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  1. Journal of Mathematical Fluid Mechanics
  2. Journal of Mathematical Fluid Mechanics : Volume 10
  3. Journal of Mathematical Fluid Mechanics : Volume 10, Issue 1, March 2008
  4. Regularity of Flow of Anisotropic Fluid
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Journal of Mathematical Fluid Mechanics : Volume 19
Journal of Mathematical Fluid Mechanics : Volume 18
Journal of Mathematical Fluid Mechanics : Volume 17
Journal of Mathematical Fluid Mechanics : Volume 16
Journal of Mathematical Fluid Mechanics : Volume 15
Journal of Mathematical Fluid Mechanics : Volume 14
Journal of Mathematical Fluid Mechanics : Volume 13
Journal of Mathematical Fluid Mechanics : Volume 12
Journal of Mathematical Fluid Mechanics : Volume 11
Journal of Mathematical Fluid Mechanics : Volume 10
Journal of Mathematical Fluid Mechanics : Volume 10, Issue 4, November 2008
Journal of Mathematical Fluid Mechanics : Volume 10, Issue 3, August 2008
Journal of Mathematical Fluid Mechanics : Volume 10, Issue 2, June 2008
Journal of Mathematical Fluid Mechanics : Volume 10, Issue 1, March 2008
Particle Trajectories in Linear Water Waves
Trajectory and Global Attractors of the Boundary Value Problem for Autonomous Motion Equations of Viscoelastic Medium
Second Order Adaptive Boundary Conditions for Exterior Flow Problems: Non-Symmetric Stationary Flows in Two Dimensions
Regularity of Flow of Anisotropic Fluid
On Spatial Decay Estimates for Derivatives of Vorticities with Application to Large Time Behavior of the Two-Dimensional Navier–Stokes Flow
New Sufficient Conditions of Local Regularity for Solutions to the Navier–Stokes Equations
Brinkmann Model and Double Penalization Method for the Flow Around a Porous Thin Layer
Journal of Mathematical Fluid Mechanics : Volume 9
Journal of Mathematical Fluid Mechanics : Volume 8
Journal of Mathematical Fluid Mechanics : Volume 7
Journal of Mathematical Fluid Mechanics : Volume 6
Journal of Mathematical Fluid Mechanics : Volume 5
Journal of Mathematical Fluid Mechanics : Volume 4
Journal of Mathematical Fluid Mechanics : Volume 3
Journal of Mathematical Fluid Mechanics : Volume 2
Journal of Mathematical Fluid Mechanics : Volume 1

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Regularity of Flow of Anisotropic Fluid

Content Provider SpringerLink
Author Kaplický, Petr
Copyright Year 2006
Abstract We study the steady flow of an anisotropic generalised Newtonian fluid under Dirichlet boundary conditions in a bounded domain $$\Omega \subset \mathbb{R}^{2}$$ . The fluid is characterised by a nonlinear dependence of the stress tensor on the symmetric gradient of the velocity vector field. We prove the existence of a C 1,α-solution of this problem under certain assumptions on the growth of the elliptic term. The result is global: we prove the regularity up to the boundary of the domain Ω.
Ending Page 88
Page Count 18
Starting Page 71
File Format PDF
ISSN 14226928
e-ISSN 14226952
Journal Journal of Mathematical Fluid Mechanics
Issue Number 1
Volume Number 10
Language English
Publisher SP Birkhäuser Verlag Basel
Publisher Date 2006-09-19
Publisher Place Basel
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Mechanics, Fluids, Thermodynamics Mathematical Methods in Physics Fluids Hölder continuity of gradients anisotropic fluids PDEs in connection with fluid mechanics Generalised Newtonian fluids Nonlinear boundary value problems for linear elliptic equations regularity shear dependent viscosity Existence, uniqueness, and regularity theory
Content Type Text
Resource Type Article
Subject Applied Mathematics Mathematical Physics Condensed Matter Physics Computational Mathematics
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