In the present paper, Hall current and radiation effects on unsteady natural convection MHD flow with inclined magnetic field is studied. The viscous, incompressible and an electrically conducting fluid is considered. This model contains equations of motion, equation of energy and diffusion equation. The system of partial differential equations is transformed to dimensionless equations by using dimensionless variables. Exact solution of governing equations is obtained by Laplace Transform Technique. For analysing the solution of the model, desirable sets of the values of the parameters have been considered. The obtained results of velocity, concentration and temperature have been analysed with the help of graphs drawn for different parameters. The numerical values of Nusselt number have been tabulated. The results of the study may find applications in the field related to the solar physics dealing with the solar cycle, Magnetohydrodynamics sensors, rotating MHD induction machine energy generator, the sunspot development, the structure of rotating magnetic stars etc.
Rajput, U. S. and Gupta, Naval K.
Hall Current and Radiation Effects on Unsteady Natural Convection MHD flow with Inclined Magnetic field,
Applications and Applied Mathematics: An International Journal (AAM), Vol. 16,
1, Article 29.
Available at: https://digitalcommons.pvamu.edu/aam/vol16/iss1/29