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Heavy Train Starting Model

Abstract

The starting mode for a ground vehicle is the most difficult since the static friction force is much greater than the dynamic friction force. For trains, this mode is such a serious problem that sometimes it is necessary to take special measures, such as the use of sand in the contact area of the wheel tire with the rail or an auxiliary locomotive. An effective way of starting a train is to select coupling clearances. In this case, cars are set in motion sequentially and the inert mass, as well as the static friction force at the immediate moment of starting are minimal.

This method, however, has two significant drawbacks: a small set value of clearances in couplings, which limits the effectiveness of the method, and the shock nature of the impulse transmission negatively affecting the state of train structural elements. These disadvantages can be avoided by using elastically deformable couplings.

The objective of the work is to show the advantage of starting a train with elastic couplings in comparison with the traditional mode using its mathematical description and analysis. Starting a train with elastic couplings is much easier than that of a non-deformable one. Moreover, the greater is the number of wagons, the greater is the advantage of the former over the latter. The softening of the mode of starting the train from rest is essentially due to replacement of the simultaneous start-off of the sections by alternate. This process is relevant for inertial forces. Regarding the static friction force, the mechanism will be similar, i.e., not all the static friction force is overcome at the same time, but its small parts are overcome one by one. To exclude longitudinal vibrations of the train, after reaching the maximum tension of the coupling, it is necessary to mechanically block the possibility of its harmonic compression with subsequent sampling of elastic deformation, for example, using damping devices.

The elimination of the transmission of shock loads to the locomotive engines can be considered as an additional positive effect from the use of elastic couplings. 

About the Author

I. P. Popov
Kurgan State University
Russian Federation

Kurgan



References

1. Popov, I. P. Inertial Capacitive Energy Storage Device for a Shunting Diesel Locomotive. World of Transport and Transportation, 2019, Vol. 17, Iss. 3 (82), pp. 82–87. DOI: https://doi.org/10.30932/1992-3252-2019-17-3-82-87.

2. Mitin, E. V., Suldin, S. P., Kalyakulin, S. Yu. Strength calculation of a general-purpose light trailer in starting and turning modes [Raschet na prochnost legkovogo pritsepa obschego naznacheniya v rezhimakh troganiya s mesta i povorota]. Avtomobilnaya promyshlennost’, 2019, Iss. 3, pp. 33–36.

3. Koblov, R. V., Egorov, P. E., Novachuk, Ya. A. New Perusal of Locomotive Traction Force Formation Mechanism. World of Transport and Transportation, 2016, Vol. 14, Iss. 5 (66), pp. 6–18. [Electronic resource]: https://mirtr.elpub.ru/jour/article/view/1047/1323. Last accessed 25.12.2020.

4. Cherepanov, L. A., Tarasov, D. A. Investigation of the clutch operation when starting the car from a place [Issledovanie raboty stsepleniya pri troganii avtomobilya s mesta]. Transportnie sistemy, 2020, Iss. 2 (16), pp. 10–15. DOI: 10.46960/62045_2020_2_10.

5. Novoseltsev, P. V., Gordeeva, A. A., Kuptsov, Yu. A. Experiment with Sliding of Locomotive Wheel Sets. World of Transport and Transportation, 2017, Vol. 15, Iss. 3 (70), pp. 104–110. [Electronic resource]: https://mirtr.elpub.ru/ jour/article/download/1218/1494. Last accessed 25.12.2020.

6. Konovalov, P. Yu., Bulavin, Yu. P., Volkov, I. V. Improvement of anti-skid properties of transport machines based on modernization of the pneumatic drive of the sand system [Uluchshenie protivobuksovochnykh svoistv transportnykh mashin na osnove modernizatsii pnevmoprivoda pesochnoi sistemy]. Bulletin of Rostov State Transport University, 2021, Iss. 1 (81), pp. 8–19. DOI: 10.46973/0201-727X_2021_1_8.

7. Demin, V. A. Topical Tasks of the Development of Transport and Logistics Systems. World of Transport and Transportation, 2018, Vol. 16, Iss. 6 (79), pp. 14–19. [Electronic resource]: https://mirtr.elpub.ru/jour/article/view/1543. Last accessed 25.12.2020.

8. Shimanovskiy, A. O., Sakharov, P. A. Influence of clearances in automatic couplers on longitudinal forces in interwagon connections of a homogeneous train [Vliyanie zazorov v avtostsepnykh ustroistvakh na prodolnie sily v mezhvagonnykh soedineniyakh odnorodnogo poezda]. Mekhanika mashin, mekhanizmov i materialov, 2019, Iss. 2 (47), pp. 42–50.

9. Krasnov, O. G. Technique to Determine Integral Distribution of Forces Acting on the Railway Track. World of Transport and Transportation, 2019, Vol. 17, Iss. 4 (83), pp. 6–21. DOI: https://doi.org/10.30932/1992-3252-2019-17- 4-6-21.

10. Upyr, R. Yu., Davydova, N. V., Khurelbaatar, Ts. The emergence and assessment of dynamic interaction of cargo and car [Vozniknovenie i otsenka dinamicheskogo vzaimodeistviya gruza i vagona]. Sovremennie tekhnologii. Sistemniy analiz. Modelirovanie, 2018, Iss. 1 (57), pp. 8–15. DOI: 10.26731/1813-9108.2018.1(57).8–15.

11. Huo, Junzhou; Wu, Hanyang; Zhu, Dong; Sun, Wei; Wang, Liping; Dong, Jianghui. The rigid–flexible coupling dynamic model and response analysis of bearing–wheel–rail system under track irregularity. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, December 2017, Vol. 232 (21), рр. 095440621774533. DOI: 10.1177/0954406217745336.

12. Lu, Yao-hui; Zeng, Jing; Wu, Ping-bo; Guan, Qinghua. Modeling of Rigid-Flexible Coupling System Dynamics for Railway Vehicles with Flexible Bogie Frame. 2009 Fourth International Conference on Innovative Computing, Information and Management (ICICIC), 07 December 2014. DOI: 10.1109/ICICIC.2009.265

13. Ling, Liang; Xiao, Xinbiao; Xiong, Jia-yang; Zhou, Li; Wen, Ze; Jin, Xue-song. A3D Model for Coupling Dynamics Analysis of High-Speed Train/Track System. In book: China’s High-Speed Rail Technology, 2018, pp. 309–339. DOI: 10.1007/978-981-10-5610-9_18.

14. Pudovikov, O. E., Murov, S. A. Simulation of regulating braking mode of long train. World of Transport and Transportation, 2015, Vol. 13, Iss. 2 (57), pp. 28–33. [Electronic resource]: https://mirtr.elpub.ru/jour/article/view/262/473. Last accessed 25.12.2020.

15. Popov, I. P. Application of a symbolic (complex) method for calculating complex mechanical systems under harmonic influences [Primenenie simvolicheskogo (kompleksnogo) metoda dlya rascheta slozhnykh mekhanicheskikh system pri garmonicheskikg vozdeistviyakh]. Prikladnaya fizika i matematika, 2019, Iss. 4, pp. 14–24. DOI: 10.25791/pfim.04.2019.828.

16. Popov, I. P. Differential equations of two mechanical resonances [Differentsialnie uravneniya dvukh mekhanichskikh rezonansov]. Prikladnaya fizika i matematika, 2019, Iss. 2, pp. 37–40. DOI: 10.25791/pfim.02.2019.599.

17. Popov, I. P. Conditionally orthogonal mechanical power [Uslovno-ortogonalnie mekhanicheskie moshchnosti]. Oboronniy kompleks – nauchno-tekhnicheskomu progressu Rossii, 2019, Iss. 4 (144), pp. 15–17. [Electronic resource]: https://www.elibrary.ru/item.asp?id=41450991. Last accessed 25.12.2020.


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Popov I.P. Heavy Train Starting Model. World of Transport and Transportation. 2021;19(2):19-24.

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ISSN 1992-3252 (Print)