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Proceedings of SerbiaTrib '13

Proceedings of SerbiaTrib '13

Proceedings of SerbiaTrib '13

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(friction) efforts through resistive converter straingauges,assembled on the elastic blade (5). The use<strong>of</strong> a pair <strong>of</strong> converters strain-gauges connectedwithin the circuits <strong>of</strong> two strain-gauges bridges,<strong>of</strong>fers us the possibility to make simultaneousmeasurements, while separately, gives us thepossibility to measure the normal and frictionforces. We apply the normal load to the elasticblade, through a calibrated spring system. Theinstallation allows us to register the friction forceon an X-Y recorder. We control the tests’ durationthrough an alarm clock and we measure the contacttemperature with the help <strong>of</strong> a miniaturethermocouple, connected to a millivoltmetercalibrated in 0 C.I used the uni-directional testing because thepurpose <strong>of</strong> investigations was the study <strong>of</strong> metallicsurface wear. We perform the tests, based onHooke's law, at normal loadings <strong>of</strong> 10; 20; 30; 40and 50 N, loadings which are adequate to somecontact pressures all calculated considering theelastic contact hypothesis, that is: 16.3; 23.5; 28.2;32.6 and 36.4 MPa (for Nylonplast AVE polyamidewith 30% glass fibres) respectively, we use slidingspeeds, adequate to the diameter <strong>of</strong> the plasticcomposite sample, which are: 0.1856; 0.2785;0.3713; 0.4641; 0.5570; 1.114 and 1.5357 m/s, andwhich resulted as a consequence <strong>of</strong> electric motor’sspeed and the belt pulleys’ primitive diameters.As we know [21], we may characterize amaterial’s wearing coefficient (percentage) bywearing factor k. Archard’s relation defines thisfactor:V u kNvt(1)where: V u – the wear’s material volume; N - the testload; v - the sliding speed; t - the test period; k –volumetric wearing factor.By dividing both <strong>of</strong> this relation’s terms (4) bynominal contact area A, we obtain:Which means that:V u/ A kNvt / A(2)h u* k pvt(3)where: h u - wear’s material depth; p - the pressureon the nominal contact area and k * is the linearwearing factor. Relation (6) expresses a general law<strong>of</strong> the wear as a function <strong>of</strong> the contact pressure pand the length <strong>of</strong> the wearing path, so that L f vt.We could then write:respectively:k V / Nvt V / NL(4)uuf*k hu/ pvt hu/ pL(5)fConsidering the large area <strong>of</strong> the load (N) orpressure (p) and the relative speed values usedduring tests in order to evaluate the wearingreaction <strong>of</strong> the metallic counter-pieces amid thefrictional couples, we use comparative wearcoefficients K and K * , defined by:and:K V / L kN (cm 3 / cm) (6)K*uf* h / L k p (cm / cm) (7)ufWe consider these wearing coefficients withrespect to the period in which the frictional couplefunctions at different sliding speeds, under certainloading conditions (contact pressure).The main objectives <strong>of</strong> these tests are thedetermination <strong>of</strong> the volume <strong>of</strong> material removedby wearing, the mean depth <strong>of</strong> the wearied layers,the frictional factors and coefficients, for differentloading conditions.Coefficients k and k * are coefficients <strong>of</strong> the wearprocess, while the comparative factors K and K * arecoefficients <strong>of</strong> this process’s consequences, that is,the amount <strong>of</strong> resulted wear and reported to thelength <strong>of</strong> the friction pathway. They can bequalitatively expressed in units <strong>of</strong> wear volume ona measure <strong>of</strong> the length <strong>of</strong> the friction pathway (cm 3/ cm), as wear’s depth on a measure <strong>of</strong> the length <strong>of</strong>the friction pathway (cm / cm) or as wear’s weighton a measure <strong>of</strong> the length <strong>of</strong> the sliding frictionpathway (mg / cm). Coefficients K and K * have nomathematical implication (can not simplify).Using the procedure described in [22], at the endwe obtain the mean depth (8) and the volume <strong>of</strong>worn metallic material (9):and:Vu2l/ 8r10,527NE1 E2LE1E2h (8)n i1Siqi0.351E1 E2Nlm/ E1E2(9)where l m is the mean width <strong>of</strong> the wear imprint.Practically, we have to measure the width <strong>of</strong>wear imprints in three points established before,computing then the mean value <strong>of</strong> this width. Withthis value we can obtain the volume <strong>of</strong> wornmetallic material V u and the removed layer’s meandepth h mu .We study the wearing <strong>of</strong> the friction couple’smetallic component on linear contact Timkenmachinery, see Fig. 1. Almost all tests are madewithout lubricating the frictional surfaces, but thereare also tests with micro-lubricating.60 13 th International Conference on Tribology – Serbiatrib’13

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