1998
DOI: 10.1051/epjap:1998125
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Rheological modelling of complex fluids. I. The concept of effective volume fraction revisited

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Cited by 223 publications
(194 citation statements)
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“…Therefore, it seems that finest particle sizes of the flours gave rise to weaker sauces, as the lowest values for consistency index and yield stress demonstrated. According to these results, Quemada (1988) pointed out that large particles occupy more space during aggregation than small particles, due to less efficient particle packing which leads to a higher volume occupation by these large particles, and they also give rise to an increase in flow resistance. Time dependency of the sauces was evaluated by determining the relative thixotropic area.…”
Section: Flow Behaviourmentioning
confidence: 99%
“…Therefore, it seems that finest particle sizes of the flours gave rise to weaker sauces, as the lowest values for consistency index and yield stress demonstrated. According to these results, Quemada (1988) pointed out that large particles occupy more space during aggregation than small particles, due to less efficient particle packing which leads to a higher volume occupation by these large particles, and they also give rise to an increase in flow resistance. Time dependency of the sauces was evaluated by determining the relative thixotropic area.…”
Section: Flow Behaviourmentioning
confidence: 99%
“…The rheological behaviour is also used to determine the degree of dispersion of nanofluids [25][26][27]. When agglomerates are present in the suspension, its behaviour becomes shear-thinning.…”
Section: Viscosity ηmentioning
confidence: 99%
“…However, in the case of nanosize range, the packing fractions obtained are very low because these equations have to be modified to apply them for nanoparticles systems. In this case the volume fraction has to be substituted by an effective volume fraction that takes into account the effective radius of the nanoparticles (Amoros et al, 2010;Ponton et al, 1996;Quemada, 1998):…”
Section: ⎝⎠mentioning
confidence: 99%
“…Although there no exists a rigorous correspondence between the fluidity limit, φm, and the critical packing fraction for dry particles, φRCP, some author establish that for spherical, rigid, monodisperse and without surface forces particles, the fluidity limit is close to the RCP (Brady, 1993;Quemada, 1998). However, polydispersity in size, shape or surface charge, strongly affects the distribution of particles and hence the order disorder transitions (Quemada and Berli, 2002).…”
Section: ⎝⎠mentioning
confidence: 99%
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