00945nas a2200109   4500008004100000245010200041210006900143520053000212100002100742700001800763856005400781       2018                        en  d00aExistence and uniqueness of dynamic evolutions for a one dimensional debonding model with damping0 aExistence and uniqueness of dynamic evolutions for a one dimensi3 a<p>In this paper we analyse a one-dimensional debonding model for a thin film peeled from a substrate when friction is taken into account. It is described by the weakly damped wave equation whose domain, the debonded region, grows according to a Griffth's criterion. Firstly we prove that the equation admits a unique solution when the evolution of the debonding front is assigned. Finally we provide an existence and uniqueness result for the coupled problem given by the wave equation together with Griffth's criterion.</p>1 aNardini, Lorenzo1 aRiva, Filippo  uhttp://preprints.sissa.it/xmlui/handle/1963/35319