In this work we study a nonlinear wave equation, depending on different norms of the initial conditions, has bounded solution for all t > 0 or 0 < t < T0 for some T0 > 0. We also prove that the solution may blow-up at T0. Proofs of some the analytical results listed are sketched or given. For approximate numerical solutions we use the finite element method… (More)

@article{Rincon2016NumericalAA,
title={Numerical analysis and simulation for a nonlinear wave equation},
author={M. A. Rincon and N. P. Quintino},
journal={J. Computational Applied Mathematics},
year={2016},
volume={296},
pages={247-264}
}