2012
DOI: 10.1016/j.wear.2011.08.025
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Application and conceptual explanation of an energy-based approach for the modelling and prediction of sliding wear

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Cited by 29 publications
(8 citation statements)
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“…As shown in Figure a, the total WV of tribopairs presented a good linear correlation with the dissipated E f as where the unit of E f is mJ and that of WV is μm 3 . The fitted form of eq is consistent with the results obtained in previous studies. ,,,, E f maintains a linear relationship with μ multiplied by F n and S . Meanwhile, according to the Holm–Archard equation, WV presents a linear relationship with the product of F n and S .…”
Section: Resultssupporting
confidence: 90%
See 1 more Smart Citation
“…As shown in Figure a, the total WV of tribopairs presented a good linear correlation with the dissipated E f as where the unit of E f is mJ and that of WV is μm 3 . The fitted form of eq is consistent with the results obtained in previous studies. ,,,, E f maintains a linear relationship with μ multiplied by F n and S . Meanwhile, according to the Holm–Archard equation, WV presents a linear relationship with the product of F n and S .…”
Section: Resultssupporting
confidence: 90%
“…The energy concept has been used as an effective tool for analyzing the running-in process. From the energy perspective, the input friction force multiplied by the sliding distance ( S ) corresponds to the frictional energy ( E f ), which is often dissipated in several ways: (1) frictional heat with increases in temperature and mechanical vibrations, (2) wear generation (worn surfaces and abrasive particles), and (3) changes in the physical properties of solid surfaces, such as plastic deformation. Among them, wear is a progressive loss of solid surface materials depending on various parameters, including the normal load ( F n ), sliding velocity ( v ), S , and the hardness of tribopairs ( H ). , Several classic models have been proposed to characterize material wear. , The wear volume ( WV ) is proportional to F n × S based on the Coulomb friction model. The Holm–Archard equation presented a proportional relation between WV and F n × S / H .…”
Section: Introductionmentioning
confidence: 99%
“…Unfortunately, also wear specific energy is not univocally determined, therefore, representation of frictional energy vs mass loss is herein considered as a good way for comparing tribological characteristics also according to [29,30] considerations. Other representation could be used, Jahangiri et al [20] for example, defined the wear specific volume (wear volume/dissipated energy (mm 3 /J)). Both representations can be used as a substitute of the traditional wear rate because of the simultaneous involvement of several wear parameters and of its strong dependence on the wear mode.…”
Section: Tribological Testsmentioning
confidence: 99%
“…For example, the wear performance of a metal have been presented in wear rate, 17 weight loss, 18,19 volume loss [20][21][22][23] specific wear rate and/or wear resistance. 24,25 Each form introduces different understanding and trends to the results which in turn makes the results to become misleading and the data incomparable. Therefore, the authors highly recommend presenting the wear performance of materials in terms of specific wear rate, which represents the volume loss per applied load and sliding distance.…”
Section: Introductionmentioning
confidence: 99%