2020
DOI: 10.1063/5.0015207
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Velocity measurements of dilute particulate suspension over and through a porous medium model

Abstract: We experimentally examine pressure-driven flows of 1%, 3%, and 5% dilute suspensions over and through a porous media model. The flow of non-colloidal, non-Brownian suspensions of rigid and spherical particles suspended in a Newtonian fluid is considered at very low Reynolds numbers. The model of porous media consists of square arrays of rods oriented across the flow in a rectangular channel. Systematic experiments using high-spatial-resolution planar particle image velocimetry (PIV) and index-matching techniqu… Show more

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Cited by 20 publications
(8 citation statements)
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“…We observe that for the two volume fractions considered, the variations due to these parameters are small, indicating that the variations in the permeability provide the major contribution, consistent with what was previously observed by Rosti et al [41]. More precisely, we find no appreciable differences when changing the porous layer thickness [62,63,43,64], while small variations are found when changing the porosity. In particular, the two largest values of ε (0.6 and 0.9) provide very close results, while the smallest value of ε (0.3) leads to a slight reduction in the mean shear rate by further increasing the Φe for various permeabilities σ.…”
supporting
confidence: 91%
“…We observe that for the two volume fractions considered, the variations due to these parameters are small, indicating that the variations in the permeability provide the major contribution, consistent with what was previously observed by Rosti et al [41]. More precisely, we find no appreciable differences when changing the porous layer thickness [62,63,43,64], while small variations are found when changing the porosity. In particular, the two largest values of ε (0.6 and 0.9) provide very close results, while the smallest value of ε (0.3) leads to a slight reduction in the mean shear rate by further increasing the Φe for various permeabilities σ.…”
supporting
confidence: 91%
“…By increasing σ (i.e., decreasing the permeability K), the velocity diminishes because the lower permeability decreases the velocity at the suspension-porous interface as well as in the porous layer by stronger viscous drag originated from Darcy's law, whereas the velocity is larger than that of suspension flows past impermeable walls even for very high σ (i.e., low permeability). As reported in Mirbod et al (2017), Mirbod (2018), andHaffner and, the flow of pure Newtonian fluid in the fluid layer is also enhanced by the presence of a permeable wall.…”
Section: Problem Formulationmentioning
confidence: 54%
“…For the fluid flow through porous media, the slip velocity U s defined as the streamwise (or axial) velocity at the interface is the most important parameter of the flow since it is required to evaluate the penetration of the fluid region into the porous medium (Agelinchaab et al 2006;Arthur et al 2009;Mirbod et al 2017;Wu and Mirbod (2018); Wu and Mirbod (2019); Haffner and Mirbod (2020)). To characterize the variation of the slip velocity U s normalized by U o and shear rate γ at the suspension-porous interface, we then calculate U s for all values of ϕ b and σ; the plots of U s (ϕ b ,σ) are shown in Fig.…”
Section: Problem Formulationmentioning
confidence: 99%
“…This flow rate was closer to what is typically used in dental practice in conjunction with a CUS. The shadowgraphy procedure has been discussed in detail in our previous publications (Haffner and Mirbod 2020 ; Mirbod et al 2021 ; Wu and Mirbod 2018 ). Using the shadowgraphy technique, we obtained the raw images.…”
Section: Resultsmentioning
confidence: 99%