We deal with flows of non-Newtonian fluids in three-dimensional setting subjected to the
homogeneous Dirichlet boundary condition. Under the natural monotonicity, coercivity and …

Large class of non‐Newtonian fluids can be characterized by index p, which gives the
growth of the constitutively determined part of the Cauchy stress tensor. In this paper, the …

We consider a mathematical model with delay for non-Newtonian incompressible fluids in a
bounded domain. Existence of global weak solutions is proved under suitable regularity on …

The so-called Ladyzhenskaya model is analyzed from a non-autonomous dynamical system
point of view, for weak and strong solutions. Existence of attractors when forces are time …

We consider a system which describes the behavior of a binary mixture of immiscible
incompressible fluids with shear dependent viscosity by means of the diffuse interface …

We present the global modification of the Ladyzhenskaya equations, for incompressible non-
Newtonian fluids. This modification is through a cut-off function that multiplies the convective …

We consider 3D incompressible non-Newtonian fluid, subject to a dynamic boundary
condition. Using an iteration scheme in Nikolski-Bochner spaces, we obtain additional …

We consider a non-Newtonian incompressible 3D fluid of Ladyzhenskaya type, in the setting
of the dynamic boundary condition. Assuming sufficient growth rate of the stress tensor with …

We show time regularity of weak solutions for unsteady motion equations of generalized
Newtonian fluids described by p (x, t)-power law for p (x, t)⩾(3 n+ 2)/(n+ 2), n⩾ 2, by using a …

This paper is concerned with the pullback dynamics and asymptotic stability of three
dimensional Ladyzhenskaya-type incompressible fluid flow model with delay. Based on the …