On the nonlinear stability of flow of a conducting fluid past a porous flat plate in a transverse magnetic field (Q795641)
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scientific article; zbMATH DE number 3862748
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On the nonlinear stability of flow of a conducting fluid past a porous flat plate in a transverse magnetic field |
scientific article; zbMATH DE number 3862748 |
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On the nonlinear stability of flow of a conducting fluid past a porous flat plate in a transverse magnetic field (English)
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1983
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Using the energy method due to \textit{J. Serrin} [in \textit{S. Flügge} (ed.), Encyclopedia of Physics VIII/1, (1959; Zbl 0102.405)] and \textit{D. D. Joseph} [Stability of fluid motions. II. (1976; Zbl 0345.76023)], the authors have studied the stability of the flow of a conducting fluid past a flat plate with suction and a transverse magnetic field. Considering disturbances which are periodic in the plane of the plate and integrable in the transverse direction they are able to derive sufficient condition for stability.
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periodic disturbances
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energy method
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conducting fluid past a flat plate
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suction
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transverse magnetic field
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sufficient condition for stability
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0.92014086
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0.9052656
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0.9050821
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0.9043182
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0.9027235
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0.89977473
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