest the occurrence of a surface ferromagnetic transition below 1 mK in very low magnetic fields (<6G).…”
Section: Nuclear Ferromagnetism Of Two-dimensional 3 Hementioning
confidence: 99%
“…The latest results 16 on the magnetization of liquid 3 He confined in Grafoil suggest the occurrence of a surface ferromagnetic transition below 1 mK in very low magnetic fields (<6G).…”
Section: Nuclear Ferromagnetism Of Two-dimensional 3 Hementioning
confidence: 99%
“…With the exception of the studies by Friedman et al [3,12] on 3 He which used a SQUID NMR technique [13] with filled pores, all of the previous NMR studies used conventional techniques with applied fields greater than 6 mT. The Larmor frequencies in those (conventional NMR) experiments were much smaller than the exchange rates, but nevertheless the applied fields were large enough to substantially enhance the magnetization in the vicinity of T ∼ J, effectively masking any spontaneous magnetization -if it should occur.…”
mentioning
confidence: 99%
“…Reported values of the random fraction range from 50% [4,17] down to 33% [19]. In order to calculate the distribution of frequencies that simulate our NMR lines we need to calculate the angle of the magnetization (which is not exactly the angle of the applied field at low fields) and then the resulting NMR frequency assuming 1) a temperature dependent average dipolar field (λM 0 ), 2) the equations for spin dynamics from Friedman et al [12], and 3) a temperature dependent intrinsic linewidth. We can approximately fit our NMR absorption lines to this model, however this process works best when we assume that only 20-25% of the spins are on the randomly distributed plates.…”
mentioning
confidence: 99%