A model was developed to understand the aggregation process of the particles in electrorheological (ER) fluids under the action of an applied electric field. By
The oscillating natural convection in the presence of transverse magnetic field with time depending pressure gradient is studied. The analysis of the problem is
Kantorovich theorem was extended to variational inequalities by which the convergence of Newton iteration, the existence and uniqueness of the solution of the p
A class of nonlinear boundary value problems(BVP) for the second-order E2 class elliptic systems itt general form is discussed. By introducing a kind of transfo