2019
DOI: 10.1016/j.wear.2019.203109
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Impact of wheel profile evolution on wheel-rail dynamic interaction and surface initiated rolling contact fatigue in turnouts

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Cited by 23 publications
(5 citation statements)
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References 31 publications
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“…One is a two-layered co-running model considering the concrete slab and subgrade, as shown in Figure 2(c). The other is a coupled MBS-FE turnout model, which considers the flexibility of the variable cross-section rails in the turnout as well as the complex constraint conditions (close fitting force, jacking block, and external locking devices) 34 as shown in Figure 2(d). Figure 9 shows the LL measured using the VTI method when the train passes straight through the turnout in the facing direction.…”
Section: Inherent Structural Irregularities Of the Hsr Turnoutmentioning
confidence: 99%
“…One is a two-layered co-running model considering the concrete slab and subgrade, as shown in Figure 2(c). The other is a coupled MBS-FE turnout model, which considers the flexibility of the variable cross-section rails in the turnout as well as the complex constraint conditions (close fitting force, jacking block, and external locking devices) 34 as shown in Figure 2(d). Figure 9 shows the LL measured using the VTI method when the train passes straight through the turnout in the facing direction.…”
Section: Inherent Structural Irregularities Of the Hsr Turnoutmentioning
confidence: 99%
“…Smoothing algorithms during the stage where the wheel profile is updated add to this and the resulting total error can become quite large or even unacceptable. The advantage of this method, In the contact mechanics based method, there are two frequently used wear modelling approaches for describing the wear in the wheel-rail interface, the Archard model [6], [7], [8] and 𝑇𝛾-approach [7], [9]- [10]. According to Archard, wear is described according to equation ( 1 ), in which the wear volume V is considered as being directly proportional to the load P as well as to the sliding distance l, but inversely proportional to the surface hardness H. This correlation is achieved via a parameter k, also known as material dependent wear coefficient [11].…”
Section: State Of the Artmentioning
confidence: 99%
“…To further study the impact of debonding between layers in the turnout area on the dynamic characteristics of the vehicle-track coupled system, a turnout model that considers the deformation characteristics and vibration response of the vehicle and track structure must first be established. In References, 13,14 a rigid-flexible vehicle-turnout coupled dynamic model considering the flexible deformation of rails and wheelsets was established, in order to analyse the dynamic wheel-rail interaction in the wheel load transition zone, revealing the modal resonance properties of the axle box and wheelset in the turnout area. On that basis, Xu J M 15 refined the vehicle-turnout coupled model, establishing different sizes of wheel flat models and analysing the impact of a variety of factors, including flat size and phase, on the dynamic characteristics of the vehicle crossing.…”
Section: Introductionmentioning
confidence: 99%