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This article aims to study the thin film layer flowing on a vertical oscillating belt. The flow is considered to satisfy the constitutive equation of unsteady second grade fluid. The governing equation for velocity and temperature fields with subjected initial and boundary conditions are solved by two analytical techniques namely Adomian Decomposition(More)
In this work, we have carried out the influence of temperature dependent viscosity on thin film flow of a magnetohydrodynamic (MHD) third grade fluid past a vertical belt. The governing coupled non-linear differential equations with appropriate boundary conditions are solved analytically by using Adomian Decomposition Method (ADM). In order to make(More)
This paper studies the unsteady magnetohydrodynamics (MHD) thin film flow of an incompressible Oldroyd-B fluid over an oscillating inclined belt making a certain angle with the horizontal. The problem is modeled in terms of non-linear partial differential equations with some physical initial and boundary conditions. This problem is solved for the exact(More)
The magnetohydrodynamic thin film nanofluid sprayed on a stretching cylinder with heat transfer is explored. The spray rate is a function of film size. Constant reference temperature is used for the motion past an expanding cylinder. The sundry behavior of the magnetic nano liquid thin film is carefully noticed which results in to bring changes in the flow(More)
This paper explores Liquid Film Flow of Williamson Fluid over an Unstable Stretching Surface in a Porous Space. The Brownian motion and Thermophoresis effect of the liquid film flow on a stretching sheet have been observed. This research include, to focus on the variation in the thickness of the liquid film in a porous space. The self-similarity variables(More)
In this paper, we consider an SEIR model with non-linear saturated incidence rate and temporary immunity. First, we formulate the model and find its basic reproduction number. For the basic reproduction number R 0 < 1, the disease free equilibrium is stable locally as well as globally. In case R 0 > 1, the model at the endemic equilibrium point is stable(More)
Current article deal with the study of non-Newtonian Couette and Poiseuille flow between two periodically and parallel oscillating vertical plates. The unsteady constitutive equations of differential type have been used. Uniform magnetic field is applied perpendicularly to the flow field between parallel plates. The effect of temperature is also involved in(More)
tributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. Abstract Cholera is an infection of the small intestine caused by the bacterium Vibrio cholera. In this work, we consider a mathematical model SIRB which represents the dynamics(More)