On the Time Fractional Natural Convection Flow of Incompressible Viscous Fluid Past Vertical Plate
Abstract
Time fractional partial differential equations governing the free convective flow of an incompressible viscous fluid over vertical plate with Newtonian heating and mass diffusion in the presence of first order chemical reaction are derived by using fractional complex transforms. The dimensionless temperature, concentration and velocity field and the rate of heat and mass transfer from the plate to the field are determined using Laplace transform. The similarly solution for ordinary fluids is also determined. For the sake of practical importance, the influence of fractional parameter from temperature and concentration are discussed in detail.
Keywords: Viscous fluid, chemical reaction, time-fractional natural convection flow
Cite this Article
Patel Farhatbanu H, Timol MG. On the Time Fractional Natural Convection Flow of Incompressible Viscous Fluid Past Vertical Plate. Research & Reviews: Journal of Physics. 2019; 8(2): 69–74p.
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