Mathematical study of MHD nano Carreau liquid flow in an inclined cone and wedge in the proximity of porous medium and chemical reaction.

The current research presents the boundary position movement of hydromagnetic and electrically administrating liquid past a wedge and a cone in the proximity of Cattaneo-Christov and chemical reaction. The flow constraints are converted into ODEs by utilizing community transfigurations and then integrated by promoting the bvp4c technique. The precipitate of many non-dimensional factors on liquid motion, temperature, and concentration domains in addition to the shear stress, rate of heat transfer, and rate of mass transfer has been inspected with the help of graphs and tables. When compared to the wedge flow, the heat transfer phenomena generated by the cone is overwhelming. Results are compared with existing literature. [ABSTRACT FROM AUTHOR]