Mathematical Formulation of the problem
Suppose an steady, incompressible, electrically conducting biomagnetic fluid (blood) flow and heat transfer past through a two dimensional stretching sheet with velocity \(u=cx\) where \(c\) where \(c\) is a constant as shown in Fig. 1. Also suppose that the velocity components \(u\) and \(v\) are represents respectively in \(x\) and \(y\)-axes. \(T_{w }\) is the temperature of the sheet which kept fixed and the temperature of the ambient fluid is \(T_{\infty }\) which situated far away from the surface, where \(T_{w}<T_{\infty}\). A magnetic dipole locate at below the sheet at distance \(d\) which generated by magnetic field of strength.