Abcha, N., N. Latrache, F. Dumouchel and I. Mutabazi (2008). Qualitative relation between reflected light intensity by Kalliroscope flakes and velocity field in the Couette- Taylor flow system.Experiments in Fluids (45), 85–94.##
Abdelali, A., H. Oualli and A. Bouabdallah (2019). Experiment and numerical simulation of Taylor–Couettefow controlled by oscillations of inner cylinder cross section. Journal of the Brazilian Society of Mechanical Sciences and Engineering 41, 259.##
Adnane, E. and A. Bouabdallah (2016). Experimental Study of the Laminar-Turbulent Transition in a Tilted Taylor-Couette System Subject to Free Surface Effect. Journal of Applied Fluid Mechanics 9(3), 1097-1104.##
Ahlers, G. and D. S. Cannell (1983). Vortex-front propagation in rotating Couette-Taylor flow. Physical Review Letters 50, 1583–1586.##
Andereck, C. D., S. S. Liu and H. L. Swinney (1986). Flow regimes in a circular Couette system with independently rotating cylinders. Journal of Fluid Mechanics 164, 155-183.##
Bouabdallah, A. (1980). Instabilités et turbulence dans l’écoulement de Taylor–Couette, PhD Thesis, INPL, France.##
Coles, D. (1965). Transition in circular Couette flow. Journal of Fluid Mechanics 21, 385–425.##
Couette, M. M. (1890). Etudes sur le frottement des liquides. Annex of Chemistry Physics 433.##
Czarny, O., E. Serre, P. Bontoux and R. M. Lueptow (2002). Spiral and wavy vortex flows in short counter-rotating Taylor–Couette cells. Theoret. Comput. Fluid Dynamics 16, 5–15.##
Czarny, O., E. Serre, P. Bontoux and R. M. Lueptow (2003). Interaction between Ekman pumping and the centrifugal instability in Taylor–Couette flow. Physics of Fluids 15, 467–477.##
Czarny, O., E. Serre, P. Bontoux and R. M. Lueptow (2004). Ekman vortices and the centrifugal instability in counter-rotating cylindrical Couette flow. Theoretical and Computational Fluid Dynamics 18, 151–16.##
Denis, M., S. Eric and R. M. Lueptow(2014). Mechanisms for the transition to waviness for Taylor vortices. Physics of Fluids 26, 094102##
Fenstermacher, P. R. and H. L. Swinney (1979). Dynamical instabilities and the transition to chaotic Taylor vortex flow. Journal of Fluid Mechanics 94, part 1, 103-128.##
Goharzadeh, A. and I. Mutabazi (2001). Experimental characterization of intermittency regimes in the Couette–Taylor system. European Physical Journal B 19, 157–162.##
Gollub, J. P. and H. L. Swinney (1975). Onset of turbulence in a rotating fluid. Physical Review Letters 35, 927-930.##
Koschmeider, E. L. (1993). Bénard cells and Taylor vortices. Journal of Fluid Mechanics 253, 722-723.##
Lücke, M., M. Mihelcic and K. Wingerath (1985). Front propagation and pattern formation of Taylor vortices growing into unstable circular Couette flow. Physical Review A 31, 396–409.##
Ludwieg, H. (1964). Experimentelle Nachprüfung des Stabilitäts theorien für reibungsfreie StrömungenMitschraubenlinienförmigen Stromlinien. Z. Flugwiss 12, 304–309.##
Margules, M. (1881). Uber die bestimmung des reibungs-und gleitungs-coefficient, Wiener Berichte (second series) 83, 588-602.##
Oualli, H., S. Hanchi and A. Bouabdallah (2013). Taylor-Couette flow control using the outer cylinder cross-section variation strategy. European Physical Journal Applied Physics 61, 11102.##
Pfister, G. and I. Rehberg (1981). Space-dependent order parameter in circular Couette flow transitions. Physical Letters 83A, 19–22.##
Rayleigh, L. (1916). On the dynamics of revolving fluids. proceedings of the royal society of London, A, 148-154.##
Serre, E., M. A. Sprague and R. M. Lueptow (2008).Stability of Taylor–Couette flow in a finite-length cavity with radial throughflow. Physics of Fluids 20, 034106.##
Stockes, G. G. (1880). Mathematical and physical papers. Cambridge. U. P, England.##
Taylor, G. I. (1923). Stability of a viscous liquid contained between two rotating cylinders. Philosophical Transactions of the Royal Society A. London, 223, 289-343.##