2004
DOI: 10.2219/rtriqr.45.68
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Effect of Reduced Reflective Wave Propagation on Overhead Contact Lines in Overlap Section

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Cited by 8 publications
(5 citation statements)
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“…Different observation points will give different wave shapes, even when all the other parameters are kept constant. From Hayasaka 15 we can establish that a section overlap is one of the points where the pantograph gives the hardest hit to the contact wire. Since this point is known, it is possible then to choose an observation point at a set distance from it in order to define how the wave should be when the tension is the nominal value.…”
Section: Sensor Placementmentioning
confidence: 99%
See 1 more Smart Citation
“…Different observation points will give different wave shapes, even when all the other parameters are kept constant. From Hayasaka 15 we can establish that a section overlap is one of the points where the pantograph gives the hardest hit to the contact wire. Since this point is known, it is possible then to choose an observation point at a set distance from it in order to define how the wave should be when the tension is the nominal value.…”
Section: Sensor Placementmentioning
confidence: 99%
“…Due to the importance within the catenary dynamics studies, the wave propagation phenomenon has recently attracted much interest. In the literature, examples can be found on the link between wave motion and contact force 14 , on applications for the wave-induced motion reduction 15 and on wave speed evaluation, either with time/frequency analysis of numerical models 16 or from the wire displacement obtained with non-contact measurements on a full-scale laboratory setup 17 . A more recent study 18 evaluated the effects of wave propagation on the vertical velocity of the wire, and a new distributed parameter model 19 and FEM model 20 able to correctly represent the wave propagation has been introduced.…”
Section: Introductionmentioning
confidence: 99%
“…The wave characteristics of the vibration wave of catenary based on the beam model was studied for the first time in [19], and the wave propagation law of vibration wave on the Euler beam was explained in detail. Hayasaka [20] analyzed the incident and reflection processes of vibration wave of contact wire at the joint of the catenary anchor segment based on the principle of row wave mechanics, and proposed that a damper should be installed at the joint of the anchor segment to reduce the wave amplitude of the fluctuation of contact wire, so as to improve the current collection quality between pantograph and catenary. Cho et al [21] adopted a finite element method to verify that the fluctuation velocity of high-frequency vibration was larger than that of low-frequency vibration in catenary, and proposed a nonlinear suspender model.…”
Section: Figure 1 Schematic Of Pantograph-catenary Sliding Electric mentioning
confidence: 99%
“…In general, the damping coefficient C of contact wire or messenger wire is very small, which can be ignored [10], [20]. In other words, when ζ= 0, the theoretical formula of FVC is…”
Section: Fvc Under the Euler Beam Modelmentioning
confidence: 99%
“…When more than one pantograph is collecting current, Manabe and Fujii 19 found that the catenary internal resonance will arise under certain conditions. By presuming the formulas of propagation waves in the transition section between two catenary spans, Hayasaka 20 derived the constraint conditions of the damper parameters to achieve a desired nonreflective boundary. From the literature mentioned above, it can be noted that the researches of catenary wave propagation were either based on the simple beam model or based on a prior assumption of the wave motion, and the studies of wave propagation upon a real catenary are quite rare.…”
Section: Introductionmentioning
confidence: 99%