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Adherence of Two Elastic Solids in Contact

Laboratoire des Materiaux et Structures (UMR 113), CNRS-LCPC, 75732 Paris Cedex 15, [Pg.303]

The energy of the system U = (7(5,83) is a function of the extensive variables S (entropy), 8, suid A it can be decomposed into elastic energy and interface energy = —wA. The first differential of the energy can be written in the form [Pg.304]

Quantity G, which describes the variation of elastic energy with A at constant 8, is the strain energy release rate. We note that hA is a kind of potential energy which can be recovered by crack healing. The three relationships [Pg.304]

By noting that Pb is the potential energy Up of the load, these expressions show that [Pg.305]

The Maxwell relations (obtained from the equality of the mixed partial derivatives of q or F) give [Pg.305]


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