Stabilisation of a wave equation with localised memory term and boundary frictional damping

What is it about?

This paper is devoted to the study of uniformdecay of awave equation with dynamical boundary conditions, localised memory term and frictional dampings. We prove that a localised memory term combined with frictional dissipations is strong enough, via transmission process (u|=v), to assure the asymptotic stability of the whole system.

Featured Image