2023
DOI: 10.1016/j.jmps.2022.105114
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Origin of frictional scaling law in circular twist layered interfaces: Simulations and theory

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Cited by 11 publications
(13 citation statements)
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“…interlayer sliding process, for example, the 'W ' shaped moiré boundary can transform into the 'Z' shape during sliding, and the energy barrier is predominantly contributed by the edge atoms determined by the moiré boundary (Figure 4G). [77] It is noteworthy that a recent study shows that the friction scaling significantly depends on the slider shape. [110] For sliders of polygons, the maximum static friction between twisted interface exhibits a unique dualperiod oscillation behavior, as well as size-independent scaling (F A s max 0…”
Section: Frictional Scaling Behavior Of Twisted Vdw Layered Materials...mentioning
confidence: 99%
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“…interlayer sliding process, for example, the 'W ' shaped moiré boundary can transform into the 'Z' shape during sliding, and the energy barrier is predominantly contributed by the edge atoms determined by the moiré boundary (Figure 4G). [77] It is noteworthy that a recent study shows that the friction scaling significantly depends on the slider shape. [110] For sliders of polygons, the maximum static friction between twisted interface exhibits a unique dualperiod oscillation behavior, as well as size-independent scaling (F A s max 0…”
Section: Frictional Scaling Behavior Of Twisted Vdw Layered Materials...mentioning
confidence: 99%
“…Considering that moiré superlattices have a significant effect on the mechanical and physical properties of vdW layered materials, incorporating the moiré effect into continuum modeling is highly desired. Based on the observed one-to-one correspondence between the atomic potential energy distribution and the moiré superlattice configuration (Figure 4H), [77,110] the moiré superlattice-modulated interlayer potential energy can be approximated by (under the rigid assumption), [46,77,[117][118][119]…”
Section: Analytical Frictional Scaling Laws For Vdw Layered Materialsmentioning
confidence: 99%
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“…The edge effect in the twisting dynamics of the system considered is assessed in Supplementary Note 8. We parametrize a rigid model that efficiently describes the effect of unsaturated Moiré at the edges and study the relative importance of elasticity and edge contributions to the rotational energy landscape as a function of the flake size. Our analysis shows that while the edge effect is dominant at smaller sizes, the elastic contribution to the rotational energy landscape is dominant at the experimental size, supporting the analysis based on the elasticity reported here; see Supplementary Note 8 for details.…”
Section: Introductionmentioning
confidence: 99%