ON A SYSTEM OF EQUATIONS OF A NON-NEWTONIAN MICROPOLAR FLUID IN THE STATIONARY FORM
In this paper, we investigate a problem for a model of a non-Newtonian micropolar fluid system coupled in the stationary form. The problem is considered in a bounded, smooth domain of The operator stress tensor is given by To prove existence of weak solutions, we use the method of Faedo-Galerkin and compactness arguments. Uniqueness of solutions is also considered.
micropolar fluids, quasi-Newtonian, Galerkin, stationary form.
