We prove a stability result for a large class of unilateral minimality properties which arise naturally in the theory of crack propagation proposed by Francfort and Marigo (JMPS, 1999). Then we give an application to the quasistatic evolution of cracks in composite materials.

A $Gamma$-convergence approach to stability of unilateral minimality properties in fracture mechanics and applications

GIACOMINI, Alessandro;
2006

Abstract

We prove a stability result for a large class of unilateral minimality properties which arise naturally in the theory of crack propagation proposed by Francfort and Marigo (JMPS, 1999). Then we give an application to the quasistatic evolution of cracks in composite materials.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11379/22848
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