00896nas a2200109   4500008004100000245008200041210006900123260001000192520051200202100001800714856005400732       2019                        en  d00aA continuous dependence result for a dynamic debonding model in dimension one0 acontinuous dependence result for a dynamic debonding model in di  bSISSA3 a<p>In this paper we address the problem of continuous dependence on initial and boundary data for a one-dimensional debonding model describing a thin ﬁlm peeled away from a substrate. The system underlying the process couples the weakly damped wave equation with a Griﬃth’s criterion which rules the evolution of the debonded region. We show that under general convergence assumptions on the data the corresponding solutions converge to the limit one with respect to diﬀerent natural topologies.</p>1 aRiva, Filippo  uhttp://preprints.sissa.it/xmlui/handle/1963/35329