2012
DOI: 10.48550/arxiv.1206.4101
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Granular segregation in dense systems: the role of statistical mechanics and entropy

Matthias Schröter,
Karen E. Daniels

Abstract: Granular segregation is ubiquitous in industrial, geological or daily-life context, but there is still no unifying theoretical approach. In this review, we examine two examples of granular segregation -shallow rapid flows and rotating drumswhich suggest that the dynamics of systems at intermediate and high density might be amenable to a statistical mechanics approach.

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Cited by 2 publications
(2 citation statements)
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“…Because the exact mechanism of segregation is still a subject of debate [18,21,33], there is no universally agreed upon continuum theory. Nonetheless, one-dimensional (1D) continuum models generally describe the vertical evolution of concentrations of binary mixtures through time with a phenomenological advection-diffusion equation [16,20].…”
Section: Advection-diffusion Segregation Modelmentioning
confidence: 99%
“…Because the exact mechanism of segregation is still a subject of debate [18,21,33], there is no universally agreed upon continuum theory. Nonetheless, one-dimensional (1D) continuum models generally describe the vertical evolution of concentrations of binary mixtures through time with a phenomenological advection-diffusion equation [16,20].…”
Section: Advection-diffusion Segregation Modelmentioning
confidence: 99%
“…One possible explanation is the existence of an effective surface tension σ at the interface of each stripe where σ increases with the difference between small and large particle diameters d l − d s [50]. It is always the stripe with the larger (d l − d s ) and therefore the larger σ which dissolves.…”
Section: Potential Mechanism Driving the Flow During Coarseningmentioning
confidence: 99%