2014
DOI: 10.1080/00423114.2013.874564
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Refining the parameters of Archard's wear model for calculating wear of wheels applied for 25 t per axle freight wagons on Russian railways

Abstract: The aim of the research is for a reasonable choice of wear coefficients for severe and mild phases in Archard's abrasive wear theory and friction coefficients for wheel flange and tread that correspond to conditions of Russian track for wheel profile wear modelling using dynamic models of wagons. This paper considers the gondola wagon on bogies model 18-9855 that are of the three-piece Barber S-2-R design. The wagon running test results on Experimental Loop Track in Scherbinka, the results of hardness measurem… Show more

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Cited by 6 publications
(3 citation statements)
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“…In the study of the relationship, starting from different aspects, foreign scholars proposed some wear assessment criteria. Domestic scholars often use attrition power, attrition work, Heumann wear factor and Elkins wear index [22][23][24][25]. This paper chooses attrition power as assess rail wear.…”
Section: Rail Wear Assessment Methodsmentioning
confidence: 99%
“…In the study of the relationship, starting from different aspects, foreign scholars proposed some wear assessment criteria. Domestic scholars often use attrition power, attrition work, Heumann wear factor and Elkins wear index [22][23][24][25]. This paper chooses attrition power as assess rail wear.…”
Section: Rail Wear Assessment Methodsmentioning
confidence: 99%
“…Scholars from India and Poland made a simulation study of railway wheel wear with the Archard model (Pradhan, et al, 2017;Chudzikiewicz and Korzeb, 2018). Saidova and Orlova (2014) carried out a simulation of Russia wagon wheels with modified the Archard model, and performed the verification through simulating the actual track on an experimental track located in Scherbinka, Moscow. The research literature (Casanueva et al, 2014;Nielsen et al, 2016) studied the influence of switches on the heavy duty vehicle wheel wear for the Sweden tracks.…”
Section: The Archard Modelmentioning
confidence: 99%
“…By simulating actual tracks, scholars have obtained experimental wear data, conducted research on the wear coefficient k in the Jendel model using a statistical method, and developed wear coefficient probability graphs applicable to specific track and wheel materials in recent years [31], [32]. These graphs are more detailed compared to the diagram showing the wear coefficient distribution determined by statistics using the Jendel model.…”
Section: Jendel Wear Modelmentioning
confidence: 99%