Investigation of Wheel‐Rail Adhesion Performance Under Water‐Contaminated Conditions Considering Interface Geometry

ABSTRACT In this paper, a numerical model of wheel‐rail adhesion under water‐contaminated conditions is established. Wheel‐rail profile and surface roughness are included to describe wheel‐rail adhesion behaviour more accurately. The Average Reynolds equation, Boussinesq elasticity equation and the Greenwood‐Tripp (GT) asperity contact formula are coupled to resolve mixed elastohydrodynamic lubrication (EHL) problem at the wheel‐rail interface. The proposed model is validated by comparing the calculated wheel‐rail adhesion coefficients with the experimental outcomes. Numerical simulations are carried out to observe the influence of running speeds, surface roughness and axle loads on the wheel‐rail adhesion with water layer at the interface. In addition, the results of the simplified model based on the elliptical assumption were compared with those of the precise model that considers the actual wheel‐rail contact geometry. The study results indicate that using the elliptical simplification can lead to significant errors in the estimation of wheel‐rail adhesion. Therefore, when analysing wheel‐rail adhesion behaviour, the variations in the geometric shape of the wheel‐rail contact surface should not be neglected.

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Publication Details

Journal
Lubrication Science
Published
2026-03-15
DOI
https://doi.org/10.1002/ls.70037
Primary Topic
Railway Engineering and Dynamics
Type
article
Field-Weighted Citation Impact
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article

Investigation of Wheel‐Rail Adhesion Performance Under Water‐Contaminated Conditions Considering Interface Geometry

Jiaming Tang, Xue Xiao, Congcong FANG, Wenwu Zhou
Lubrication Science
Railway Engineering and Dynamics
article

Investigation of Wheel‐Rail Adhesion Performance Under Water‐Contaminated Conditions Considering Interface Geometry

Jiaming Tang, Xue Xiao, Congcong FANG, Wenwu Zhou
article en

Abstract

ABSTRACT In this paper, a numerical model of wheel‐rail adhesion under water‐contaminated conditions is established. Wheel‐rail profile and surface roughness are included to describe wheel‐rail adhesion behaviour more accurately. The Average Reynolds equation, Boussinesq elasticity equation and the Greenwood‐Tripp (GT) asperity contact formula are coupled to resolve mixed elastohydrodynamic lubrication (EHL) problem at the wheel‐rail interface. The proposed model is validated by comparing the calculated wheel‐rail adhesion coefficients with the experimental outcomes. Numerical simulations are carried out to observe the influence of running speeds, surface roughness and axle loads on the wheel‐rail adhesion with water layer at the interface. In addition, the results of the simplified model based on the elliptical assumption were compared with those of the precise model that considers the actual wheel‐rail contact geometry. The study results indicate that using the elliptical simplification can lead to significant errors in the estimation of wheel‐rail adhesion. Therefore, when analysing wheel‐rail adhesion behaviour, the variations in the geometric shape of the wheel‐rail contact surface should not be neglected.

Lubrication Science
Central South University (CN), State Key Laboratory of Vehicle NVH and Safety Technology (CN), Ministry of Education and Child Care (CA)
Clean water and sanitation
Openalex Percentile: Top 21%
Railway Engineering and Dynamics
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