In this study, the effects of magnetic field and nanoparticle on the Jeffery-
Hamel flow are studied using a powerful analytical method called the Adomian decomposition
method (ADM). The traditional Navier-Stokes equation of fluid mechanics and
Maxwell’s electromagnetism governing equations are reduced to nonlinear ordinary differential
equations to model the problem. The obtained results are well agreed with that of
the Runge-Kutta method. The present plots confirm that the method has high accuracy
for different α, Ha, and Re numbers. The flow field inside the divergent channel is studied
for various values of Hartmann number and angle of channel. The effect of nanoparticle
volume fraction in the absence of magnetic field is investigated
