Stagnation Point Flow of Magnetohydrodynamic Liquid across a Linear Stretching Sheet: A Numerical Study

This paper investigates the numerical result of stagnation point flow of Magnetohydrodynamic liquid (MHD) across a stretchable sheet in presence of chemical reaction and viscous dissipation. By applying the suitable similarity transformations, the essential governing physical phenomenon partial differential equations (PDE) are altered into non-linear ordinary differential equations (ODE). Later, were resolved numerically using the Lobatto III-A way technique in MATLAB (bvp4c). The results of the effect of the non-dimensional parameters like Velocity ratio parameter (?), Porosity (k), Magnetic parameter (M), Radiation parameter (R), etc. on velocity, concentration, and the temperature profiles for their various values were analysed and presented graphically. For the diverse values of relevant stream parameters, the numerical evaluation of the physical quantities was given in a tabular form.