Title : ( A HYBRID METHOD BASED ON SPECTRAL METHOD AND FINITE ELEMENT METHOD FOR SECOND ORDER PDES )
Authors: Mostafa Kafaei Razavi , Asghar Kerayechian , Mortaza Gachpazan ,
Full TextAbstract
Solving PDEs in particular elliptic equations on closed and bounded regions is of great importance. In this article the spectral elements method for second order partial differential equations with dirichlet boundary conditions on regular region is considered. Although the main goal is to solve elliptic problems with this kind of boundary conditions, however, we present the method on general closed and bounded regions. At the end we compare the results of proposed method with the finite element methods. The numerical results shows the efficiency of our method.
Keywords
, Spectral Element Method, elliptic PDEs, Dirichlet boundary conditions, regular domains.
@inproceedings{paperid:1066871,
author = {Kafaei Razavi, Mostafa and Kerayechian, Asghar and Gachpazan, Mortaza},
title = {A HYBRID METHOD BASED ON SPECTRAL METHOD AND FINITE ELEMENT METHOD FOR SECOND ORDER PDES},
booktitle = {223rd International Conference on Applied Physics and Mathematics (ICAPM)},
year = {2017},
location = {مسکو},
keywords = {Spectral Element Method; elliptic PDEs; Dirichlet boundary conditions; regular domains.},
}
%0 Conference Proceedings
%T A HYBRID METHOD BASED ON SPECTRAL METHOD AND FINITE ELEMENT METHOD FOR SECOND ORDER PDES
%A Kafaei Razavi, Mostafa
%A Kerayechian, Asghar
%A Gachpazan, Mortaza
%J 223rd International Conference on Applied Physics and Mathematics (ICAPM)
%D 2017
