2018
DOI: 10.1016/j.memsci.2018.06.020
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The critical pressure for microfiltration of oil-in-water emulsions using slotted-pore membranes

Abstract: The influence of geometrical parameters and fluid properties on the critical pressure of permeation of an oil micro-droplet into a slotted pore is studied numerically by solving the Navier-Stokes equations. We consider a long slotted pore, which is partially blocked by the oil droplet but allows a finite permeate flux. An analytical estimate of the critical permeation pressure is obtained from a force balance model that involves the drag force from the flow around the droplet and surface tension forces as well… Show more

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Cited by 18 publications
(12 citation statements)
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“…Darvishzadeh and Priezjec, conducted a computation Fluid dynamic (CFD) simulation study to validated the critical pressure in equation ( 7), fortunately, the simulation model in absence of crossflow predicted the matching values given by the critical pressure model in equation ( 7) [42]. However, the study also illustrated by the plot in figure 2.5 above, that under subcritical pressure conditions, the pressure increase is directly proportional to crossflow velocity up to a certain predetermined critical pressure value which results in oil droplet breakthrough [42]. Furthermore, the oil droplet deformation and permeation by critical pressure effect was reported to be a function of shear rate for the oil droplet radius ranging from (1.5 -2.5 μm) at constant membrane pore radius of 0.5μm [42].…”
Section: Model Interpretation and Discussionmentioning
confidence: 97%
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“…Darvishzadeh and Priezjec, conducted a computation Fluid dynamic (CFD) simulation study to validated the critical pressure in equation ( 7), fortunately, the simulation model in absence of crossflow predicted the matching values given by the critical pressure model in equation ( 7) [42]. However, the study also illustrated by the plot in figure 2.5 above, that under subcritical pressure conditions, the pressure increase is directly proportional to crossflow velocity up to a certain predetermined critical pressure value which results in oil droplet breakthrough [42]. Furthermore, the oil droplet deformation and permeation by critical pressure effect was reported to be a function of shear rate for the oil droplet radius ranging from (1.5 -2.5 μm) at constant membrane pore radius of 0.5μm [42].…”
Section: Model Interpretation and Discussionmentioning
confidence: 97%
“…The critical pressure oil droplet deformation effect across an interface of two immiscible fluids was initially modelled by Young-Laplace equation [41]. According to the equation, the critical pressure is product of the interface tension and the mean curvature coefficient as follows [41,42]:…”
Section: Model (Ii)mentioning
confidence: 99%
“…Fouling for polymeric membranes [119] can be interpreted through interactions between compounds in the oily feed emulsion and membrane surface [89] and its pores as illustrated in Figure 2a,b for a typically suggested mechanism for testing membrane cell based on cell design dead-end or cross-flow and related to physicochemical properties. [120,121] Figure 2c illustrated permeate flux change during the treatment of OWW using a membrane. In the 1st part of the plot between t 0 and t 1 using pure water as the feed, J 0 depends on membrane pore size, porosity, and applied pressure for separation.…”
Section: Flux Decline By Fouling By Oil-water Emulsionmentioning
confidence: 99%
“…A comprehensive list of various MF membranes utilized for oil-inwater emulsion separation is reported in many literatures [48][49][50][51][52][53][54][55][56][57]. Moreover, UF membranes utilized in this application are also actively researched and readers are recommend to infer for detail analysis of the respective membrane information such as, employed method to prepare the membrane, efficiency, fouling compromise, potential of oil/ water separation and others [44,45,[58][59][60][61][62][63][64][65]66].…”
Section: Ultrafiltration (Uf)mentioning
confidence: 99%