Steady boundary layer of non-Newtonian liquid on a permeable rectangular wedge at stationary injection (suction) with regard to the archimedes force influence

We study the solutions of differential equations of a laminar boundary laye r of non-Newtonian liquid on a permeable surface at stationary suction taki ng the influence of the Archimedes force into account. We show the influenc e of liquid injection (suction), rheological indices and the Archimedes for ce on the boundary layer characteristics. Using the group analysis as the b ase, we construct the partial solutions with corresponding laws of suction and determine the self-similar solutions.