In this paper a spring-like micromechanical contact model is proposed, aiming to describe the mechanical behavior of two rough surfaces in no-sliding contact under a closure pressure. The contact region between two elastic bodies is described as a thin damaged interphase characterized by the occurrence of non-interacting penny-shaped cracks (internal cracks). By combining a homogenization approach and an asymptotic technique, tangential and normal equivalent contact stiffnesses are consistently derived. An analytical description of evolving contact and no-contact areas with respect to the closure pressure is also provided, resulting consistent with theoretical Hertz-based asymptotic predictions and in good agreement with available numerical estimates. Proposed model has been successfully validated through comparisons with some theoretical and experimental results available in literature, as well as with other well-established modeling approaches. Finally, the influence of main model parameters is addressed, proving also the model capability to catch the experimentally-observed dependence of the tangent-to- normal contact stiffness ratio on the closure pressure.

Raffa, M., Lebon, F., Vairo, G. (2016). Normal and tangential stiffnesses of rough surfaces in contact via an imperfect interface model. INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES, 87, 245-253 [10.1016/j.ijsolstr.2016.01.025].

Normal and tangential stiffnesses of rough surfaces in contact via an imperfect interface model

Vairo, G
2016-01-01

Abstract

In this paper a spring-like micromechanical contact model is proposed, aiming to describe the mechanical behavior of two rough surfaces in no-sliding contact under a closure pressure. The contact region between two elastic bodies is described as a thin damaged interphase characterized by the occurrence of non-interacting penny-shaped cracks (internal cracks). By combining a homogenization approach and an asymptotic technique, tangential and normal equivalent contact stiffnesses are consistently derived. An analytical description of evolving contact and no-contact areas with respect to the closure pressure is also provided, resulting consistent with theoretical Hertz-based asymptotic predictions and in good agreement with available numerical estimates. Proposed model has been successfully validated through comparisons with some theoretical and experimental results available in literature, as well as with other well-established modeling approaches. Finally, the influence of main model parameters is addressed, proving also the model capability to catch the experimentally-observed dependence of the tangent-to- normal contact stiffness ratio on the closure pressure.
2016
Pubblicato
Rilevanza internazionale
Articolo
Esperti anonimi
Settore ICAR/08 - SCIENZA DELLE COSTRUZIONI
English
Con Impact Factor ISI
interface contact stiffness; contact area; imperfect interface approach; homogenization of a microcracked interphase; asymptotic analysis
Raffa, M., Lebon, F., Vairo, G. (2016). Normal and tangential stiffnesses of rough surfaces in contact via an imperfect interface model. INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES, 87, 245-253 [10.1016/j.ijsolstr.2016.01.025].
Raffa, M; Lebon, F; Vairo, G
Articolo su rivista
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2108/200436
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