EVENTO
Local Discontinuous Galerkin Method for Parabolic Interface Problems
Tipo de evento: Seminário LNCC
In this talk, I shall firstly introduce our institute (Institute of Applied Physics and Computational Mathematics IAPCM). Then I shall give the so-called minimal dissipation local discontinuous Galerkin method for solving the parabolic interface problems. The interfaces are of arbitrary shape but are smooth. We prove that the proposed method is L^2 stable and the error estimate of linear Galerkin methods in the energy norm is of order O(h^2) for 1D and O(h|log h|^1/2) for 2D respectively. Numerical experiments are given to verify the efficiency and accuracy of the method.
Data Início: 18/10/2010 Hora: 14:00 Data Fim: Hora: 15:30
Local: LNCC - Laboratório Nacional de Computação Ciêntifica - Auditorio A
Comitê Organizador: Yu Xijun - Laboratory of Computational Physics - Institute of Applied Physics and Computational Mathematics - -
