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Proceedings of SerbiaTrib '13

Proceedings of SerbiaTrib '13

Proceedings of SerbiaTrib '13

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experimentally determined that for specific externalload, coefficient <strong>of</strong> static friction will decrease ifplastic characteristic <strong>of</strong> material increases andsurface energy decreases. D.-H. Hwang et al [11]concluded that the coefficient <strong>of</strong> static friction ishigher if contact pair is made <strong>of</strong> different material -steel/alumina, while the lower value is determinedfor similar materials (steel/steel). This result isconsequence <strong>of</strong> “stick-slip” effect. Also, one <strong>of</strong>conclusions was that the influence <strong>of</strong> surfaceroughness has less influence for similar materials incontact pair, as well as the increasing value <strong>of</strong>normal load affects on increasing coefficient <strong>of</strong>static friction in contact pair <strong>of</strong> different materials,while there is no significant influence for contactpairs <strong>of</strong> the identical materials.Etsion and Amit [12] experimentally researchedthe influence <strong>of</strong> normal load on coefficient <strong>of</strong> staticfriction with very smooth metal surfaces in acontrolled laboratory conditions. Dramaticallyincreasing coefficient <strong>of</strong> static friction was noticedwhen the normal load is on the lowest level.Behaviour like this is assigned to adhesion forceswhich have more important function regardingsmall normal loads and surface smoothness.A small number <strong>of</strong> papers deal with coefficient<strong>of</strong> static friction under influence <strong>of</strong> temperature[13-16]. The most important conclusion thatauthors made in this papers is that the coefficient <strong>of</strong>static friction will increase if temperature isincreased, which is resulted <strong>of</strong> increasing plasticcharacteristics <strong>of</strong> the most contact material atincreased temperature. Reviewing the literature isnoticed that experimental tests <strong>of</strong> coefficient <strong>of</strong>static friction were performed on experimentalequipment with different design, construction anddifferent contact geometry. Also, very interestingare measurement instruments for static coefficient<strong>of</strong> rolling friction [17-19]. Friction characteristics<strong>of</strong> rolling bearing elements depend on contact pairmaterial, design, tolerance, topography <strong>of</strong> contactsurfaces and lubricants. Authors in this papernoticed, during literature review, that there are noany papers which based their research attempts onstatic coefficient <strong>of</strong> rolling friction, while inconditions at higher temperature referring to issueabove, there was no paper found (when this paper iswritten).The aim <strong>of</strong> this paper is to determine influence<strong>of</strong> temperature on static coefficient <strong>of</strong> rollingfriction on contact elements made <strong>of</strong> steel.Experimental measurements were performed oninstrumentation that authors designed, developedand constructed regarding very precisedetermination <strong>of</strong> static coefficient <strong>of</strong> rolling frictionat higher temperatures and relatively small values<strong>of</strong> contact pressure with changing radius bends <strong>of</strong>contact elements.2. THEORETICAL CONSIDERATIONAccording to literature, the static coefficient <strong>of</strong>friction increases with increasing temperature. It isfound that temperatures above 200°C lead toincreasing <strong>of</strong> coefficient <strong>of</strong> friction which can beinterpreted as a result <strong>of</strong> increasing plasticcharacteristics <strong>of</strong> material at increased temperature.The static coefficient <strong>of</strong> rolling friction tested incondition <strong>of</strong> increased temperature has not beensubject <strong>of</strong> either theoretical or experimentalresearch. The authors will determine the influence<strong>of</strong> temperature, normal load and radius bend <strong>of</strong>contact elements on coefficient <strong>of</strong> rolling frictionby experimental methods. According to that,measure instrumentation is designed andconstructed, based on inclined plane principle.In the case <strong>of</strong> rolling friction (contiguous case –figure 1), coefficient <strong>of</strong> rolling friction isdetermined from formula 1 and 2:where are:M N e(1)M PM moment <strong>of</strong> resistance andMP rolling moment.From equations 3 and 4: F R(2)eF N f N(3)Ref tanα(4)Rand from the body balance at inclined plate (figure2), we get the following equation:N G cosα(5)esinα R N e G cosα e tanα (6)Rwhere are:f static coefficient <strong>of</strong> rolling friction;N normal force;e coordinate that defines resultant reactionposition N;R radius <strong>of</strong> rolling body;G the force <strong>of</strong> gravity;α angle <strong>of</strong> inclined plane.13 th International Conference on Tribology – Serbiatrib’13 397

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