2000
DOI: 10.1002/aic.690460206
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Influence of geometry and angular velocity on performance of a rotating disk filter

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Cited by 88 publications
(52 citation statements)
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“…Correlations obtained for max and memb through multiple linear regression of all CFD runs shown in Table I (correlation: R (and, thus, the same h/R), but different (runs 4 and 13), also present quite different values of shear stress. Thus, the present results are in agreement with those of Bouzerar et al (2000) and Schiele (1979), who investigated rotating disk filters and proposed an equation for the shear stress at the membrane surface, where the only geometric variable involved is the rotor radius.…”
Section: Influence Of Geometric and Operational Variables On Shear-stsupporting
confidence: 94%
“…Correlations obtained for max and memb through multiple linear regression of all CFD runs shown in Table I (correlation: R (and, thus, the same h/R), but different (runs 4 and 13), also present quite different values of shear stress. Thus, the present results are in agreement with those of Bouzerar et al (2000) and Schiele (1979), who investigated rotating disk filters and proposed an equation for the shear stress at the membrane surface, where the only geometric variable involved is the rotor radius.…”
Section: Influence Of Geometric and Operational Variables On Shear-stsupporting
confidence: 94%
“…3b)). According to [33], a particle at the cake surface is subjected to two main forces: the shear stress (depending on the shear rate applied to the particle) and the drag force. When the shear force exceeds the drag force, the particle losses contact with the cake.…”
Section: Resultsmentioning
confidence: 99%
“…The total weight of solid particles in the cake is not constant during the consolidation period [32]. Additionally, the value of the shear stress on the cake surface and viscosity of suspension varies in the direction from the axis of rotation to the external edge of the rotating disk [33]. Accounting for these difficulties, a simplified approach based on Darcy's law [30]:…”
mentioning
confidence: 99%
“…The flow field induced by the rotation of a flat disk parallel to a flat plate has been described previously by various authors (Bouzerar et al, 2000a(Bouzerar et al, , 2000bWilson and Schryer, 1978). Since in our case the axial gap between the membrane and the disk was relatively large (10 mm) the flow was of boundary layer type and turbulent except at low speeds and in the central part.…”
Section: Pressure and Shear Stress Distribution On The Membranementioning
confidence: 90%