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ŠPERKA, P. KŘUPKA, I. HARTL, M.
Original Title
The Behavior of Surface Roughness in EHL Contacts Under Small Slide to Roll Ratios
Type
journal article in Web of Science
Language
English
Original Abstract
The amplitude attenuation theory represents a possible way how to predict the tribological performance of a surface having general roughness. There are applications of this theory for pure rolling and rolling–sliding conditions having different governing parameters. Obviously, pure rolling case is much simpler and it was already experimentally verified. Conversely, rolling–sliding conditions represent much complex case and its solution is still under development. Nevertheless, a lot of machine components operate under the conditions where only small slide to roll ratios are present. This study was carried out to find the reasonable validity of the pure rolling model for the applications where small amount of sliding is present. The behavior of roughness was observed under conditions of small sliding speed using optical tribometer for film thickness mapping. The results were analyzed and compared with the predictions according the amplitude attenuation theory for both pure rolling and rolling–sliding cases. It was concluded that the purerolling model can be applied with reasonable precision within the range of slide to roll ratios from -0.15 to 0.1. The correlation coefficient are better than 0.85, the RMS value changes are less than 3 %, and bearing area curves are almost unaffected.
Keywords
EHL film geometry; Surface roughness
Authors
ŠPERKA, P.; KŘUPKA, I.; HARTL, M.
RIV year
2012
Released
10. 6. 2012
Publisher
Springer
Location
EU
ISBN
1023-8883
Periodical
Tribology Letters
Year of study
47
Number
3
State
United States of America
Pages from
357
Pages to
366
Pages count
10
BibTex
@article{BUT94591, author="Petr {Šperka} and Ivan {Křupka} and Martin {Hartl}", title="The Behavior of Surface Roughness in EHL Contacts Under Small Slide to Roll Ratios", journal="Tribology Letters", year="2012", volume="47", number="3", pages="357--366", doi="10.1007/s11249-012-9993-9", issn="1023-8883" }