In this investigation, the pantograph/catenary contact is examined using two different formulations. The first is an elastic contact formulation that allows for the catenary/panhead separation and for the analysis of the effect of the aerodynamic forces, while the second approach is based on a constraint formulation that does not allow for such a separation by eliminating the freedom of relative translation in two directions at the catenary/panhead contact point. In this study, the catenary system, including the contact and messenger wires, is modeled using the nonlinear finite element (FE) absolute nodal coordinate formulation (ANCF) and flexible multibody system (MBS) algorithms. The generalized aerodynamic forces associated with the ANCF position and gradient coordinates and the pantograph reference coordinates are formulated. The new elastic contact formulation used in this investigation is derived from the constraint-based sliding joint formulation previously proposed by the authors. By using a unilateral penalty force approach, separation of the catenary and panhead is permitted, thereby allowing for better evaluating the response of the pantograph/catenary system to wind loading. In this elastic contact approach, the panhead is assumed to have six degrees-of-freedom with respect to the catenary. The coordinate system at the pantograph/catenary contact point is chosen such that the contact model developed in this study can be used with both the fully parameterized and gradient deficient ANCF elements. In order to develop a more realistic model, the MBS pantograph model is mounted on a detailed three-dimensional MBS rail-vehicle model. The wheel/rail contact is modeled using a nonlinear three-dimensional elastic contact formulation that accounts for the creep forces and spin moment. In order to examine the effect of the external aerodynamic forces on the pantograph/catenary interaction, two scenarios are considered in this investigation. In the first scenario, the crosswind loading is applied on the pantograph components only, while in the second scenario, the aerodynamic forces are applied on the pantograph components and also on the flexible catenary. For the configuration considered in this investigation, it was found that the crosswind assists the uplift force exerted on the pantograph mechanism, increasing the mean contact force value. Numerical results are presented in order to compare between the cases with and without the wind forces.
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February 2017
Research-Article
Pantograph/Catenary Contact Formulations
Shubhankar Kulkarni,
Shubhankar Kulkarni
Department of Mechanical and
Industrial Engineering,
University of Illinois at Chicago,
Chicago, IL 60607
Industrial Engineering,
University of Illinois at Chicago,
Chicago, IL 60607
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Carmine M. Pappalardo,
Carmine M. Pappalardo
Department of Industrial Engineering,
University of Salerno,
Fisciano, Salerno 84084, Italy
University of Salerno,
Fisciano, Salerno 84084, Italy
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Ahmed A. Shabana
Ahmed A. Shabana
Department of Mechanical and
Industrial Engineering,
University of Illinois at Chicago,
Chicago, IL 60607
Industrial Engineering,
University of Illinois at Chicago,
Chicago, IL 60607
Search for other works by this author on:
Shubhankar Kulkarni
Department of Mechanical and
Industrial Engineering,
University of Illinois at Chicago,
Chicago, IL 60607
Industrial Engineering,
University of Illinois at Chicago,
Chicago, IL 60607
Carmine M. Pappalardo
Department of Industrial Engineering,
University of Salerno,
Fisciano, Salerno 84084, Italy
University of Salerno,
Fisciano, Salerno 84084, Italy
Ahmed A. Shabana
Department of Mechanical and
Industrial Engineering,
University of Illinois at Chicago,
Chicago, IL 60607
Industrial Engineering,
University of Illinois at Chicago,
Chicago, IL 60607
1Corresponding author.
Contributed by the Technical Committee on Vibration and Sound of ASME for publication in the JOURNAL OF VIBRATION AND ACOUSTICS. Manuscript received April 4, 2016; final manuscript received September 26, 2016; published online November 21, 2016. Assoc. Editor: Marco Amabili.
J. Vib. Acoust. Feb 2017, 139(1): 011010 (12 pages)
Published Online: November 21, 2016
Article history
Received:
April 4, 2016
Revised:
September 26, 2016
Citation
Kulkarni, S., Pappalardo, C. M., and Shabana, A. A. (November 21, 2016). "Pantograph/Catenary Contact Formulations." ASME. J. Vib. Acoust. February 2017; 139(1): 011010. https://doi.org/10.1115/1.4035132
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