2015
DOI: 10.1016/j.jsv.2015.04.003
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Bifurcations and hysteresis of varying compliance vibrations in the primary parametric resonance for a ball bearing

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Cited by 77 publications
(40 citation statements)
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“…The frequency components in Figure 8a also contain the integer multiples of rotating frequency when the eccentricity exists, which means that the eccentricity can produce large dynamic responses and excite high integer multiples of rotating frequency. It is commonly accepted that the varying compliance (VC) vibration from a ball bearing is an inevitable source of excitation to the rotor bearing system [33], and the VC frequency (f vc ) can be calculated by BN × Ω, where BN = R i × N b /(R i + R o ) [34]. The value of BN depends on the dimensions of the bearing and is 3.47 in this study.…”
Section: Effects Of Static Displacement Eccentricitymentioning
confidence: 91%
“…The frequency components in Figure 8a also contain the integer multiples of rotating frequency when the eccentricity exists, which means that the eccentricity can produce large dynamic responses and excite high integer multiples of rotating frequency. It is commonly accepted that the varying compliance (VC) vibration from a ball bearing is an inevitable source of excitation to the rotor bearing system [33], and the VC frequency (f vc ) can be calculated by BN × Ω, where BN = R i × N b /(R i + R o ) [34]. The value of BN depends on the dimensions of the bearing and is 3.47 in this study.…”
Section: Effects Of Static Displacement Eccentricitymentioning
confidence: 91%
“…This is a parametrically excited vibration, and the period is the corresponding time when the cage rotates through a ball spacing [16]. The main reason of VC vibration is that the stiffness bearing has time-varying characteristics [17][18][19]. Based on finiteness of the experiment, this paper studies the mechanism of VC vibration and the corresponding relationship between VC vibration and various influencing factors through simulation analysis, and verified the validity of the conclusions [20].…”
Section: Introductionmentioning
confidence: 71%
“…However, in many cases, this approach is inadequate, because it does not give enough information about the behavior of the bearing in operation. Namely, a set of rolling elements constantly changes its position during operation of the bearing, which causes a temporal change of the internal load distribution, as well as the temporal change of the intensity of contact stress and deformation and the stiffness of the bearing [31,32]. Therefore, the research presented in [24][25][26][27][28] proposed the introduction of another one boundary position, shown in Figure 2b.…”
Section: Load Factor Of the Most Loaded Rolling Element Of Bearingmentioning
confidence: 99%