Publicado 12 números por año
ISSN Imprimir: 1091-028X
ISSN En Línea: 1934-0508
Indexed in
Stokes Problem for an Oscillating Plate in a Porous Medium with Hall Effects
SINOPSIS
An exact solution of the flow of a viscous fluid on a porous plate by using the Laplace transform is obtained in the presence of a strong magnetic field by introducing the Hall currents. The fluid half-space is considered to be porous. Large time solution, displacement thickness, energy aspects, and effects of a porous medium are discussed. Finally, some special cases with graphs are presented.
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Mohyuddin Muhammad R., Ahmad Akhlaq, Corrigendum to: Inverse solutions for a second-grade fluid for porous medium channel and hall current effects by Muhammad R Mohyuddin and Ehsan Ellahi Ashraf, Proceedings Mathematical Sciences, 117, 2, 2007. Crossref
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Mohyuddin Muhammad R., Few exact solution of the stokes’ problem with slip at the wall in case of suction/blowing, Journal of Mechanical Science and Technology, 21, 5, 2007. Crossref
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Mohyuddin Muhammad R., Mirza Azhar Ali, Siddiqui A. M., HYDROMAGNETIC UNSTEADY RIVLIN-ERICKSEN THIRD-GRADE FLOW FOR STOKES' SECOND PROBLEM, Chemical Engineering Communications, 194, 9, 2007. Crossref