Berger E. Friction modeling for dynamic system simulation. Appl Mech Rev 55: 25–32 (2002)
Kinkaid N M, O”Reilly O M, Papadopoulos P. Automotive disc brake squeal. J Sound Vib 267: 105–166 (2003)
Akay A. Acoustics of friction. J Acoust Soc Am 111: 1525–1548 (2002)
Rubino V, Rosakis A J, Lapusta N. Understanding dynamic friction through spontaneously evolving laboratory earthquakes. Nat Commun 8: 15991 (2017)
Ding C, Zhu H, Sun G D, Zhou Y K, Zuo X. Chaotic characteristics and attractor evolution of friction noise during friction process. Friction 6(1): 47–61 (2018)
Popp K, Stelter P. Stick-slip vibrations and chaos. Philosophical Transactions of the Royal Society of London Series A 332: 89–105 (1990)
Kendrick J E, Lavallée Y, Hirose T, Di Toro G, Hornby A J, De Angelis S, Dingwell D B. Volcanic drumbeat seismicity caused by stick-slip motion and magmatic frictional melting. Nat Geosci 7: 438–442 (2014)
Papangelo A, Hoffmann N, Grolet A, Stender M, Ciavarella M. Multiple spatially localized dynamical states in friction-excited oscillator chains. J Sound Vib 417: 56–64 (2018)
Nicolas L A, Woodhouse J. Frequency measurement of musical instrument strings using piezoelectric transducers. Vibration 1: 3–19 (2018)
Woodhouse J, Lynch-Aird N. Choosing strings for plucked musical instruments. Acta Acust united Ac 105: 516–529 (2019)
Kruse S, Tiedemann M, Zeumer B, Reuss P, Hetzler H, Hoffmann N. The influence of joints on friction induced vibration in brake squeal. J Sound Vib 340: 239–252 (2015)
Wang X F, Mo J L, Ouyang H J, Xiang Z Y, Chen W, Zhou Z R. Simultaneous energy harvesting and tribological property improvement. Friction 9(5):1275–1291 (2021)
Merrell R C, Doarn C R. Cicadas: Signal-to-noise ratios and other thoughts. Telemed E-Health 18: 403–403 (2012)
Avramov K V. Chaotic frictional vibrations excited by a quasiperiodic load. Int Appl Mech 42: 1071–1076 (2006)
Massi F, Berthier Y, Baillet L. Contact surface topography and system dynamics of brake squeal. Wear 265: 1784–1792 (2008)
Dong X, Dykman M I, Chan H B. Strong negative nonlinear friction from induced two-phonon processes in vibrational systems. Nat Commun 9: 3241 (2018)
Eriksson M, Bergman F, Jacobson S. Surface characterisation of brake pads after running under silent and squealing conditions. Wear 232: 163–167 (1999)
Coudeyras N, Sinou J J, Nacivet S. A new treatment for predicting the self-excited vibrations of nonlinear systems with frictional interfaces: The constrained harmonic balance method, with application to disc brake squeal. J Sound Vib 319: 1175–1199 (2009)
Zhao X, Grbner N, Wagner U V. Avoiding creep groan: Investigation on active suppression of stick-slip limit cycle vibrations in an automotive disk brake via piezoceramic actuators. J Sound Vib 441: 174–186 (2018)
Wang X C, Mo J L, Ouyang H J, Wang D W, Chen G X, Zhu M H, Zhou Z R. Squeal noise of friction material with groove-textured surface: An experimental and numerical analysis. J Tribol 138(2): 021401 (2016)
Neis P D, Ferreira N F, Poletto J C, Matozo L T, Masotti D. Quantification of brake creep groan in vehicle tests and its relation with stick-slip obtained in laboratory tests. J Sound Vib 369: 63–76 (2016)
Hassan M Z, Brooks P C, Barton D C. The evaluation of disc brake squeal propensity through a fully coupled transient thermomechanical model. P I MECH ENG D-J AUT 227: 361–375 (2013)
Abu Bakar A R, Ouyang H, James S, Li L. Finite element analysis of wear and its effect on squeal generation. P I MECH ENG D-J AUT 222: 1153–1165 (2008)
Mottershead J E. Vibration and friction-induced instability in disks. The Shock and Vibration Digest 30: 14–31 (1998)
Hoffmann N, Fischer M, Allgaier R, Gaul L. A minimal model for studying properties of the mode-coupling type instability in friction induced oscillations. Mech Res Commun 29: 197–205 (2002)
Rhee S K, Tsang P H S, Wang Y S. Friction-induced noise and vibration of disc brakes. Wear 133: 39–45 (1989)
Spurr R T. A theory of brake squeal. P I MECH ENG D-J AUT 1961: 33–52 (1961)
Ouyang H, Mottershead J E. Dynamic instability of an elastic disk under the action of a rotating friction couple. J Appl Mech 71: 753–758 (2004)
Zhang Z, Oberst S, Lai J C S. A non-linear friction work formulation for the analysis of self-excited vibrations. J Sound Vib 443: 328–340 (2018)
Tonazzi D, Massi F, Culla A, Baillet L, Fregolent A, Berthier Y. Instability scenarios between elastic media under frictional contact. Mech Syst Signal P 40: 754–766 (2013)
Paliwal M, Mahajan A, Don J, Chu T, Filip P. Noise and vibration analysis of a disc brake system using a stick slip friction model involving coupling stiffness. J Sound Vib 282: 1273–1284 (2005)
Kang J, Krousgrill C M. The onset of friction-induced vibration and spragging. J Sound Vib 329: 3537–3549 (2010)
Chen G X, Zhou Z R, Ouyang H, Jin X S, Zhu M H, Liu Q Y. A finite element study on rail corrugation based on saturated creep force-induced self-excited vibration of a wheelset-track system. J Sound Vib 329: 4643–4655 (2010)
Wu B, Qiao Q, Chen G, Lv J, Zhu Q, Zhao X, Ouyang H. Effect of the unstable vibration of the disc brake system of high-speed trains on wheel polygonalization. P I Mech Eng F-J Rai 234: 80–95 (2019)
Bajer A, Belsky V, Li J Z. Combining a nonlinear static analysis and complex eigenvalue extraction in brake squeal simulation. SAE International 2003-01-3349 (2003)
Ouyang H, Nack W, Yuan Y, Chen F. Numerical analysis of automotive disc brake squeal: A review. International Journal of Vehicle Noise & Vibration 1: 207–230 (2005)
Chen F. Automotive disk brake squeal: An overview. Int J Vehicle Des 51: 39–72 (2009)
Li Z, Ouyang H, Guan Z. Friction-induced vibration of an elastic disc and a moving slider with separation and reattachment. Nonlinear Dyn 87: 1045–1067 (2017)
Nobari A, Ouyang H, Bannister P. Uncertainty quantification of squeal instability via surrogate modelling. Mech Syst Signal Process 60–61:887–908 (2015)
Ouyang H, Mottershead J E. Dynamic instability of an elastic disk under the action of a rotating friction couple. J Appl Mech 71: 753–758 (2005)
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