Influence of Marshalling Length on Aerodynamic Characteristics of Urban Emus under Crosswind

Document Type : Regular Article

Authors

1 State Key Laboratory of Traction Power, Southwest Jiaotong University, Chengdu 610031, China

2 China National Accreditation Center for Conformity Assessment, Beijing 100062, China

Abstract

Urban electric multiple units (EMUs) is based on high-speed trains and metro vehicle technology. Their design speeds are generally from 160km/h to 200km/h, which mitigates the low operating speeds of metro vehicles. Traditional crosswind calculations for the aerodynamic characteristics of trains often assume a 3-marshalling train. Urban trains are generally 4-marshalling and 6-marshalling. Evaluating the aerodynamic characteristics of urban EMUs of different marshalling lengths is instructive for system design. Based on CFD, aerodynamic models of urban trains are established. The train models include 3-marshalling, 4-marshalling and 6-marshalling. The aerodynamic characteristics of 200km/h urban trains subject to different crosswind velocities are numerically simulated. The research display that the aerodynamic performance of the head-car and the first middle-car, under the same crosswind velocity, of different marshalling lengths, are almost the same, whereas the aerodynamic characteristics of the tail-cars for different marshalling lengths are significantly different. The side forces of the 4 middle-cars of the 6-marshalling train decrease, sequentially. At a crosswind velocity of 35m/s, 34% difference in Fs of the tail-car of a 6-marshalling train compared to a 3-marshalling, and the overturning moment differs by 22.8%. Because of the significant difference in side force and overturning moment, the three-marshalling train model cannot represent the real train. Therefore, the real marshalling length should be used, as far as possible, when studying crosswind effects on the train.

Keywords


Bell, J. R., D. Burton, M. C. Thompson, A. H. Herbst and J. Sheridan (2015). Moving model analysis of the slipstream and wake of a high-speed train. Journal of Wind Engineering and Industrial Aerodynamics 136, 127-137.##
Bell, J. R., D. Burton, M. C. Thompson, A. H. Herbst and J. Sheridan (2014). The effect of length to height ratio on the wake structure and surface pressure of a high-speed train. 19th Australasian Fluid Mechanics Conference (AMFC), Melbourne, Australia. 8-11.##
Chang, C., T. Li, D. Qin and J. Y. Zhang (2022). On the Scale Size of the Aerodynamic Characteristics of a High-Speed Train. Journal of Applied Fluid Mechanics 15(1), 209-219.##
Chiu, T. W. and L. C. Squire (1992). An experimental study of the flow over a train in a crosswind at large yaw angles up to 90. Journal of Wind Engineering and Industrial Aerodynamics 45(1), 47-74.##
EN14067-6 (2010). Railway applications - aerodynamics -part 6: requirements and test procedures for cross wind assessment##
Guo, D. L., K. M. Shang, Y. Zhang, G. W. Yang and Z. X. Sun (2016). Influences of affiliated components and train length on the train wind. Acta Mechanica Sinica 32(2), 191-205.##
Jia, L. R., D. Zhou and J. Q. Niu (2017). Numerical calculation of boundary layers and wake characteristics of high-speed trains with different lengths. Plos one 12(12): e0189798.##
Li, T., Z. Y. Dai, M. G. Yu and W. H. Zhang (2021). Numerical investigation on the aerodynamic resistances of double-unit trains with different gap lengths. Engineering Applications of Computational Fluid Mechanics 15(1), 549-560.##
Li, T., H. Hemida, J. Y. Zhang, M. Rashidi and D. Flynn (2018). Comparisons of shear stress transport and detached eddy simulations of the flow around trains. Journal of Fluids Engineering 140(11), 111108.##
Li, T., J. Y. Zhang, M. M. Rashidi and M. G. Yu (2019) On the Reynolds-averaged Navier-Stokes modelling of the flow around a simplified train in crosswinds. Journal of Applied Fluid Mechanics 12(2), 551-563.##
Liu, T. H., Z. H. Jiang, W. H. Li, Z. J. Guo, X. D. Chen, Z. W. Chen and S. Krajnovic (2019). Differences in aerodynamic effects when trains with different marshalling forms and lengths enter a tunnel. Tunnelling and Underground Space Technology 84, 70-81.##
Liu, T. H., Z. W. Chen, X. S. Zhou and J. Zhang (2018). A CFD analysis of the aerodynamics of a high-speed train passing through a windbreak transition under crosswind. Engineering Applications of Computational Fluid Mechanics 12(1), 137-151.##
Martínez, A., E. Vega, J. Gaite and J. Meseguer (2008). Pressure measurements on real high-speed trains travelling through tunnels. Proceedings of BBAA VI International Colloquium on Bluff Bodies Aerodynamics & Applications, Milano, Italy. 20-24.##
Mohebbi, M. and M. A. Rezvani (2018). The Impact of Air Fences Geometry on Air Flow around an ICE3 High Speed Train on a Double Line Railway Track with Exposure to Crosswinds. Journal of Applied Fluid Mechanics 11(3), 743-754.##
Muld, T. W., G. Efraimsson and D. S. Henningson (2014). Wake characteristics of high-speed trains with different lengths. Proceedings of the Institution of Mechanical Engineers, Part F: Journal of Rail and Rapid Transit 228(4), 333-342.##
Patankar, S. V. (1985). A Calculation Procedure for Two Dimensional Elliptic Situations. Numerical Heat Transfer 14, 409-425.##
Qi, Y. H. and L. Zhou (2020). The Fuxing: The China Standard EMU. Engineering 6(3), 227-233.##
Raithby, G. D. and G. E. Schneider (1979). Numerical Solution of Problems in Incompressible Fluid Flow; Treatment of the Velocity-Pressure Coupling. Numerical Heat Transfer 2(2), 417-440.##
Ricco, P., A. Baron and P. Molteni (2007). Nature of pressure waves induced by a high-speed train travelling through a tunnel. Journal of Wind Engineering and Industrial Aerodynamics 95(8), 781-808.##
Tian, H. Q. (2019). Review of research on high-speed railway aerodynamics in China. Transportation Safety and Environment 1(1), 1-21.##
Van Doormaal J. P. and G. D. Raithb (1984) Enhancements of the SIMPLE Method for Predicting Incompressible Fluid Flows. Numerical Heat Transfer 7, 147-163.##
Zhang, J., K. He, X. Xiong, J. Wang and G. Gao (2017). Numerical simulation with a DES approach for a high-speed train subjected to the crosswind. Journal of Applied Fluid Mechanics 10(5), 1329-1342.##