2006
DOI: 10.1134/s1061933x06010145
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On the possibility of using two models of the viscosity superanomaly effect for analyzing the flow curves of structured disperse systems

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Cited by 3 publications
(2 citation statements)
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“…[64][65][66] A number of previous reports have observed a similar "viscosity anomaly" associated with the onset of shear banding. 35,[67][68][69][70][71][72] No clear evidence of banding texture was observed by direct observation, but the mechanism of individual sliding layers above a critical rate of deformation appears to be consistent with the microstructure of the smectic liquid crystals here. Further studies incorporating in situ light scattering or SAXS measurements during shear deformation, and potentially velocity tracking measurements, will be necessary to directly identify the length scale associated with the banding texture, if present.…”
Section: Steady Shear Viscositysupporting
confidence: 62%
See 1 more Smart Citation
“…[64][65][66] A number of previous reports have observed a similar "viscosity anomaly" associated with the onset of shear banding. 35,[67][68][69][70][71][72] No clear evidence of banding texture was observed by direct observation, but the mechanism of individual sliding layers above a critical rate of deformation appears to be consistent with the microstructure of the smectic liquid crystals here. Further studies incorporating in situ light scattering or SAXS measurements during shear deformation, and potentially velocity tracking measurements, will be necessary to directly identify the length scale associated with the banding texture, if present.…”
Section: Steady Shear Viscositysupporting
confidence: 62%
“…Based on the previous work, the negative slope of shear stress (decreasing stress with increasing shear rate) is attributed to a mechanical instability associated with a non-uniform velocity prole through the gap of the instrument. 67,68,73 Olmsted proposed a general constitutive relationship to account for this behaviour based on the co-existence of multiple "phases" with distinct viscosities at a given shear rate (or shear stress). 74 In this context, the anomalous shape of the ow curves for the concentrated group of smectic suspensions may be attributed to a transition between microstructural "regimes," as suggested in Fig.…”
Section: Steady Shear Viscositymentioning
confidence: 99%