DOI: 10.5176/2251-3388_2.1.27
Authors: Baomin Qiao
Abstract:
The aim of this paper is to study the convergence analysis for a class of Klein-Gordon equations with strong damping by bilinear element. Error estimates and result of super-close are obtained by using some new approaches and techniques. Finally, the corresponding global super-convergence is got by taking the advantage of the technique of the post-processing operator.
Keywords: Strong damping, Klein-Gordon equations, bilinear element; error estimate, super-close,
super-convergence
Updating...