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The paper presents some aspects concerning the interaction between current collector and overhead equipment. A model of the system has been introduced that consists of a discrete subsystem modelling the pantograph and a continuous subsystem modelling the contact wire. The dynamic interaction between a discrete oscillator of two degrees of freedom and a continuous string has been studied. At the contact point of the pantograph and the wire a varying component of force appears. It is the source of waves that propagate along the contact wire. The equations were solved using the method of Laplace transforms. General results are illustrated by numerical examples in which the effect of wave propagation is visible.
Słowa kluczowe
Czasopismo
Rocznik
Tom
Strony
91--105
Opis fizyczny
Bibliogr. 14 poz.
Twórcy
autor
- Institute of Mathematics, Cracow University of Technology
autor
- Institute of Applied Mechanics, Cracow University of Technology
Bibliografia
- 1. Bogacz, R., Szolc, T., 1993, Analysis of dynamic interaction between the continuous string and moving oscillator, Eng. Trans, 41, 3-4, 361-380.
- 2. Fröhling R., Ruplal M., 1999, Dynamic interaction between pantograph and overhead track equipment for heavy haul operations, Vehicle System Dynamics Suppl., 33, 478-489.
- 3. Frýba, L., 1997, Vibration of Solid and Structure Under Moving Loads, Groningen: Noordhoff International Publishing.
- 4. Kumaniecka, A., Grzyb, A., 2000, On dynamics of catenary pantograph modelled as discrete continuous system, Machine Dynamics Problems, 24, 1, 105-119.
- 5. Kumaniecka, A., Nizioł J., 2000, Dynamical phenomena in catenary pantograph system, Scientific Issue of ATR Bydgoszcz, Mechanics, 228, 47, 15-26.
- 6. Kumaniecka, A., Prącik M., 2003, Modelling and identification of catenary-pantograph system, Journal of Theoretical and Applied Mechanics, 41, 4, 887-901.
- 7. Link, M., Nowak, B., 1987, Zur dynamischen Analyse des Systems Stromabnehmer und Fahrleitung, VDI Berichte, No. 635.
- 8. Manabe, K., 1994, Periodical dynamic stabilities of a catenary-pantograph system, Quarterly Report of RTRI, 35, 112-117.
- 9. Meisinger, R., 1993, Dynamic analysis of active and passive ICE pantograph, Proc, of the 5th Symposium on Dynamic Problems of Mechanics ,,Diname’93”, Santo Amaro de Imperatiz, Santa Catarina, Brasilia, 256-258.
- 10. Poetsch, G., Evans, J., Meisinger, R., Kortum, W., Baldauf, W., Veitl, A., Wallaschek, J., 1997, Pantograph/ Catenary Dynamics and Control, Vehicle System Dynamics, 28, 159-195.
- 11. Snamina, J., 2001, Damping of generated waves in overhead transmission lines, Scientific Issue of Cracow University of Technology, Mechanics, 83, 253-260.
- 12. Snamina, J., 2003, Mechanical wave phenomena in overhead transmission lines, Scientific Issue of Cracow University of Technology, Mechanics, 287.
- 13. Tayler, A.B., 1986, Mathematical Models in Applied Mechanics, Clarendon Press, Oxford.
- 14. Wu, T. X., Brennan, M.J., 1997, Analytical study of pantograph-catenary system dynamics, ISVR Technical Memorandum, No. 819.
Typ dokumentu
Bibliografia
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bwmeta1.element.baztech-article-BWA0-0002-0085