Sciweavers

Share
MOC
2010

Approximation of nonlinear wave equations with nonstandard anisotropic growth conditions

9 years 6 months ago
Approximation of nonlinear wave equations with nonstandard anisotropic growth conditions
Weak solutions for nonlinear wave equations involving the p(x)-Laplacian, for p : (1, ) are constructed as appropriate limits of solutions of an implicit finite element discretization of the problem. A simple fixed-point scheme with appropriate stopping criterion is proposed to conclude convergence for all, discretization, regularization, perturbation, and stopping parameters tending to zero. Computational experiments are included to motivate interesting dynamics, such as blow-up, and asymptotic decay behavior.
Jonas Haehnle, Andreas Prohl
Added 20 May 2011
Updated 20 May 2011
Type Journal
Year 2010
Where MOC
Authors Jonas Haehnle, Andreas Prohl
Comments (0)
books