Answers are grounded in this paper and cite their sources.
Magnetoresistance measurements have been performed in high magnetic fields up to 15 teslas in fluorine-intercalated vapor-deposited graphite fibers with concentrations C4.5F and C3.6F. Previous studies had shown that the intercalation of fluorine, an acceptor in graphite, induces a two-dimensional hole gas in the graphene layers. The fluorine-intercalation process also introduces disorder into the highly ordered pristine fiber, as exhibited by the transport properties. At high magnetic fields, a positive magnetoresistance is observed and is found to vary strongly with temperature. This phenomenon is explained by the effect of the magnetic field on the hole-hole interaction when the spin subbands are split by the magnetic field. A negative magnetoresistance is observed at low fields, and is explained in terms of weak-localization theory. The magnetoresistance data are fitted with the weak-localization contribution in the weak-field regime, then extrapolated to high fields and this contribution is finally subtracted from the measured values to obtain the hole-hole interaction contribution to the magnetoresistance. From a fit to this latter contribution, a value for the screening parameter is found. The relative importance of the weak localization and hole-hole interaction contributions to the logarithmic increase in {ρ}(T) at low temperature is discussed.
No takes yet. Share an insight, caveat, or question.
Vittorio et al. (1991) studied this question.
Synapse has enriched 5 related papers. Consider them for comparative context: