The magnetohydrodynamic Jeffery-Hamel flow is studied analytically. The traditional Navier
Stokes equation of fluid mechanics and Maxwell’s electromagnetism governing equations reduce
to nonlinear ordinary differential equations to model this problem. The analytical tool of Adomian
decomposition method is used to solve this nonlinear problem. The velocity profile of the
conductive fluid inside the divergent channel is studied for various values of Hartmann number.
Results agreewellwith the numerical ,Runge-Kutta method results, tabulated in a table. The plots
confirm that the method used is of high accuracy for different α, Ha, and Re numbers
