Abstract (EN):
The 2D laminar flow around a confined cylinder
with a 50% blockage ratio is an established
benchmark in the development of numerical
methods for non-Newtonian fluids [1]. Its practical
application is accompanied by 3D flow
characteristics and the combination of flow inertia,
viscoelasticity and three-dimensionality leads to
unexpected results. As such, the impact of 3D
effects depends essentially on the aspect ratio of
the cylinder, the type of confinement, the
Reynolds number and also on the rheology of the
working fluid.
The study of viscoelastic flow past a confined
cylinder in a rectangular duct with a blockage ratio
of 50% shows the appearance of 3D effects near
the end walls [2]. Studies of the flow past gradual
contractions, which can be qualitatively compared
with the upstream flow around a cylinder, show
the appearance of velocity overshoots near the
end walls upstream the contraction. This velocity
overshoots, called ¿cat¿s ears¿ phenomenon is
due to elastic effects [3, 4].
Most of the experimental studies of viscoelastic
fluid flow past a confined cylinder refer to steady
creeping flow conditions or, in contrast, to high
Reynolds number flows, close or above the onset
of vortex shedding. So, the lack of experimental
studies that consider flow around a cylinder from
creeping conditions up the onset of laminar vortex
shedding is one of the motivations of this work.
The existence of 3D effects and their dependency
with the aspect ratio is also an important aspect of
our investigation. The main goal of this study is to
investigate the flows of a Newtonian fluid and a
viscoelastic shear-thinning fluid past a confined
cylinder from creeping flow conditions (Re ¿ 0)
up to the critical condition for the onset of vortex
shedding. The Newtonian results obtained are
compared with numerical calculations, using an
in-house finite volume code [5].
Idioma:
Inglês
Tipo (Avaliação Docente):
Científica
Notas:
POSTER SESSION II, FLUID MECHANICS AND NUMERICAL SIMULATION, II3. Rheology Trends: from nano to macro systems
ISBN: 978-972-8669-50-8
Nº de páginas:
4