Numerical Study of Rayleigh-Benard Problem under the Effect of Magnetic Field

Numerical Study of Rayleigh-Benard Problem under the Effect of Magnetic Field

In this paper, a linear stability analysis is studied for Rayliegh-Benard problem with the effect of magnetic field, a perturbation equations is solved numerically by using spectral Chebyshev tau method, the boundaries are considered both are free, both are rigid, the lower is free and the upper is...

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Veröffentlicht in:International journal of analysis and applications 2021-01, Vol.19 (3), p.440-454
Hauptverfasser: Abdelfatah Abasher, Mohammed Gubara, Suliman Sheen, Ibrahim Bashir
Format: Artikel
Sprache:eng
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Zusammenfassung:In this paper, a linear stability analysis is studied for Rayliegh-Benard problem with the effect of magnetic field, a perturbation equations is solved numerically by using spectral Chebyshev tau method, the boundaries are considered both are free, both are rigid, the lower is free and the upper is rigid, the results were illustrated graphically and compared with previous studies.
ISSN:2291-8639
2291-8639
DOI:10.28924/2291-8639-19-2021-440