A dilute suspension of uniform, non-Brownian spheres settles slowly in a viscous solvent. The initially well-mixed system showing Poisson or random occupancy statistics evolves to a system having reduced number fluctuations, but otherwise appearing random. The reduced number fluctuations are consistent with recent measurements of velocity fluctuations in settling suspensions. These experimental results test the assumptions leading to the theoretical predictions by Calflisch and Luke that the velocity fluctuations increase without limit with increasing sample dimension. The theoretical prediction assumes Poisson occupation statistics contrary to our observations.
Contents
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Publicly AvailableSubtle order in settling suspensionsJanuary 1, 2009
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Publicly AvailableTheories of structural and dynamic properties of ions in discrete solvents. Application to magnetic resonance imagingJanuary 1, 2009
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Publicly AvailableCharge-stabilized colloidal suspensions. Phase behavior and effects of confinementJanuary 1, 2009
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Publicly AvailableUsing simulation to study solvation in waterJanuary 1, 2009
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Publicly AvailableCorresponding states for electrolyte solutionsJanuary 1, 2009
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Publicly AvailableJCAMP-DX. A standard format for the exchange of ion mobility spectrometry data (IUPAC Recommendations 2001)January 1, 2009
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Publicly AvailableMolality-based primary standards of electrolytic conductivity (IUPAC Technical Report)January 1, 2009
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Publicly AvailableNMR nomenclature. Nuclear spin properties and conventions for chemical shifts(IUPAC Recommendations 2001)January 1, 2009