2021
DOI: 10.1016/j.apacoust.2020.107540
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Brake squeal of a high-speed train for different friction block configurations

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Cited by 31 publications
(10 citation statements)
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“…is means that when the gearbox is mounted in the middle symmetrical position, the generation of the polygonal wear of the power wheel can effectively suppress. It is worth noting that, comparing the results of existing research [20], we get different results. Due to the differences in the materials and structure of the wheelsets between high-speed train and metro train, there are also great differences in their unstable vibration performance.…”
Section: Analysis Of Saturated Creep Force Between Wheel and Railmentioning
confidence: 83%
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“…is means that when the gearbox is mounted in the middle symmetrical position, the generation of the polygonal wear of the power wheel can effectively suppress. It is worth noting that, comparing the results of existing research [20], we get different results. Due to the differences in the materials and structure of the wheelsets between high-speed train and metro train, there are also great differences in their unstable vibration performance.…”
Section: Analysis Of Saturated Creep Force Between Wheel and Railmentioning
confidence: 83%
“…It needs to be mentioned that it is generally accepted in the brake squeal research community that the smaller the effective damping ratio is, the more likely the corresponding unstable vibration occurs. However, some researches also showed that not only the squeal corresponding to the smallest absolute value of the effective damping ratio can occur, but sometimes the squeal corresponding to a larger negative effective damping ratio can also occur [19,20]. e steps of the complex eigenvalue analysis method in finite element software ABAQUS are given below:…”
Section: Frictional Self-excited Vibration Analysis Methodmentioning
confidence: 99%
“…It is common to model the vibratory system using the finite element approach by discretizing the continuum into several discrete finite elements. This discretized model and subsequent numerical approach to find the set of complex eigenvalues with their real and imaginary parts help identify the rate of growth and unstable frequencies of the system. , In the current study, CEA is performed to predict the possible unstable eigenfrequencies of the brake pad–disc assembly between 0 and 16 kHz for the forward cycle (speed, 20 kmph; pressure, 10 bar condition) for the brake squeal prophecy of the developed pads.…”
Section: Resultsmentioning
confidence: 99%
“…In addition, as shown in Figure 1(c), there is a frequency peak of about 1188 Hz within the frequency range of 0-1200 Hz. This frequency is the twice-order harmonic response 26 of the excitation frequency of the 24th-order wheel polygonal wear.…”
Section: Finite Element Modelling Of the Polygon-shaped Wheelmentioning
confidence: 99%
“…In addition, as shown in Figure 1(c), there is a frequency peak of about 1188 Hz within the frequency range of 0–1200 Hz. This frequency is the twice-order harmonic response 26 of the excitation frequency of the 24th-order wheel polygonal wear.
Figure 1.Field measurement: (a) the typical polygon-shaped wheel tread of high-speed trains, 18 (b) the vertical vibration acceleration of the axle box of the measured trailer vehicle and (c) PSD analysis of the vertical vibration acceleration of the axle box.
…”
Section: Numerical Modellingmentioning
confidence: 99%