Energy decay rates for solutions of the wave equations with nonlinear damping in exterior domain
In this paper we study the behaviors of the energy of solutions of the wave equations with localized nonlinear damping in exterior domains.
math.AP↗
arXiv subjects
Moez Daoulatli
Publications and source records attributed to Moez Daoulatli.
Stabilization of the wave equation with external force
We study the rate of decay of the energy functional of solutions of the wave equation with localized damping and a external force. We prove that the decay rates of the energy functional is determined from a forced differential equation.
math.AP↗