1988
DOI: 10.1115/1.3152667
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Modeling and Experimental Evaluation of Asymmetric Pantograph Dynamics

Abstract: High-performance pantograph design requires control of pantograph dynamic performance. Many pantograph dynamic models developed to aid in the design process have employed two degrees of freedom, one for the head mass and one for the frame. In this paper, the applicability of these models to symmetric and asymmetric pantograph designs is reviewed. Two degree-of-freedom models have been shown to be appropriate to represent a number of symmetric pantograph designs. To represent the asymmetric designs considered i… Show more

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Cited by 34 publications
(16 citation statements)
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“…2. The head mass is represented by the upper mass, W h , while lower mass, W f , represents the inertia of frame linkages [20]. The shoe spring constant, K s , describes the flexure of the contacting carbons and their supporting structures.…”
Section: A Modeling Of Pantographmentioning
confidence: 99%
“…2. The head mass is represented by the upper mass, W h , while lower mass, W f , represents the inertia of frame linkages [20]. The shoe spring constant, K s , describes the flexure of the contacting carbons and their supporting structures.…”
Section: A Modeling Of Pantographmentioning
confidence: 99%
“…The first model considers the bending stiffness and tensile stiffness of both the contact wire and support wire, as well as the elastic of the dropper. This model studies the displacements of the contact wire and support wire with Fourier decomposition, and takes the coefficients as generalized variables, using the Lagrange method to establish the motion differential equation [31][32][33]. The second model considers the contact wire and support wire as the beam, and deduce the partial differential equation of motion directly [34,35].…”
Section: Vast System Dynamics For High-speed Trainmentioning
confidence: 99%
“…The model of the pantograph is replaced with an elastic frame. Usually it is modeled by an equivalent multiple rigid bodies system [1,2] . The pantograph system couples with the cantenary system by means of the normal pressure between them.…”
Section: Engineering Of Communications and Transportationmentioning
confidence: 99%