MHD flow of Burger’s fluid over an off-centered rotating disk in a porous medium | Zendy

Najeeb Alam Khan | Zendy; Sidra Khan | Zendy; Saif Ullah | Zendy

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MHD flow of Burger’s fluid over an off-centered rotating disk in a porous medium

Author(s) -

Najeeb Alam Khan,

Sidra Khan,

Saif Ullah

Publication year - 2015

Publication title -

aip advances

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.421

H-Index - 58

ISSN - 2158-3226

DOI - 10.1063/1.4929972

Subject(s) - homotopy analysis method , magnetohydrodynamics , porous medium , matrix similarity , mechanics , partial differential equation , similarity solution , suction , ordinary differential equation , magnetic field , fluid dynamics , porosity , physics , flow (mathematics) , classical mechanics , materials science , mathematics , mathematical analysis , differential equation , thermodynamics , nonlinear system , boundary layer , composite material , quantum mechanics

In this study, off-centered stagnation flow of three dimensional Burger’s fluid over an infinite rotating disk in a porous medium with a uniform magnetic field, which is applying normal to the disk, is investigated. A uniform suction/injection is applied through the surface of the porous disk. The structure has been modeled in the form of ordinary differential equations, which are reduced from partial differential equations by using the similarity transformation. Analytical solution is obtained by non-perturbation technique of homotopy analysis method (HAM). The influence of non-dimensional parameters on velocity profile is presented in graphical form and the numerical comparison is made with the viscous fluid as a special case

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