Numerical simulation of wheel-rail rolling contact fatigue considering yaw angle and interfacial conditions

Ding-kang Li , Bing Wu , Zhao-yang Wang , Ji-peng Li , Jian-yong Zuo

Journal of Central South University ›› 2026, Vol. 33 ›› Issue (3) : 1460 -1472.

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Journal of Central South University ›› 2026, Vol. 33 ›› Issue (3) :1460 -1472. DOI: 10.1007/s11771-026-6210-9
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Numerical simulation of wheel-rail rolling contact fatigue considering yaw angle and interfacial conditions
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Abstract

The accuracy of wheel-rail rolling contact force is of great significance for vehicle dynamics simulation. A wheel-rail rolling contact behavior model considering wheelset yaw is proposed. The NORM algorithm is adopted to solve the wheel-rail normal contact problem. The extended creep force model (ECF) is used for the tangential contact problem, which considers different interfacial conditions, temperature in the contact area, and the elastoplastic behavior of the third body. A fatigue life prediction framework based on the critical plane method is introduced to evaluate the contact fatigue damage under the coupled influence of yaw angle and interfacial conditions. The effects of wheel yaw angle on the contact pressure and wheel-rail rolling contact fatigue life under dry and wet conditions are investigated. The results show that under both dry and wet conditions, increasing yaw angle leads to an increase in creepage, expansion of the sliding area, enhancement of creep force, and a simultaneous increase in the contact area temperature, thereby causing an increase in the fatigue parameter (FP). The wheel-rail rolling contact life with yaw angle is shortened compared to that without yaw, and the life decay rate under wet condition is slower than that under dry condition.

Keywords

yaw angle / wheel-rail rolling contact / elastic-plastic behavior / rolling contact fatigue

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Ding-kang Li, Bing Wu, Zhao-yang Wang, Ji-peng Li, Jian-yong Zuo. Numerical simulation of wheel-rail rolling contact fatigue considering yaw angle and interfacial conditions. Journal of Central South University, 2026, 33(3): 1460-1472 DOI:10.1007/s11771-026-6210-9

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References

[1]

Liu B-b, Bruni S, Lewis R. Numerical calculation of wear in rolling contact based on the Archard equation: Effect of contact parameters and consideration of uncertainties [J]. Wear, 2022, 490–491: 204188

[2]

Jin X-song. Research progress of high-speed wheel-rail relationship [J]. Lubricants, 2022, 10(10): 248

[3]

Wu B, An B-y, Wen Z-f, et al.. Wheel-rail low adhesion issues and its effect on wheel-rail material damage at high speed under different interfacial contaminations [J]. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 2019, 233(15): 5477-5490

[4]

Wu B, Huang J-q, Su X-long. A novel non-Hertzian wheel-rail adhesion model under wet conditions considering surface roughness [J]. Journal of Central South University, 2025, 32(10): 4092-4104

[5]

Huang J-q, Wu B, Xiao G-w, et al.. Numerical investigation of wheel-rail adhesion using a simplified three-dimensional model considering surface roughness and temperature [J]. Lubrication Science, 2024, 36(2): 88-103

[6]

Jiang. A fatigue criterion for general multiaxial loading [J]. Fatigue & Fracture of Engineering Materials & Structures, 2000, 23(1): 19-32

[7]

Zhang S-y, Liu Q-y, Spiryagin M, et al.. Gaps, challenges and possible solution for prediction of wheel-rail rolling contact fatigue crack initiation [J]. Railway Engineering Science, 2023, 31(3): 207-232

[8]

Vollebregt E A H, Iwnicki S D, Xie G, et al.. Assessing the accuracy of different simplified frictional rolling contact algorithms [J]. Vehicle System Dynamics, 2012, 50(1): 1-17

[9]

Kalker J JThree-dimensional elastic bodies in rolling contact [M], 1990DordrechtKluwer Academic Publishers

[10]

Vollebregt E A H. A new solver for the elastic normal contact problem using conjugate gradients, deflation, and an FFT-based preconditioner [J]. Journal of Computational Physics, 2014, 257: 333-351

[11]

An B-y, Sun Y-l, Liu J-p, et al.. The role of 3D contact geometry in modeling dynamic wheel-rail interaction at short-wave irregularities on rail surface [J]. Engineering Failure Analysis, 2023, 153: 107559

[12]

Zhao X, Li Z-li. The solution of frictional wheel-rail rolling contact with a 3D transient finite element model: Validation and error analysis [J]. Wear, 2011, 271(1–2): 444-452

[13]

Wen B-g, Tao G-q, Wen Z-feng. Prediction of locomotive wheel wear evolution considering thermo-mechanical coupling: Wear model and validation [J]. Wear, 2025, 571: 205805

[14]

Sh Sichani M, Enblom R, Berg M. A novel method to model wheel-rail normal contact in vehicle dynamics simulation [J]. Vehicle System Dynamics, 2014, 52(12): 1752-1764

[15]

Yang X-w, Gu S-j, Zhou S-h, et al.. A method for improved accuracy in three dimensions for determining wheel/rail contact points [J]. Vehicle System Dynamics, 2015, 53(11): 1620-1640

[16]

Sun Y, Zhai W-m, Ye Y-g, et al.. A simplified model for solving wheel-rail non-Hertzian normal contact problem under the influence of yaw angle [J]. International Journal of Mechanical Sciences, 2020, 174: 105554

[17]

Li H-x, Li L, Li Z. Research on the effect of rail cant on the dynamic performance and wear characteristics of subway vehicles [J]. Engineering Failure Analysis, 2023, 152: 107478

[18]

Meierhofer A, Hardwick C, Lewis R, et al.. Third body layer: Experimental results and a model describing its influence on the traction coefficient [J]. Wear, 2014, 314(1): 148-154 2

[19]

Wang Z-y, Wu B, Wu S, et al.. Effects of wheel tread hollow wear on wheel-rail adhesion under wet condition [J]. Tribology International, 2025, 211: 110927

[20]

Skipper W, Meierhofer A, Chalisey A, et al.. Generation of sanded creep curves using the extended creep force model with high pressure torsion data [J]. Wear, 2024, 542–543: 205278

[21]

Li W, Xiao G-w, Wen Z-f, et al.. Plastic deformation of curved rail at rail weld caused by train-track dynamic interaction [J]. Wear, 2011, 271(1): 311-318 2

[22]

Xiao G-w, Xu L, Wu B, et al.. Dynamic behavior of resilient wheels at a rail weld joint [J]. Proceedings of the Institution of Mechanical Engineers, Part F: Journal of Rail and Rapid Transit, 2021, 235(8): 925-945

[23]

Mandal N K, Spiryagin M, Wu Q, et al.. FEA of mechanical behaviour of insulated rail joints due to vertical cyclic wheel loadings [J]. Engineering Failure Analysis, 2022, 133: 105966

[24]

Talebi N, Andersson B, Ekh M, et al.. Influence of a highly deformed surface layer on RCF predictions for rails in service [J]. Wear, 2025, 578–579: 206173

[25]

Jiang Y-y, Sehitoglu H. A model for rolling contact failure [J]. Wear, 1999, 224(1): 38-49

[26]

Chen Y, Wang J, Chen J-y, et al.. A novel three-dimensional wheel-rail contact geometry method in the switch panel considering variable cross-sections and yaw angle [J]. Vehicle System Dynamics, 2022, 60(9): 3174-3197

[27]

Voce E. The relationship between stress and strain for homogeneous deformations [J]. Journal of the Institute of Metals, 1948, 74: 537-562

[28]

Liao T, Zhou Z-h, Lai J, et al.. A probabilistic assessment method for fatigue reliability of bonded insulated rail joint under random rolling contact [J]. Engineering Fracture Mechanics, 2025, 323: 111226

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