2006
DOI: 10.1016/j.jnnfm.2005.10.009
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Nonlinear shear and extensional flow dynamics of wormlike surfactant solutions

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Cited by 139 publications
(94 citation statements)
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“…By observing the evolution of these structures during start-up of steady shear at these higher shear rates, it is apparent that the regions of varying contrast begin to form near the rim of the sample, grow in time and propagate radially towards the center. Corresponding measurements of the total torque exerted on the fixture show the growth of temporal fluctuations (Yesilata et al, 2006;Pipe et al, 2010). This suggests that a three-dimensional unsteady secondary flow first develops near the outer edge where the sample meniscus is located, and propagates towards the center.…”
Section: Onset Of Secondary Flowmentioning
confidence: 90%
“…By observing the evolution of these structures during start-up of steady shear at these higher shear rates, it is apparent that the regions of varying contrast begin to form near the rim of the sample, grow in time and propagate radially towards the center. Corresponding measurements of the total torque exerted on the fixture show the growth of temporal fluctuations (Yesilata et al, 2006;Pipe et al, 2010). This suggests that a three-dimensional unsteady secondary flow first develops near the outer edge where the sample meniscus is located, and propagates towards the center.…”
Section: Onset Of Secondary Flowmentioning
confidence: 90%
“…According to , shear banding and shear-thinning behavior are the result of the existence of wormlike micelles due to the dynamics of relaxation, breakage and recombination of the micellar structure as well as the alignment of the chains and disentanglement with respect to the flow gradient (Hu and Lips 2005;. These listed references provide more information about the relation between shear banding and wormlike micelle structures Calabrese et al 2015;Cappelaere and Cressely 1997;Delgado et al 2009;Dhont and Briels 2008;Fardin et al 2015;Helgeson et al 2009;Hu and Lips 2005;Hu et al 2008;Liberatore et al 2009;Manneville 2008;Miller and Rothstein 2007;Pipe et al 2010;Thareja et al 2011;Yesilata et al 2006).…”
Section: Effect Of Shear Ratementioning
confidence: 99%
“…4 that solutions at 1 wt% and 2 wt% DTTM and salinities at 20 wt% and 25 wt% NaCl display a stress plateau, perhaps signifying the presence of wormlike micelles. In this regime, the flow becomes strongly time dependent as stress fluctuates between a maximum and minimum value at a given shear rate (Yesilata et al 2006). The time for stress to equilibrate in the plateau region can be two or more orders of magnitudes higher than the viscoelastic relaxation time of the fluid, causing uncertainty of the plateau's slope, curvature and reproducibility of the data (Yesilata et al 2006).…”
Section: Effect Of Shear Ratementioning
confidence: 99%
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“…In numerical studies of flows of micellar solution, microscopic simulations such as molecular dynamics [9][10][11] [13][14][15][16][17] , the Johnson-Segalman model with an added Newtonian viscosity 18) , and the Bautista-Manero (BM) model. [19][20][21] Employing these constitutive equations, we can numerically predict the flow behavior of a fluid that has a non-monotonic flow curve, which is a typical property of wormlike micellar solutions.…”
Section: Introductionmentioning
confidence: 99%