Mathematical Modelling of Viscous Flows Through and Past D-Layers - Panga, Gurivi Reddy
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A boundary layer flow of a viscous in compressible and electrically conducting fluid past an infinite vertical porous plate has been considered. Exact solutions to the dimension less governing equations have been obtained by using the single and multiple parameter perturbation technique. Finite difference method and also Laplace transform method. Thermo diffusion effect on an unsteady simultaneous convective heat and mass transfer flow of an in compressible, electrically conducting, heat generating/absorbing fluid along a semi infinite moving porous plate.

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Produktbeschreibung
A boundary layer flow of a viscous in compressible and electrically conducting fluid past an infinite vertical porous plate has been considered. Exact solutions to the dimension less governing equations have been obtained by using the single and multiple parameter perturbation technique. Finite difference method and also Laplace transform method. Thermo diffusion effect on an unsteady simultaneous convective heat and mass transfer flow of an in compressible, electrically conducting, heat generating/absorbing fluid along a semi infinite moving porous plate.
Autorenporträt
Dr.P.Gurivi Reddy has obtained Ph.D Degree in Mathematics in 2009 from S.V.University, Tirupathi, A.P, India. He published 14 papers in various International Journals and participated in many National and International conferences. He is currently works as on associate professor in Mathematics, SBVR Degree College, Badvel, YSR Dist, A.P, India.