Asymptotic stability for a wave equation with logarithmic nonlinearity, weak and strong damping e ects and nonlinear boundary source

In this article, we investigate asymptotic stability of solutions for a wave equation with weak and strong damping e ects, logarithmic nonlinearity and nonlinearboundary source term. We use the Sobolev logarithmic inequality and a technical integral inequality by Komornik [۳] to obtain the result.

Keywords:

Asymptotic stability , Wave equation , Logarithmic nonlinearity , Nonlinear source