Stability Analysis for Steady State Solutions of Burger Equation

The Stability Analysis of Steady State Solution of Burger equation by using Fourier mode Stability analysis in two cases has been considered , the first one when the amplitude is constant and the second one when the amplitude is variable . In the first case the steady state solution is always stable...

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Main Authors: Saad Manna, Badran Salem
Format: Article
Language:English
Published: Mosul University 2009-09-01
Series:Al-Rafidain Journal of Computer Sciences and Mathematics
Subjects:
Online Access:https://csmj.mosuljournals.com/article_163836_a1a84800360a14f27fa560f5efb31fc3.pdf
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author Saad Manna
Badran Salem
author_facet Saad Manna
Badran Salem
author_sort Saad Manna
collection DOAJ
description The Stability Analysis of Steady State Solution of Burger equation by using Fourier mode Stability analysis in two cases has been considered , the first one when the amplitude is constant and the second one when the amplitude is variable . In the first case the steady state solution is always stable and the second case is conditionally stable . In the second case the comparison between the analytical solution and numerical solution of Galerkin technique are the same.
format Article
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issn 1815-4816
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publishDate 2009-09-01
publisher Mosul University
record_format Article
series Al-Rafidain Journal of Computer Sciences and Mathematics
spelling doaj-art-e38c2637cbe34d61be2effd22a869d852025-08-20T01:51:06ZengMosul UniversityAl-Rafidain Journal of Computer Sciences and Mathematics1815-48162311-79902009-09-0163253610.33899/csmj.2009.163836163836Stability Analysis for Steady State Solutions of Burger EquationSaad Manna0Badran Salem1College of Education University of DuhokCollege of Basic Education University of MosulThe Stability Analysis of Steady State Solution of Burger equation by using Fourier mode Stability analysis in two cases has been considered , the first one when the amplitude is constant and the second one when the amplitude is variable . In the first case the steady state solution is always stable and the second case is conditionally stable . In the second case the comparison between the analytical solution and numerical solution of Galerkin technique are the same.https://csmj.mosuljournals.com/article_163836_a1a84800360a14f27fa560f5efb31fc3.pdfstability analysisburger equationgalerkin technique
spellingShingle Saad Manna
Badran Salem
Stability Analysis for Steady State Solutions of Burger Equation
Al-Rafidain Journal of Computer Sciences and Mathematics
stability analysis
burger equation
galerkin technique
title Stability Analysis for Steady State Solutions of Burger Equation
title_full Stability Analysis for Steady State Solutions of Burger Equation
title_fullStr Stability Analysis for Steady State Solutions of Burger Equation
title_full_unstemmed Stability Analysis for Steady State Solutions of Burger Equation
title_short Stability Analysis for Steady State Solutions of Burger Equation
title_sort stability analysis for steady state solutions of burger equation
topic stability analysis
burger equation
galerkin technique
url https://csmj.mosuljournals.com/article_163836_a1a84800360a14f27fa560f5efb31fc3.pdf
work_keys_str_mv AT saadmanna stabilityanalysisforsteadystatesolutionsofburgerequation
AT badransalem stabilityanalysisforsteadystatesolutionsofburgerequation