A the thermal flow analysis for Newtonian MHD fluid on a shrinking sheet was studied. The effects of the uniform vertical magnetic field and a suction flow on the sheet were considered in the present heat convection problem. The similarity method was used to transform the governing partial differential equations to a set of ordinary differential equations. A finite -difference method was used to obtain numerical solution of the equations. The results show that a reverse was present with the natural convection and this effect can be suppressed by the increasing magnetic parameter or suction rate. In addition, the reverse flow is also suppressed with higher prandtl number.