It is well known that for the classical Navier–Stokes problem the best one can obtain is some
decays in time of power type. With this in mind, we consider in this work, the classical Navier …

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The purpose of this work is the analysis of the existence and uniqueness of weak solutions
to a Kelvin–Voigt problem wherein the viscous and relaxation parts of the stress tensor are …

In this work, we study a one-equation turbulence\(k\)-epsilon model that governs fluid flows
through permeable media. The model problem under consideration here is derived from the …

We show how the action on two simultaneous effects (a suitable coupling about velocity and
temperature and a low range of temperature but upper that the phase changing one) may be …

A nonlinear initial and boundary-value problem for the Kelvin–Voigt equations with
anisotropic diffusion, relaxation and absorption/damping terms is considered in this work …

We consider a planar stationary flow of an incompressible viscous fluid in a semi-infinite
strip governed by the Stokes system with a body forces field. We show how this fluid can be …

In this work we consider the generalized Navier–Stokes equations with the presence of a
damping term in the momentum equation. The problem studied here derives from the set of …

In this work, a stationary 2d Navier-Stokes problem with nonlinear feedback forces field is
considered in the stream-function formulation. We use the Continuous/Discontinuous Finite …

The main aim of this paper is to develop a nonconforming mixed finite element method for
the time-dependent Navier–Stokes problem with nonlinear damping term. The …