Influence of Tribological Parameters on the Railway Wheel Derailment

G. Tumanishvili, T. Nadiradze, G. Tumanishvili
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Abstract

At present, Nadal’s formula is used for prediction of derailment that contains a limited number of parameters. Besides, insufficient study of laws of variation of the noted parameters and ignorance of the influence of other parameters on the derailment complicate solution of the problem. The sliding distance and the relative sliding velocity are the most sensitive factors contributing to the destruction of the third body. Moreover, increased friction coefficient between the steering surfaces of the wheel and rail promotes climbing of a wheel on the rail and derailment. Dependences of the main parameters, influencing the destruction of the third body, the sliding distance and the relative sliding velocity on the rail track curvature, and difference of diameters of wheels of the wheelset and the non-roundness of one of the wheels of the wheelset are shown in the work. The methods for estimation of the third body destruction degree and consideration in Nadal’s formula of the additional criterion of impossibility of the wheel rolling on the contact point of the wheel and rail steering surfaces, containing a value of this contact point advancing, which in turn depends on the angle of attack, are proposed.
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摩擦学参数对铁路车轮脱轨的影响
目前,纳达尔的公式用于预测脱轨,其中包含的参数数量有限。此外,由于对已知参数的变化规律研究不足,忽略了其他参数对脱轨的影响,使问题的求解变得复杂。滑动距离和相对滑动速度是影响第三体破坏的最敏感因素。此外,车轮转向面与轨道之间的摩擦系数增加,促进了车轮在轨道上的爬升和脱轨。文中给出了影响第三体破坏的主要参数、滑动距离和相对滑动速度对轨道曲率的依赖关系,以及轮对车轮直径的差异和轮对其中一个车轮的非圆度。提出了估算第三体破坏程度的方法,并在纳达尔公式中考虑了车轮不可能在轮轨转向面接触点上滚动的附加判据,其中包含了该接触点推进的值,而该值又取决于迎角。
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