Sana Ejaz2017-12-292017-12-292017https://escholar.umt.edu.pk/handle/123456789/2364Supervised by:Dr. M. Imran AsjadThe purpose of this work is to nd General solutions for Magnetohydrodynamic(MHD) natural convection ow of an incompressible viscous uid over an in nite verti- cal plate by considering Radiative heat transfer, Porous e ects and slip conditions. These solutions, are obtained by Laplace transform technique. They satisfy all imposed initial and boundary conditions and generate large class of exact solu- tions. For illustration, three special cases are considered and some interesting re- sults from literature are revived as limiting cases. The in uence of di erent param- eters on the uid motion are graphically illustrated. This work has been published International Journal of Computational Thermal Sciences, Vol: 9, pp. 1-11, (2017). vienLimiting cases.Graphically illustratedM.Phil ThesisGeneral solutions of convective flows of MHD casson fluid with slip and radiative Heat transfer at the boundaryGeneral solutions of convective flows of mhd casson fluid with slip and radiative heat transfer at the boundaryThesis