Weak galerkin finite element method for the linear Schrodinger equation
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Published:2023
Issue:5
Volume:26
Page:919-923
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ISSN:0972-0502
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Container-title:Journal of Interdisciplinary Mathematics
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language:
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Short-container-title:JIM
Author:
Aziz Dalal Ismael,Hussein Ahmed J.
Abstract
The numerical technique for 2D time dependent linear Schrodinger equation is the subject of this work. The approximations are produced using the weak Galerkin finite element technique with continous and discrete FEM, on relay , using the backward Euler method in time. Using the elliptic projection operator, we provide L2 error speculation for continues and discretely weak Galerkin finite element.
Publisher
Taru Publications
Subject
Applied Mathematics,Analysis