2019
DOI: 10.1016/j.cherd.2019.10.001
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Dewatering parameters in a screw press and their influence on the screw press outputs

Abstract: A Thune SP23 screw press dewatering parameters were studied. The dewatering efficiency was affected more by the rotational speed and the pulp properties. The counterpressure affects dewatering near the discharge end, and it was observed to influence the outlet consistency and filtrate flow rate of Kraft, which has much longer fibres and fewer fines compared to TMP and BCTMP.The feed stock freeness and consistency are very important variables to consider in the screw press performance. The freeness reflects the… Show more

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Cited by 11 publications
(34 citation statements)
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“…The fluxes of both the solid and liquid phases are writtenû s andû f , respectively, where the hat decoration denotes dimensional variables. We neglect any inertial effects: the compaction due to the contracting geometry is relatively slow, with a pore-scale Reynolds number for the wood pulp pressing of [12] of around 10 −4 . We also neglect gravity: the ratio of the buoyancy force to a characteristic measure of the network stress p * is (ρ s − ρ f )gr b /p * , where ρ s and ρ f are the densities of the (incompressible) solid and fluid constituents respectively, g is the gravitational acceleration, andr b is the basket radius; for the wood pulp press of [12], this ratio is always less than 0.05, although gravitational effects may be more important for other materials, particularly if the press is unsaturated.…”
Section: Equations Of Motion In the Shunting Zonementioning
confidence: 99%
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“…The fluxes of both the solid and liquid phases are writtenû s andû f , respectively, where the hat decoration denotes dimensional variables. We neglect any inertial effects: the compaction due to the contracting geometry is relatively slow, with a pore-scale Reynolds number for the wood pulp pressing of [12] of around 10 −4 . We also neglect gravity: the ratio of the buoyancy force to a characteristic measure of the network stress p * is (ρ s − ρ f )gr b /p * , where ρ s and ρ f are the densities of the (incompressible) solid and fluid constituents respectively, g is the gravitational acceleration, andr b is the basket radius; for the wood pulp press of [12], this ratio is always less than 0.05, although gravitational effects may be more important for other materials, particularly if the press is unsaturated.…”
Section: Equations Of Motion In the Shunting Zonementioning
confidence: 99%
“…So that the analysis of the model remains as general as possible, we shall derive the model for the general constitutive relation (5) before considering the model predictions for limiting behaviour of the constitutive relation for materials with and without a solid bulk viscosity. For direct comparison to experimental data, we shall then restrict the constitutive relation to those appropriate for the particular cases of paper-making fibre suspension pressing [12] and clay pressing [11]. On solid surfaces with normal vector n we apply the no-penetration boundary condition n •û s = n •û f = 0 on both the solid and fluid phases.…”
Section: Equations Of Motion In the Shunting Zonementioning
confidence: 99%
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