Binding and interlayer force in the near-contact region of two graphite slabs: experiment and theory

Abstract

Via a novel experiment, Liu \emph{et al.} [Phys. Rev. B, {\bf 85}, 205418 (2012)] estimated the graphite binding energy, specifically the cleavage energy, an important physical property of bulk graphite. We re-examine the data analysis and note that within the standard Lennard-Jones model employed, there are difficulties in achieving internal consistency in the reproduction of the graphite elastic properties. By employing similar models which guarantee consistency with the elastic constant, we find a wide range of model dependent binding energy values from the same experimental data. We attribute some of the difficulty in the determination of the binding energy to: i) limited theoretical understanding of the van der Waals dispersion of graphite cleavage, ii) the mis-match between the strong bending stiffness of the graphite-SiO${}_2$ cantilever and the weak asymptotic inter-layer forces that are integrated over to produce the binding energy. We find, however, that the data does support determination of a maximum inter-layer force that is relatively model independent. We conclude that the peak force per unit area is $1.1\pm 0.15$GPa for cleavage, and occurs at an inter-layer spacing of $0.377\pm 0.013$nm.

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Cited by in corpus (4)

• Accurate Measurement of the Cleavage Energy of Graphite
• Quantum Monte Carlo Calculation of the Binding Energy of Bilayer Graphene
• How many-body effects modify the van der Waals interaction between graphene sheets
• Anomalous elastic buckling of hexagonal layered crystalline materials in the absence of structure slenderness