The purpose of this presentation is to report mean velocity-profile data for fully-developed pipe flow of a wide range of shear-thinning liquids together with two Newtonian control liquids. Although most of the data reported are for the laminar-turbulent transition regime, data are also included for laminar and turbulent flow. The experimental data were obtained in unrelated research programmes in UK, France and Australia, all using laser Doppler anemometry (LDA) as the measurement technique. In the majority of cases, axisymmetric flow is observed for the laminar and turbulent flow conditions, although asymmetry due to the Earth’s rotation is evident for the laminar flow of a Newtonian fluid of low viscosity (i.e. low Ekman number). The key point, however, is that for certain fluids, both yield-stress and viscoelastic (all fluids in this study are shear thinning), asymmetry to varying degrees is apparent at all stages of transition from laminar to turbulent flow, i.e. from the first indications to almost fully-developed turbulence. The fact that symmetrical velocity profiles are obtained for both laminar and turbulent flow of all the non-Newtonian fluids in all three laboratories leads to the conclusion that the asymmetry must be a consequence of a fluid-dynamic mechanism, as yet not identified, rather than imperfections in the flow facilities.

1.
Allan
J. J.
,
Greated
C. A.
and
McComb
W. D.
.
Laser-Doppler anemometer measurements of turbulent structure in non-Newtonian fluids
.
J. Phys. (D) Applied Phys.
17
(
1984
)
533
533
2.
Chung
J. S.
and
Graebel
W. P.
.
Laser anemometer measurements of turbulence in non-Newtonian pipe flows
.
Phys. Fluids
15
(
1972
)
546
546
3.
Dean
W. R.
.
Note on the motion of a fluid in a curved pipe
.
Phil. Mag.
4
(
1927
)
208
208
4.
Draad
A.
and
Nieuwstadt
F. T. M.
.
The Earth’s rotation and laminar pipe flow
.
J. Fluid Mech.
361
(
1998
)
297
297
5.
Eliahou
S.
,
Tumin
A.
and
Wygnanski
I.
.
Laminar-turbulent transition in Poiseuille pipe flow subjected to periodic perturbation emanating from the wall
.
J. Fluid Mech.
361
(
1998
)
333
333
6.
Escudier
M. P.
and
Presti
F.
.
Pipe flow of a thixotropic liquid
.
Journal of Non-Newtonian Fluid Mechanics
62
(
1996
)
291
291
.
7.
Escudier
M. P.
,
Presti
F.
and
Smith
S.
.
Drag reduction in the turbulent pipe flow of polymers
.
Journal of Non-Newtonian Fluid Mechanics
81
(
1999
)
197
197
.
8.
Graham
L. J. W.
and
Pullum
L.
.
An Investigation of Complex Hybrid Suspension Flows by Magnetic Resonance Imaging
,
Can. J. Chem. Eng.
80
(
2002
)
200
200
.
9.
McComb
W. D.
and
Rabie
L. H.
.
Part II: Laser-Doppler measurements of turbulent structure
.
AIChE J.
28
(
1982
)
558
558
10.
Mizushina
T.
and
Usui
H.
.
Reduction of eddy diffusion for momentum and heat in viscoelastic fluid flow in a circular pipe
.
Phys. Fluids
20
(
1977
)
100
100
11.
Pereira
A. S.
and
Pinho
F. T.
.
Turbulent pipe flow characteristics of low molecular weight polymer solutions
.
Journal of Non-Newtonian Fluid Mechanics
55
(
1994
)
321
321
12.
Pereira
A. S.
and
Pinho
F. T.
.
Turbulent pipe flow of thixotropic fluids
.
Int. J. Heat Fluid Flow
23
(
2002
)
36
36
13.
J. Peixinho, C. Nouar, C. Desaubry and B. Theron. Laminar transitional and turbulent flow of yield stress fluid in a pipe. Submitted for publication.
14.
Pinho
F. T.
and
Whitelaw
J. H.
.
Flow of non-Newtonian fluids in a pipe
.
Journal of Non-Newtonian Fluid Mechanics
34
(
1990
)
129
129
15.
Poole
R. J.
,
Escudier
M. P.
,
Turbulent flow of viscoelastic liquids through an axisymmetric sudden expansion
.
Journal of Non-Newtonian Fluid Mechanics
117
(
2004
)
25
25
16.
Ptasinski
P. K.
,
Nieuwstadt
F. T. M.
,
van den Brule
B. H. A. A.
, and
Hulsen
M. A.
.
Experiments in turbulent pipe flow with polymer additives at maximum drag reduction
.
Flow Turbulence and Combustion
66
(
2001
)
159
159
17.
Schuemmer
P.
and
Thielen
W.
.
Structure of turbulence in viscoelastic fluids
.
Chem. Eng. Commun.
4
(
1980
)
593
593
.
18.
den Toonder
J. M. J.
,
Hulsen
M. A.
,
Kuiken
G. D. C.
and
Nieuwstadt
F. T. M.
.
Drag reduction by polymer additives in a turbulent pipe flow: numerical and laboratory experiments
.
J. Fluid Mech.
337
(
1997
)
193
193
.
19.
F. M. White. Viscous fluid flow. McGraw-Hill (1991) 2nd Edn
20.
Yasuda
K.
,
Armstrong
R. C.
and
Cohen
R. E.
.
Shear flow properties of concentrated solutions of linear and star branched polystyrenes
.
Rheol. Acta
,
20
(
1981
)
163
163
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