2019
DOI: 10.1007/s11071-019-04766-4
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Effect of the nonlinear displacement-dependent characteristics of a hydraulic damper on high-speed rail pantograph dynamics

Abstract: A new simplified-parametric model is proposed to describe the nonlinear displacementdependent damping characteristics of a railway pantograph hydraulic damper and validated by the experimental results in this study. Then, a full mathematical model of the pantograph-catenary system, which incorporates the new pantograph damper model, is established to simulate the effect of the damping characteristics on the pantograph dynamics. The simulation results show that large Fconst and C0 in the pantograph damper model… Show more

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Cited by 15 publications
(15 citation statements)
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“…In order to study the influence of low-temperature damping characteristics of the damper on the pantograph dynamics, a simplified-parametric damper model proposed and experimentally validated in Wang et al. 16 is adapted for the theoretical presentation of the above experimental results, and the nonlinear model is determined as where F d is the output damping force by the hydraulic damper, C 0 is the initial damping coefficient of the damper during extension, x ( t ) is the instantaneous displacement of the damper, s a is the displacement amplitude of the damper, s 1 is the distance from the first orifice in the rod to the point (0, s a /2), A f is the cross-section area of orifice in the rod for fluid exiting, A n is the changeable cross-section area of orifice in the rod for fluid entering, k 11 is a constant, and F const is the damping force of the damper during compression.…”
Section: Low-temperature Characteristics Of a Pantograph Dampermentioning
confidence: 99%
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“…In order to study the influence of low-temperature damping characteristics of the damper on the pantograph dynamics, a simplified-parametric damper model proposed and experimentally validated in Wang et al. 16 is adapted for the theoretical presentation of the above experimental results, and the nonlinear model is determined as where F d is the output damping force by the hydraulic damper, C 0 is the initial damping coefficient of the damper during extension, x ( t ) is the instantaneous displacement of the damper, s a is the displacement amplitude of the damper, s 1 is the distance from the first orifice in the rod to the point (0, s a /2), A f is the cross-section area of orifice in the rod for fluid exiting, A n is the changeable cross-section area of orifice in the rod for fluid entering, k 11 is a constant, and F const is the damping force of the damper during compression.…”
Section: Low-temperature Characteristics Of a Pantograph Dampermentioning
confidence: 99%
“…Equation (7) describes the fluctuating stiffness of the catenary in terms of the pantograph moving speed and time; it is a law fitted 21 from the finite element model of the common Chinese catenary, and pertinent parameter specifications can be found in Wang et al. 16 and Guo. 21…”
Section: Prediction Of the Effect Of Low-temperature Damper Performanmentioning
confidence: 99%
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