New Trends in Structural Engineering 2018
DOI: 10.5772/intechopen.79738
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Vertical Natural Vibration Modes of Ballasted Railway Track

Abstract: Impact loads from running trains induce natural vibration within the ballast layer, which causes ballast deterioration over time. This study measured the natural vibration characteristics of the ballast layer using field measurements, full-scale impact loading experiments and large-scale finite element analysis. Experimental test results indicate that the vibration components in the high-frequency range are dominant in ballast responses under loading and that ballast motions during unloading are mainly induced… Show more

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Cited by 7 publications
(4 citation statements)
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“…We also confirmed other peaks around 200 Hz, 400 Hz and 800 Hz, which are related with the first, second and third vertical bending modes, respectively, obtained from natural frequency (modal) analysis of the Type-3 PC sleeper [ 33 ]. We also confirmed other peaks at around 200 Hz, 400 Hz and 800 Hz, which are related to the first, second and third vertical bending modes, respectively, obtained from the modal analysis; however, a peak is not observed at around 320 Hz in the modal analysis because the sleeper motion is assumed to be a resonance mode with elastic vibration due to the stretching motion of the ballast layer, which exists at around 320 Hz [ 40 ]. Therefore, we first reproduced the sleeper vibration induced by the elastic vibration of the ballast layer by coupled simulation of the sleeper and ballast particles.…”
Section: Ballasted Track Simulationsupporting
confidence: 81%
“…We also confirmed other peaks around 200 Hz, 400 Hz and 800 Hz, which are related with the first, second and third vertical bending modes, respectively, obtained from natural frequency (modal) analysis of the Type-3 PC sleeper [ 33 ]. We also confirmed other peaks at around 200 Hz, 400 Hz and 800 Hz, which are related to the first, second and third vertical bending modes, respectively, obtained from the modal analysis; however, a peak is not observed at around 320 Hz in the modal analysis because the sleeper motion is assumed to be a resonance mode with elastic vibration due to the stretching motion of the ballast layer, which exists at around 320 Hz [ 40 ]. Therefore, we first reproduced the sleeper vibration induced by the elastic vibration of the ballast layer by coupled simulation of the sleeper and ballast particles.…”
Section: Ballasted Track Simulationsupporting
confidence: 81%
“…According to the study by Aikawa [26], based on the coupled vehicle-track dynamic system, the frequency of the first-order rigid vibration mode of the sleeper is as follows:…”
Section: Analysis Of the Sleeper Vibration In Frequency Domainmentioning
confidence: 99%
“…These properties depend on Egyptian soil classifications [29] and the engineering properties of materials [30]. The damping factor of the substructure is adopted depending on the general values of a concrete structure [31]. The ballast is a discrete material that is best modeled using the discrete element method (DEM).…”
Section: Materials Featuresmentioning
confidence: 99%