References
1. Mewis, J. \Thixotropy-a general review", Int. J. of Non-Newt. Fluid Mech., 6, pp. 1-20 (1979).
2. Barnes, H.A. \Thixotropy-a review", Int. J. of Non- Newt. Fluid Mech., 70(1-2), pp. 1-33 (1997).
3. Mewis, J. and Wagner, N.J. \Thixotropy", Adv. Colloid and Interface Sci, 147/148, pp. 214-227 (2009).
4. Chandrasekhar, S., Hydrodynamic and Hydromagnetic
Stability, Oxford University Press, London (1961).
5. Drazin, P.G. and Reid, W.H., Hydrodynamic Stability,
2nd edition. Camb. Univ. Press, Cambridge (2004).
6. Pearson, J.R.A. and Tardy, P.M.J. \Models for
ow
of non-Newtonian and complex
uids through porous
media", Int. J. of Non-Newt. Fluid Mech., 102, pp.
447-473 (2002).
7. Ebrahimi, B., Taghavi, S.M., and Sadeghy, K. \Twophase
viscous ngering of immiscible thixotropic
uids:
A numerical study", Int. J. of Non-Newt. Fluid Mech.,
218, pp. 40-52 (2015).
8. Pourjafar, M., Chaparian, E., and Sadeghy, K.
\Taylor-Couette instability of thixotropic
uids", Meccanica,
50, pp. 1451-1465 (2015).
9. Wygnanski, I. and Champagne, F. \On transition in
a pipe. Part 1. The origin of pus and slugs and the
ow in a turbulent slug", J. of Fluid Mechanics, 59,
pp. 281-335 (1973).
10. Leite, R.J. \An experimental investigation of the
stability of Poiseuille
ow", J. of Fluid Mechanics, 5,
pp. 81-96 (1959).
11. Eliahou, S., Tumin, A., and Wygnanski, I. \Laminarturbulent
transition in Poiseuille pipe
ow subjected
to periodic perturbation emanating from the wall", J.
of Fluid Mechanics, 361, pp. 333-349 (1998).
12. Darbyshire, A. and Mullin, T. \Transition to turbulence
in constant-mass-
ux pipe
ow", J. of Fluid
Mechanics, 289, pp. 83-114 (1995).
13. Garg , V. and Rouleau, W. \Linear spatial stability of
pipe Poiseuille
ow", J. of Fluid Mechanics, 54, pp.
113-127 (1972).
14. Stuart, J. \Instability and transition in pipes and channels",
Transition and Turbulence, pp. 77-94 (1981).
15. Zikanov, O.Y. \On the instability of pipe poiseuille
ow", Physics of Fluids (1994-present), 8, pp. 2923-
2932 (1996).
16. Guzel, B., Frigaard, I., and Martinez, D. \Predicting
laminar-turbulent transition in Poiseuille pipe
ow for
non-Newtonian
uids", Chemical Engineering Science,
64, pp. 254-264 (2009).
17. Nouar, C. and Frigaard, I. \Nonlinear stability of
Poiseuille
ow of a Bingham
uid: theoretical results
and comparison with phenomenological criteria", Int.
J. of Non-Newt. Fluid Mech., 100, pp. 127-149 (2001).
18. Frigaard, I., Howison, S., and Sobey, I. \On the
stability of Poiseuille
ow of a Bingham
uid", J. of
Fluid Mechanics, 263, pp. 133-150 (1994).
19. Frigaard, I. \On the stability of shear
ows of suspensions",
7th International Congress on Rheology,
August 3-8, Monterey, California (2008).
20. Macosko, C.W., Rheology: Principles, Measurements
and Applications, 1st edition, Wiley VCH (1994).
21. Moore, F. \The rheology of ceramic slips and bodies",
Trans. Br. Ceram. Soc., 58, p. 470 (1959).
22. Cheng, D.C.H. and Evans, F. \Phenomenological characterization
of the rheological behavior of inelastic
reversible thixotropic and antithixotropic
uids", Br.
J. Appl. Phys., 16(11), pp. 1599-1617 (1965).
23. Billingham, J. and Ferguson, J.W.J. \Laminar, unidirectional
flow of a thixotropic
uid in a circular pipe",
Int. J. of Non-Newt. Fluid Mech., 47, pp. 21-55 (1993).
24. Nahavandian, M.H. \Instability of thixotropic
frluids in pipe flow", MSc Thesis, University of Tehran (2015).
25. Whittington, R. and Ashton, E. \Instability in pipe flow", Nature, 162, pp. 997-998 (1948).