The aim of this paper is that the exact solutions of Non-Newtonian fluid namely micropolar fluid with MHD in porous medium by traveling wave solution. The governing equations PEDs for incompressible micropolar fluid with MHD in porous medium are reduced to ODEs through wave parameter. Finally we represent the result in 2D or 3D graphs.
In the present, every researcher is working on the non-Newtonian fluid from the both essential and sensible point of view. These fluids are immediate effects on the processing of polymer, animal blood, liquid crystal, geological flows in the earth mantle. Non-Newtonian fluids were defined by ISSA.
The general equations of Non-Newtonian fluid are highly non-linear and higher- order than the Navier-stokes equations. Therefore many analytical and numerical solutions are accessible of Non-Newtonian fluid on the topic.
Micropolar fluid model is form of Non-Newtonian fluid which is depended upon a microstructure and belongs to non-symmetrical stress tensor. Micropolar fluid theory was introduced by Eriggen.
Physically, Micropolar fluid may be rigid particles, at random oriented (spherical) elements suspended in a viscous medium where the change of fluid elements is disregarded. Micropolar fluid can perform a better model for animal blood.