Active control of friction realized by vibrational excitation: Numerical simulation based on the Prandtl–Tomlinson model and molecular dynamics

Xiao MA; Xinfeng TAN; Dan GUO; Shizhu WEN

doi:10.1007/s40544-022-0651-4

Friction 2023, 11(7): 1225-1238 https://doi.org/10.1007/s40544-022-0651-4

Research Article |

Open Access | Issue | Published: 19 November 2022

Active control of friction realized by vibrational excitation: Numerical simulation based on the Prandtl–Tomlinson model and molecular dynamics

Show Author's Information Hide Author's Information Xiao MA, Xinfeng TAN(

), Dan GUO(

), Shizhu WEN

State Key Laboratory of Tribology, Tsinghua University, Beijing 100084, China

Keywords:

superlubricity, vibration, friction control, molecular dynamics (MD)

Cite this article:

MA X, TAN X, GUO D, et al. Active control of friction realized by vibrational excitation: Numerical simulation based on the Prandtl–Tomlinson model and molecular dynamics. Friction, 2023, 11(7): 1225-1238. https://doi.org/10.1007/s40544-022-0651-4

Download citation

EndNote(RIS)

BibTeX

416

Views

Downloads

Citations

Crossref

WoS

Scopus

CSCD

Abstract Full text About this article

Abstract

Superlubricity and active friction control have been extensively researched in order to reduce the consumption of fossil energy, the failure of moving parts, and the waste of materials. The vibration-induced superlubricity (VIS) presents a promising solution for friction reduction since it does not require high-standard environment. However, the mechanism underlying the VIS remains unclear since the atomic-scale information in a buried interface is unavailable to experimental methods. In this paper, the mechanism of VIS was examined via numerical calculation based on the Prandtl–Tomlinson (PT) model and molecular dynamics (MD) simulations. The results revealed that the pushing effect of stick–slip is one of the direct sources of friction reduction ability under vibrational excitation, which was affected by the response amplitude, frequency, and the trace of the tip. Moreover, the proportion of this pushing effect could be modulated by changing the phase difference when applying coupled vibrational excitation in x- and z-axis. This results in a significant change in friction reduction ability with phase. By this way, active friction control from the stick–slip to superlubricity can be achieved conveniently.

Full text

Abstract

Full text

Outline

About this article

Active control of friction realized by vibrational excitation: Numerical simulation based on the Prandtl–Tomlinson model and molecular dynamics

Show Author's information Hide Author's Information Xiao MA, Xinfeng TAN(

), Dan GUO(

), Shizhu WEN

State Key Laboratory of Tribology, Tsinghua University, Beijing 100084, China

Abstract

Keywords: superlubricity, vibration, friction control, molecular dynamics (MD)

References(34)

[1]

Holmberg K, Erdemir A. Influence of tribology on global energy consumption, costs and emissions. Friction 5(3): 263–284 (2017)

DOI Google Scholar

[2]

Hirano M, Shinjo K, Kaneko R, Murata Y. Anisotropy of frictional forces in muscovite mica. Phys Rev Lett 67(19): 2642–2645 (1991)

DOI Google Scholar

[3]

Dienwiebel M, Verhoeven G S, Pradeep N, Frenken J W, Heimberg J A, Zandbergen H W. Superlubricity of graphite. Phys Rev Lett 92(12): 126101 (2004)

DOI Google Scholar

[4]

Raviv U, Giasson S, Kampf N, Gohy J F, Jérôme R, Klein J. Lubrication by charged polymers. Nature 425(6954): 163–165 (2003)

DOI Google Scholar

[5]

Li J J, Liu Y H, Luo J B, Liu P X, Zhang C H. Excellent lubricating behavior of Brasenia schreberi mucilage. Langmuir 28(20): 7797–7802 (2012)

DOI Google Scholar

[6]

Hu Y Z, Ma T B, Wang H. Energy dissipation in atomic-scale friction. Friction 1(1): 24–40 (2013)

DOI Google Scholar

[7]

Mate C M, McClelland G M, Erlandsson R, Chiang S. Atomic-scale friction of a tungsten tip on a graphite surface. In: Scanning Tunneling Microscopy. Neddermeyer H, Ed. Dordrecht (the Netherlands): Springer Dordrecht, 1987: 226–229.

DOI

[8]

Socoliuc A, Bennewitz R, Gnecco E, Meyer E. Transition from stick–slip to continuous sliding in atomic friction: Entering a new regime of ultralow friction. Phys Rev Lett 92(13): 134301 (2004)

DOI Google Scholar

[9]

Li B, Clapp P C, Rifkin J A, Zhang X M. Molecular dynamics simulation of stick–slip. J Appl Phys 90(6): 3090–3094 (2001)

DOI Google Scholar

[10]

Johnson K L, Woodhouse J. Stick–slip motion in the atomic force microscope. Tribol Lett 5(2–3): 155–160 (1998)

Google Scholar

[11]

Park J Y, Ogletree D F, Thiel P A, Salmeron M. Electronic control of friction in silicon pn junctions. Science 313(5784): 186 (2006)

DOI Google Scholar

[12]

Filleter T, McChesney J L, Bostwick A, Rotenberg E, Emtsev K V, Seyller T, Horn K, Bennewitz R. Friction and dissipation in epitaxial graphene films. Phys Rev Lett 102(8): 086102 (2009)

DOI Google Scholar

[13]

Wada N, Ishikawa M, Shiga T, Shiomi J, Suzuki M, Miura K. Superlubrication by phonon confinement. Phys Rev B 97(16): 161403 (2018)

DOI Google Scholar

[14]

Cannara R J, Brukman M J, Cimatu K, Sumant A V, Baldelli S, Carpick R W. Nanoscale friction varied by isotopic shifting of surface vibrational frequencies. Science 318(5851): 780–783 (2007)

DOI Google Scholar

[15]

Dong Y, Li Q, Wu J, Martini A. Friction, slip and structural inhomogeneity of the buried interface. Modelling Simul Mater Sci Eng 19(6): 065003 (2011)

DOI Google Scholar

[16]

Zhu P Z, Li R. Study of nanoscale friction behaviors of graphene on gold substrates using molecular dynamics. Nanoscale Res Lett 13(1): 34 (2018)

DOI Google Scholar

[17]

Dong Y, Wu X, Martini A. Atomic roughness enhanced friction on hydrogenated graphene. Nanotechnology 24(37): 375701 (2013)

DOI Google Scholar

[18]

Pohlman R, Lehfeldt E. Influence of ultrasonic vibration on metallic friction. Ultrasonics 4(4): 178–185 (1966)

DOI Google Scholar

[19]

Lenkiewicz W. The sliding friction process—Effect of external vibrations. Wear 13(2): 99–108 (1969)

DOI Google Scholar

[20]

Choi K S, Graham M. Drag reduction of turbulent pipe flows by circular-wall oscillation. Phys Fluids 10(1): 7–9 (1998)

DOI Google Scholar

[21]

Gee R, Hanley C, Hussain R, Canuel L, Martínez J. Axial oscillation tools vs. lateral vibration tools for friction reduction—What’s the best way to shake the pipe? In: Proceedings of the SPE/IADC Drilling Conference and Exhibition, London, UK, 2015: SPE-173024-MS.

DOI

[22]

Popov M, Popov V L, Popov N V. Reduction of friction by normal oscillations. I. Influence of contact stiffness. Friction 5(1): 45–55 (2017)

DOI Google Scholar

[23]

Socoliuc A, Gnecco E, Maier S, Pfeiffer O, Baratoff A, Bennewitz R, Meyer E. Atomic-scale control of friction by actuation of nanometer-sized contacts. Science 313(5784): 207–210 (2006)

DOI Google Scholar

[24]

Gnecco E, Socoliuc A, Maier S, Gessler J, Glatzel T, Baratoff A, Meyer E. Dynamic superlubricity on insulating and conductive surfaces in ultra-high vacuum and ambient environment. Nanotechnology 20(2): 025501 (2009)

DOI Google Scholar

[25]

Roth R, Fajardo O Y, Mazo J J, Meyer E, Gnecco E. Lateral vibration effects in atomic-scale friction. Appl Phys Lett 104(8): 083103 (2014)

DOI Google Scholar

[26]

Lantz M A, Wiesmann D, Gotsmann B. Dynamic superlubricity and the elimination of wear on the nanoscale. Nat Nanotechnol 4(9): 586–591 (2009)

DOI Google Scholar

[27]

Pedraz P, Wannemacher R, Gnecco E. Controlled suppression of wear on the nanoscale by ultrasonic vibrations. ACS Nano 9(9): 8859–8868 (2015)

DOI Google Scholar

[28]

Shi S, Guo D, Luo J B. Micro/atomic-scale vibration induced superlubricity. Friction 9(5): 1163–1174 (2021)

DOI Google Scholar

[29]

Cao J W, Li Q Y. Vibration-induced nanoscale friction modulation on piezoelectric materials. Friction 10(10): 1650–1659 (2022)

DOI Google Scholar

[30]

Wang Z N, Duan Z Q, Dong Y, Zhang Y. Molecular dynamics simulation of lateral ultrasonic excitation in atomic-scale friction. Mater Res Express 7(1): 015089 (2020)

DOI Google Scholar

[31]

Cheng Y, Zhu P Z, Li R. The influence of vertical vibration on nanoscale friction: A molecular dynamics simulation study. Crystals 8(3): 129 (2018)

DOI Google Scholar

[32]

Tersoff J. Modeling solid-state chemistry: Interatomic potentials for multicomponent systems. Phys Rev B 39(8): 5566–5568 (1989)

DOI Google Scholar

[33]

Agrawal P M, Raff L M, Komanduri R. Monte Carlo simulations of void-nucleated melting of silicon via modification in the Tersoff potential parameters. Phys Rev B 72(12): 125206 (2005)

DOI Google Scholar

[34]

Plimpton S. Fast parallel algorithms for short-range molecular dynamics. J Comput Phys 117(1): 1–19 (1995)

DOI Google Scholar

About this article

Publication history

Acknowledgements

Rights and permissions

Publication history

Received: 04 December 2021

Revised: 20 February 2022

Accepted: 17 May 2022

Published: 19 November 2022

Issue date: July 2023

Copyright

Acknowledgements

This research is financially supported by the National Natural Science Foundation of China (Grant Nos. 52175175 and 51527901).

Rights and permissions

Open Access This article is licensed under a Creative Commons Attribution 4.0 International License, which permits use, sharing, adaptation, distribution and reproduction in any medium or format, as long as you give appropriate credit to the original author(s) and the source, provide a link to the Creative Commons licence, and indicate if changes were made.

The images or other third party material in this article are included in the article’s Creative Commons licence, unless indicated otherwise in a credit line to the material. If material is not included in the article’s Creative Commons licence and your intended use is not permitted by statutory regulation or exceeds the permitted use, you will need to obtain permission directly from the copyright holder.

To view a copy of this licence, visit http://creativecommons.org/licenses/by/4.0/.