Influence of the instability form on the traffic safety indicator of freight rolling stock

Main Article Content

Angela Shvets

Abstract

Knowledge of the laws of train movement under various control modes is necessary when programming the equations of train movement when it is necessary to determine the exact position of the train on the railway track and the stability of the wagons at the time of interest. In this regard, one of the main areas of research is the analysis of ensuring the safety of cargo transportation, as well as the stability of wheels from derailment influenced by the longitudinal forces and the form of loss of stability of freight wagons in the train. When considering the stability of a freight car as a rod system, the problem of instability of the I kind (Eulerian instability) was solved, and the efforts and displacements in the compressed-bent rods were determined using the deformation (displacement) method. As a result of theoretical studies, the values of the factor of stability against lift by longitudinal forces were obtained, taking into account the forms of instability. The relevance of this study relates to the need to control the longitudinal forces arising during the train movement, taking into account the increase in speeds, masses, and lengths of trains (especially freight trains) and the locomotive power increase.

Article Details

How to Cite
Shvets, A. (2023). Influence of the instability form on the traffic safety indicator of freight rolling stock. Engineering Applications, 2(3), 206–217. Retrieved from https://publish.mersin.edu.tr/index.php/enap/article/view/873
Section
Articles

References

Muradian, L. A., Shaposhnyk, V. Y., & Podosenov, D. O. (2016). Improving the reliability of freight wagons with the use of new manufacturing technologies and regeneration of working surfaces. Electromagnetic compatibility and safety on railway transport, 11, 49-54. https://doi.org/10.15802/ecsrt2016/91337.

Dižo, J., Blatnický, M., Molnár, D., & Falendysh, A. (2022). Calculation of basic indicators of running safety on the example of a freight wagon with the Y25 bogie. Communications – Scientific Letters of the University of Zilina, 24(3), B 259–B 266299307. https://doi.org/10.26552/com.C.2022.3.B259-B266.

Baranovskyi, D., Bulakh, M., Myamlin, S., & Kebal, I. (2022). New Design of the Hatch Cover to Increase the Carrying Capacity of the Gondola Car. Advances in Science and Technology. Research Journal, 16(6), 186-191.

Shvets, A. O. (2018). Analysis of design tools and methods to improve designs of freight rolling stock. Bulletin of Certification of Railway Transport, 2(48), 61-73.

Blokhin, Y. P., & Manashkin, L. A. (1982). Train dynamics (unsteady longitudinal oscillations). Transport, Moscow.

Blokhin, Y. P., Manashkin, L. A., & Stambler, Y. L. (1986). Calculations and tests of heavy trains. Transport, Moscow.

Cheli, F., Di Gialleonardo, E., & Melzi, S. (2017). Freight trains dynamics: effect of payload and braking power distribution on coupling forces. Vehicle system dynamics, 55(4), 464-479. https://doi.org/10.1080/00423114.2016.1246743

Crăciun, C, & Cruceanu, C. (2018). Influence of resistance to motion of railway vehicles on the longitudinal trains dynamics. MATEC Web of Conferences, 178, 06003, https://doi.org/10.1051/matecconf/201817806003.

Zhang, H., Zhang. C., Lin, F., Wang, X., & Fu, G. (2021). Research on simulation calculation of the safety of tight-lock coupler curve coupling. Symmetry, 13(11), 1997. https://doi.org/10.3390/sym13111997.

Shvets, A. O. (2019). Gondola cars dynamics from the action of longitudinal forces, Science and Transport Progress, 6(84), 142-155. https://doi.org/10.15802/stp2019/195821.

Manashkin, L. A., & Granovskaya, N. P. (1984). Mathematical model of the train for the study of the loading of the car. Interuniversity collection of scientific papers DIIT, 232(31), 24-28.

Oshinko, A. N. (1998). On the mathematical model of train movement in solving the problem of wear of wheels and rails. Transport. Stress loading and durability of a rolling stock, 1, 29-46.

Manashkin, L. A., Granovskaya, N. I., Zhakovsky, A. D., & Kalenichenko, E. A. (1988). Mathematical model for studying the loading of the center plate of a freight car during vibrations in the vertical-longitudinal plane. Dynamic loading of railway rolling stock, 256(35), 59-69.

Manashkin, L. A., & Granovskaya, N. I. (1994). Differential equations of spatial oscillations of a train. Transport mechanics: train weight, speed, traffic safety, 2, 15-25.

Lazaryan, V. A., Blokhin, Ye. P., & Stambler, Ye. L. 1966. About motion of lightweight cars in the heavy trains. Study of transient modes of train movement and rolling stock dynamics. Proceedings of DIIT, 59, 34-47.

Vershinskiy, S. V. (1970). Dynamics, durability and the stability of cars in heavy and high-speed trains. Proc. of All-Russian Research Railway Institute, Transport Publications: Moscow, 425.

Lazaryan, V. A. (1985). Vehicle Dynamics: Selected Works. Naukova Dumka Publications: Kyiv.

Shvets, A. O. (2020). Stability of freight wagons under the action of compressing longitudinal forces. Science and Transport Progress, 1(85), 119-137. https://doi.org/10.15802/stp2020/199485.

Fry, H. (2018). Train derailment leads to evacuations in San Bernardino. Los Angeles Times. https://www.latimes.com/local/lanow/la-me-ln-train-derailment-20180821-story.html

By By Brady Mccombsassociated Press (2019). Fireball soars when officials blow up derailed train cars. https://apnews.com/44f7f14b18c0402ab7c883133b337a8b

Werman, M. (2012). Why the 9/11 Hearing in Guantanamo was Delayed by Train Derailment in Maryland. https://theworld.org/stories/2012-08-22/why-911-hearing-guantanamo-was-delayed-train-derailment-maryland

Richert, C. (2016). All clear in Ellendale after train derailment, evacuation. https://www.mprnews.org/story/2016/11/11/ellendale-train-derailment

Rabinovich, I. M. (1960). Fundamentals of structural mechanics of rod systems. Stroyizdat: Moscow.

Prokofiev, I. P., & Smirnov, A. F. (1948). Theory of structures. Part 3. State Railway Transport Publishing House: Moscow.

Volmir, A. S. (1967). Stability of deformable systems. Second edition, revised and enlarged, Nauka: Moscow.

Darkov, A. V., & Shaposhnikov, N. N. (1986). Structural mechanics. High school: Moscow.

Murawski, K. (2021). Experimental comparison of the known hypotheses of the lateral buckling for semi-slender pinned columns. International journal of structural glass and advanced materials research, 5, 82-114. https://doi.org/10.3844/sgamrsp.2021.82.114.

Murawski, K. (2023). Technical lateral buckling with stress and strain analysis of semi-slender thin-walled cylindrical pinned column made of steel st35 simplified with Ael, Jzel, E=Ec, Epl=Esc. Scholar Freedom, https://doi.org/10.54769/RDZMM6VGS1.

Murawski, K. (2022). Technical lateral buckling with stress and strain analysis of semi-slender thin-walled cylindrical pinned column simplified with A=Ael, Jz=Jzel and Epl=Ec. Scholar Freedom, https://doi.org/10.54769/9UYHEQ2AF6.

Murawski, K., & de Macêdo Wahrhaftig, A. (2021). Stability, stress and strain analysis of very slender pinnedthin-walled box columns according to FEM, Euler and TSTh. American Journal of Engineering and Applied Sciences, 14(2), 214-257. https://doi.org/10.3844/ajeassp.2021.214.257.

Cherkashin, Yu. M., & Kostin, G. V. (1992). Determination of permissible longitudinal forces in a train under the condition of ensuring the stability of the movement of cars. Study of strength, stability, impact on the track and maintenance of wagons in trains of increased mass and length. Collection of works VNIIZhT, 4-31.

Lysyuk, V. S. (2002). The causes and mechanisms of the vanishing wheel from the rail. The problem of wear of wheels and rails. Moscow: Publisher Transport.

Sokol, E. N. (2002). Derailment and collision of rolling stock. Transport of Ukraine: Kyiv.

Shvets, A. (2022). Stability of a car as a hinged-rod system under the action of compressive longitudinal forces in a train. Journal of Modern Technology and Engineering, 7(2), 96-123.

Shvets, A. O. (2022). Determination of the form of loss the freight cars stability taking into account the gap in the rail track. Strength of Materials and Theory of Structures, 109, 485-500. https://doi.org/10.32347/2410-2547.2022.109.485-500.

Shaposhnik, V. Yu., & Shikunov, O. A. (2021). The problem of breaks automatic coupling. Coll. Science. Ave. University of Infrastructure and Technology. Series: Transp. systems and technologies, 37, 21-30. https://doi.org/ 10.32703/2617-9040-2021-37-3.

Shvets’, A. O. (2022). Investigation of coupling strength at non-central interaction of railcars. Strength Mater, 54(2), 233-242. https://doi.org/10.1007/s11223-022-00396-1.

Klein, G. K., Rekach, V. G., & Rosenblat, G. I. (1972). Guide to practical exercises in the course of structural mechanics. Fundamentals of the theory of stability, dynamics of structures and calculation of spatial systems, Moscow: Higher School Publishing House.

Manashkin, L., Myamlin, S., & Prikhodko, V. (2009). Oscillation dampers and shock absorbers in railway vehicles (mathematical models). Dnipropetrovsk National University of Railway Transport named after Academician V. Lazaryan, Dnipropetrovsk. https://doi.org/10.15802/978-966-348-121-0.

Khachapuridze, N. M., & Khoroshmanenko, P. G. (1985). Mathematical modeling of oscillations of train cars in the longitudinal vertical plane (including bending) under transient conditions of train movement. Dynamics, loading and reliability of the rolling stock, 234(32), 17-29.

Shvets, A. O., Shatunov, O. V., Dovhaniuk, S. S., Muradian, L. A., Pularyia, A. L., & Kalashnik, V. O. (2020). Coefficient of stability against lift by longitudinal forces of freight cars in trains. IOP Conference Series: Materials Science and Engineering, 985, 012025. https://doi.org/10.1088/1757-899X/985/1/012025.

RailFreight (2022). Scottish derailment casts a cloud over Coatbridge Sunnyside. https://www.railfreight.com/uk/2022/05/09/scottish-derailment-casts-a-cloud-over-coatbridge-sunnyside/?gdpr=accept

ATSB (2022). Safety changes after Newcastle coal train collision. https://www.atsb.gov.au/media/news-items/2022/low-light-collision/

Shvets, A. O. (2023). Influence of the instability form on the traffic safety of freight rolling stock. Advanced Engineering Days, 6, 111-113