A regularity criterion for 3D shear thinning fluids in terms of the direction of vorticity -
ScienceDirect Skip to main contentSkip to article Elsevier logo Journals & Books Search …

We show that a weak solution for unsteady 3D shear thickening flows becomes a strong
solution, for 2≤ p< 11 5, provided that the velocity field u belongs to the critical space L β (0 …

In this paper, we show that a weak solution for unsteady flows of 3D shear‐thinning fluids is
strong under certain integrability assumptions about two components of the vorticity. In …

Regularity Criterion for 3D Shear-Thinning Fluids via One Component of Velocity | Applied
Mathematics & Optimization Skip to main content SpringerLink Account Menu Find a journal …

In this study, we consider integral boundary value problems of nonlinear fractional
differential equations with finite delay. Existence results of positive solutions for the problems …

In this paper, we prove that a weak solution of the Cauchy problem for 3D unsteady flows of
a generalized Newtonian fluid becomes a strong solution for 5 3< p< 11 5 provided that the …

Regularity results for 3D shear-thinning fluid flows in terms of the gradient of one velocity
component | Zeitschrift für angewandte Mathematik und Physik Skip to main content …

Minimal thinness and rarefiedness are two notions that describe the smallness of sets at a
boundary point. In this paper we first introduce the definitions of minimal thinness and …

Our aim in this article is to study the existence and uniqueness of time periodic solutions to
3D fractional Schrödinger systems. The techniques in this work are based on Phragmén …

Mathematica Bohemica Page 1 Mathematica Bohemica Jae-Myoung Kim Remark on regularity
criterion for weak solutions to the shear thinning fluids Mathematica Bohemica, Vol. 149 …