The Phonon Origin of Friction: A New Paradigm

Engineering ›› :202602024 DOI: 10.1016/j.eng.2026.02.024

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Yi Tao, Yunfei Chen. The Phonon Origin of Friction: A New Paradigm. Engineering 202602024 DOI:10.1016/j.eng.2026.02.024

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[1]	Kim SH, Asay DB, Dugger MT. Nanotribology and MEMS. Nano Today 2007; 2(5):22-9.

[2]	Chan D, Stachowiak GW. Review of automotive brake friction materials. Proc Inst Mech Eng Pt D 2004; 218(9):953-66.

[3]	Scuderi MM, Collettini C, Marone C. Frictional stability and earthquake triggering during fluid pressure stimulation of an experimental fault. Earth Planet Sci Lett 2017; 477:84-96.

[4]	Hutchings IM. Leonardo da Vinci׳s studies of friction. Wear 2016;360-361:51-66.

[5]	Popova E, Popov VL. The research works of Coulomb and Amontons and generalized laws of friction. Friction 2015; 3(2):183-90.

[6]	Prandtl L. A conceptual model to the kinetic theory of solid bodies. Z Angew Math Mech 1928; 8:85.

[7]	Tomlinson GA. CVI. A molecular theory of friction. Lond Edinb Dublin Philos Mag J Sci 1929; 7(46):905-39.

[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 2004; 92(13):134301.

[9]	Sacco JE, Sokoloff JB, Widom A. Dynamical friction in sliding condensed-matter systems. Phys Rev B 1979; 20(12):5071-83.

[10]	Sokoloff JB. Theory of dynamical friction between idealized sliding surfaces. Surf Sci 1984; 144(1):267-72.

[11]	Sokoloff JB. Theory of energy dissipation in sliding crystal surfaces. Phys Rev B 1990; 42(1):760-5.

[12]	Sokoloff JB. Theory of atomic level sliding friction between ideal crystal interfaces. J Appl Phys 1992; 72(4):1262-70.

[13]	Kajita S, Washizu H, Ohmori T. Deep bulk atoms in a solid cause friction. Europhys Lett 2009; 87(6):66002.

[14]	Kajita S, Washizu H, Ohmori T. Approach of semi-infinite dynamic lattice Green’s function and energy dissipation due to phonons in solid friction between commensurate surfaces. Phys Rev B 2010; 82(11):115424.

[15]	Kajita S, Washizu H, Ohmori T. Simulation of solid-friction dependence on number of surface atoms and theoretical approach for infinite number of atoms. Phys Rev B 2012; 86(7):075453.

[16]	Kajita S, Washizu H, Ohmori T, Exact solution and simulation method for energy dissipation via lattice vibration at a friction interface. R&D Rev Toyota CRDL 2014; 45:43-50.

[17]	Cieplak M, Smith ED, Robbins MO. Molecular origins of friction: the force on adsorbed layers. Science 1994; 265(5176):1209-12.

[18]	Hu Y, Ma T, Wang H. Energy dissipation in atomic-scale friction. Friction 2013; 1(1):24-40.

[19]	Duan Z, Wei Z, Huang S, Wang Y, Sun C, Tao Y, et al. Resonance in atomic-scale sliding friction. Nano Lett 2021; 21(11):4615-21.

[20]	Popov VL, Gray JAT. Prandtl-Tomlinson model: history and applications in friction, plasticity, and nanotechnologies. Z Angew Math Mech 2012; 92(9):683-708.

[21]	Huang S, Wei Z, Duan Z, Sun C, Wang Y, Tao Y, et al. Reexamination of damping in sliding friction. Phys Rev Lett 2024; 132(5):056203.

[22]	Sun C, Huang S, Tao Y, Duan Z, Han Q, Chen K, et al. Phononic insights into sliding friction. Friction 2025; 13(7):9441043.

[23]	Frenkel J, Kontorova T. On the theory of plastic deformation and twinning. Izv Akad Nauk Ser Fiz 1939; 1:137.

[24]	Tao Y, Wei Z, Dong Y, Duan Z, Kan Y, Zhang Y, et al. Phononic dynamics in sliding friction. Phys Rev B 2023; 108(21):214313.

[25]	Tao Y, Dong Y, Kan Y, Wei Z, Zhang Y, Liu C, et al. Phononic Doppler effect in sliding friction. Phys Rev B 2024; 109(20):205410.

[26]	Zhang J, Zhang K, Grenfell R, Deakin R. Short Note: On the Relativistic Doppler Effect for Precise Velocity Determination using GPS. J Geod 2006; 80(2):104-10.

[27]	Franklin DL, Schlegel W, Rushmer RF. Blood flow measured by Doppler frequency shift of back-scattered ultrasound. Science 1961; 134(3478):564-5.

[28]	Guo F, Yang Y, Ma F, Zhu Y, Liu H, Zhang X. Instantaneous velocity determination and positioning using Doppler shift from a LEO constellation. Satell Navig 2023; 4(1):9.

[29]	Tao Y, Sun C, Huang S, Dong Y, Kan Y, Wei Z, et al. Phononic perspective of anisotropic friction: Universal laws from the frictional phonon spectrum. Phys Rev E 2025; 111(5-2):055506.