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DOE OSTI · 2420931

Colloquium : Sliding and pinning in structurally lubric 2D material interfaces

Wang, Jin·Khosravi, Ali·Vanossi, Andrea·Tosatti, Erio
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Abstract

A plethora of two-dimensional (2D) materials have been introduced in physics and engineering in the past two decades. Their robust, membranelike sheets permit (mostly require) deposition, giving rise to solid-solid dry interfaces whose mobility, pinning, and general tribological properties under shear stress are currently being understood and controlled, both experimentally and theoretically. Here, in this Colloquium simulated case studies of twisted graphene systems are used as a prototype workhorse tool to demonstrate and discuss the general picture of 2D material interface sliding. First highlighted is the crucial mechanical difference, often overlooked, between small and large incommensurabilities, which corresponds to, for example, small and large twist angles in graphene interfaces. In both cases, focusing on flat, structurally lubric or “superlubric” geometries, the generally separate scalings with the area of static friction in pinned states and of kinetic friction during sliding are elucidated and reviewed, tangled as they are with the effects of velocity, temperature, load, and defects. The roles of island boundaries and elasticity are also discussed, and compared when possible to results in the literature for systems other than graphene. It is proposed that the resulting picture of pinning and sliding should be applicable to interfaces in generic 2D materials that are of importance for the physics and technology of existing and future bilayer and multilayer systems.

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2-dimensional systems71 CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICSfrictiongraphenemolecular dynamicssurface & interfacial phenomenatribologytwisted bilayer graphenetwisted heterostructures

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Wang, Jin, Khosravi, Ali, Vanossi, Andrea, Tosatti, Erio. 2024-02-07. Colloquium : Sliding and pinning in structurally lubric 2D material interfaces. https://doi.org/10.1103/revmodphys.96.011002

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