Blekhman II, Sorokin VS (2010) On the separation of fast and slow motions in mechanical systems
with high-frequency modulation of the dissipation coefficient. J Sound Vib 329:4936–4949
Blekhman II, Sorokin VS (2016) Effects produced by oscillations applied to nonlinear dynamic
systems: a general approach and examples. Nonlinear Dyn 83(4):2125–2141
Bogdanoff JL, Citron SJ (1965) Experiments with an inverted pendulum subject to random
parametric excitation. J Acoust Soc Am 38:447–452
Bogoliubov NN, Mitropolskii YA (1961) Asymptotic methods in the theory of nonlinear
oscillations. Gordon and Breach, New York
Bokaian A (1988) Natural frequencies of beams under compressive axial loads. J Sound Vib 126
(1):49–65
Bokaian A (1990) Natural frequencies of beams under tensile axial loads. J Sound Vib 142
(3):481–498
Bolotin VV (1963) Nonconservative problems of the theory of elastic stability. Pergamon Press,
Oxford
Bolotin VV (1964) The dynamic stability of elastic systems. Holden-Day, San Francisco
Brandt A (2011) Noise and vibration analysis: signal analysis and experimental procedures. Wiley,
Chichester, UK
Brillouin L (1946) Wave propagation in periodic structures. Dover Publications, USA
Broch JT (1984) Mechanical vibration and shock measurements. Brüel & Kjær Sound and
Vibration, Copenhagen
Brøns M, Thomsen JJ (2019) Experimental testing of Timoshenko predictions of supercritical
natural frequencies and mode shapes for free-free beams. J Sound Vib 459:114856(1–14)
Brøns M, Thomsen JJ, Sah SM, Tcherniak D, Fidlin A (2021) Estimating bolt tension from
vibrations: transient features, nonlinearity, and signal processing. Mech Syst Signal Process
150:107224(1–17)
Brumberg RM (1970) On the motion of a solid body along a vibrating tube without breaking away
from it. Izv. AN SSSR. Mekhanika Tverdogo Tela 5:46–51 (in Russian)
Bukhari M, Malla A, Kim H, Barry O, Zuoa L (2020) On a self-tuning sliding-mass
electromagnetic energy harvester. AIP Adv 10:095227
Bureau E, Schilder F, Elmegård M, Santos IF, Thomsen JJ, Starke J (2014) Experimental
bifurcation analysis of an impact oscillator—determining stability. J Sound Vib 333(21):5464–
5474
Bureau E, Schilder F, Santos IF, Thomsen JJ, Starke J (2013) Experimental bifurcation analysis of
an impact oscillator—tuning a non-invasive control scheme. J Sound Vib 332(22):5883–5897
Burton R (1968) Vibration and impact. Dover Publications, New York
Burton TD, Rahman Z (1986) On the multi-scale analysis of strongly non-linear forced oscillators.
Int J Non-linear Mech 21:135–146
Cabboi A, Putelat T, Woodhouse J (2016) The frequency response of dynamic friction: Enhanced
rate-and-state models. J Mech Phys Solids 92:210–236
Cabboi A, Segeren M, Hendrikse H, Metrikine A (2020) Vibration-assisted installation and
decommissioning of a slip-joint. Eng Struct 209:109949(1–16)
Callister WD (2003) Fundamentals of materials science and engineering—an interactive EÁtext.
http://ecal-admin.mme.tcd.ie/MSEInteractive/tb04.pdf
Carr J (1981) Applications of centre manifold theory. Springer, New York
Cartmell MP (1990) Introduction to linear, parametric and nonlinear vibrations. Chapman and
Hall, London
Cartmell MP, Lawson J (1994) Performance enhancement of an autoparametric vibration absorber.
J Sound Vib 177(2):173–195
Champneys AR, Fraser WB (2000) The ‘Indian rope trick’ for a parametrically excited flexible
rod: linearized analysis. Proc Roy Soc Lond A 456(1995):553–570
Chatterjee S, Chatterjee S, Singha TK (2005) On the generation of steady motion using
fast-vibration. J Sound Vib 283:1187–1204
References
501
with high-frequency modulation of the dissipation coefficient. J Sound Vib 329:4936–4949
Blekhman II, Sorokin VS (2016) Effects produced by oscillations applied to nonlinear dynamic
systems: a general approach and examples. Nonlinear Dyn 83(4):2125–2141
Bogdanoff JL, Citron SJ (1965) Experiments with an inverted pendulum subject to random
parametric excitation. J Acoust Soc Am 38:447–452
Bogoliubov NN, Mitropolskii YA (1961) Asymptotic methods in the theory of nonlinear
oscillations. Gordon and Breach, New York
Bokaian A (1988) Natural frequencies of beams under compressive axial loads. J Sound Vib 126
(1):49–65
Bokaian A (1990) Natural frequencies of beams under tensile axial loads. J Sound Vib 142
(3):481–498
Bolotin VV (1963) Nonconservative problems of the theory of elastic stability. Pergamon Press,
Oxford
Bolotin VV (1964) The dynamic stability of elastic systems. Holden-Day, San Francisco
Brandt A (2011) Noise and vibration analysis: signal analysis and experimental procedures. Wiley,
Chichester, UK
Brillouin L (1946) Wave propagation in periodic structures. Dover Publications, USA
Broch JT (1984) Mechanical vibration and shock measurements. Brüel & Kjær Sound and
Vibration, Copenhagen
Brøns M, Thomsen JJ (2019) Experimental testing of Timoshenko predictions of supercritical
natural frequencies and mode shapes for free-free beams. J Sound Vib 459:114856(1–14)
Brøns M, Thomsen JJ, Sah SM, Tcherniak D, Fidlin A (2021) Estimating bolt tension from
vibrations: transient features, nonlinearity, and signal processing. Mech Syst Signal Process
150:107224(1–17)
Brumberg RM (1970) On the motion of a solid body along a vibrating tube without breaking away
from it. Izv. AN SSSR. Mekhanika Tverdogo Tela 5:46–51 (in Russian)
Bukhari M, Malla A, Kim H, Barry O, Zuoa L (2020) On a self-tuning sliding-mass
electromagnetic energy harvester. AIP Adv 10:095227
Bureau E, Schilder F, Elmegård M, Santos IF, Thomsen JJ, Starke J (2014) Experimental
bifurcation analysis of an impact oscillator—determining stability. J Sound Vib 333(21):5464–
5474
Bureau E, Schilder F, Santos IF, Thomsen JJ, Starke J (2013) Experimental bifurcation analysis of
an impact oscillator—tuning a non-invasive control scheme. J Sound Vib 332(22):5883–5897
Burton R (1968) Vibration and impact. Dover Publications, New York
Burton TD, Rahman Z (1986) On the multi-scale analysis of strongly non-linear forced oscillators.
Int J Non-linear Mech 21:135–146
Cabboi A, Putelat T, Woodhouse J (2016) The frequency response of dynamic friction: Enhanced
rate-and-state models. J Mech Phys Solids 92:210–236
Cabboi A, Segeren M, Hendrikse H, Metrikine A (2020) Vibration-assisted installation and
decommissioning of a slip-joint. Eng Struct 209:109949(1–16)
Callister WD (2003) Fundamentals of materials science and engineering—an interactive EÁtext.
http://ecal-admin.mme.tcd.ie/MSEInteractive/tb04.pdf
Carr J (1981) Applications of centre manifold theory. Springer, New York
Cartmell MP (1990) Introduction to linear, parametric and nonlinear vibrations. Chapman and
Hall, London
Cartmell MP, Lawson J (1994) Performance enhancement of an autoparametric vibration absorber.
J Sound Vib 177(2):173–195
Champneys AR, Fraser WB (2000) The ‘Indian rope trick’ for a parametrically excited flexible
rod: linearized analysis. Proc Roy Soc Lond A 456(1995):553–570
Chatterjee S, Chatterjee S, Singha TK (2005) On the generation of steady motion using
fast-vibration. J Sound Vib 283:1187–1204
References
501