2018
DOI: 10.1063/1.5046047
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Dependence of suspension complex viscosity on frequency: Strain-controlled vs. stress-controlled tests

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Cited by 4 publications
(3 citation statements)
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“…In the literature, it is generally assumed that if SS is rate-independent, OS is also frequency-independent. However, recent experiments challenge this assumption and demonstrate a frequency-dependent rheology in the absence of any ratedependence in SS [13][14][15]. In this Letter, we combine experiments with simulations and show that weak repulsive or adhesive interparticle forces are enough to induce the sought frequency-dependence in OS, while keeping SS rate-independent.…”
mentioning
confidence: 79%
“…In the literature, it is generally assumed that if SS is rate-independent, OS is also frequency-independent. However, recent experiments challenge this assumption and demonstrate a frequency-dependent rheology in the absence of any ratedependence in SS [13][14][15]. In this Letter, we combine experiments with simulations and show that weak repulsive or adhesive interparticle forces are enough to induce the sought frequency-dependence in OS, while keeping SS rate-independent.…”
mentioning
confidence: 79%
“…In particular, the obtained equations should be extended to a relation between viscosity and shear rate. This can be straightforwardly done invoking the renowned Cox–Merz rule that is known to be valid for homogenous and heterogeneous fluids, though for the latters only in the limit of low concentrations . Moreover, the TTCS allows fully characterizing the viscoelasticity of a polymer by a single quick experiment: A cooling ramp at fixed frequency, followed by a frequency sweep test at constant temperature (Fig.…”
Section: Resultsmentioning
confidence: 99%
“…So far, it has been assumed that the suspension microstructure depends on the strain amplitude (γ 0 ) and strain history (γ tot ) in OS, and rate dependence (if any) is manifested in both SS and OS. However, recent experiments challenge this assumption and demonstrate a frequency (ω)-dependent rheology in OS in the absence of any rate-dependence in SS [8][9][10]. These authors demonstrate that, in OS, the suspension viscosity only depends on the maximum shear rate (γ 0 ω) and that data taken at different volume fractions (φ) can be rescaled on a single master curve, so to highlight a universal behavior of these materials.…”
mentioning
confidence: 99%