2012
DOI: 10.3103/s1068366612060128
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Coherent tribodynamics

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Cited by 2 publications
(9 citation statements)
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“…The latter causes high dynamic friction at small angles α since the low frequency mode is above resonance with regard to condition of autowave resonance (1). When the parameter l m is relatively close to one of the characteristic quasistatic scales [14] (in this case, to the diameter of the contact area (for glass, d ≈ 40 μm in the quasistatic case)), the strongest autoresonance could be expected. At small angles α ~ 1°( υ ~ 0.3 m/s), modes with the frequency ~ 7 kHz turn out to be in the most favorable position for reso nance, such that the modes of the plate turn out to be substantially above resonance in the context of the velocity, which leads to their "tendency" for hamper ing motion.…”
Section: Spectral Analysis Of Acoustic Emission Generatedmentioning
confidence: 98%
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“…The latter causes high dynamic friction at small angles α since the low frequency mode is above resonance with regard to condition of autowave resonance (1). When the parameter l m is relatively close to one of the characteristic quasistatic scales [14] (in this case, to the diameter of the contact area (for glass, d ≈ 40 μm in the quasistatic case)), the strongest autoresonance could be expected. At small angles α ~ 1°( υ ~ 0.3 m/s), modes with the frequency ~ 7 kHz turn out to be in the most favorable position for reso nance, such that the modes of the plate turn out to be substantially above resonance in the context of the velocity, which leads to their "tendency" for hamper ing motion.…”
Section: Spectral Analysis Of Acoustic Emission Generatedmentioning
confidence: 98%
“…This makes it possible to precisely consider the auto wave resonance conditions in movable contacts as fol lows [13][14]:…”
Section: Structural Model Of Autowave Frictionmentioning
confidence: 99%
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