Millikelvin de Haas-van Alphen and Magnetotransport studies of Graphite

TL;DR

This study comprehensively investigates the electronic properties of highly oriented pyrolytic graphite at millikelvin temperatures, clarifying carrier locations and analyzing their scattering and effective masses through magneto-oscillation measurements.

Contribution

It provides detailed experimental evidence confirming the Brillouin-zone locations of carriers and employs phase analysis to determine the nature of electrons and holes in graphite.

Findings

Electrons are at the K-point; holes are near the H-points.

Holes experience stronger scattering and have lower mobility.

Carriers are identified as normal (Schrödinger) fermions, not Dirac fermions.

Abstract

Recent studies of the electronic properties of graphite have produced conflicting results regarding the positions of the different carrier types within the Brillouin zone, and the possible presence of Dirac fermions. In this paper we report a comprehensive study of the de Haas-van Alphen, Shubnikov-de Haas and Hall effects in a sample of highly orientated pyrolytic graphite, at temperatures in the range 30 mK to 4 K and magnetic fields up to 12 T. The transport measurements confirm the Brillouin-zone locations of the different carrier types assigned by Schroeder et al.: electrons are at the K-point, and holes are near the H-points. We extract the cyclotron mass and scattering time for both carrier types from the temperature- and magnetic-field-dependences of the magneto-oscillations. Our results indicate that the holes experience stronger scattering and hence have a lower mobility than the electrons. We utilise phase-frequency analysis and intercept analysis of the 1/B positions of magneto-oscillation extrema to identify the nature of the carriers in graphite, whether they are Dirac or normal (Schrodinger) fermions. These analyses indicate normal holes and electrons of indeterminate nature.