2014
DOI: 10.1016/j.ijmultiphaseflow.2013.08.003
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Optimization of capillary flow through square micropillar arrays

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Cited by 40 publications
(23 citation statements)
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“…Figure 5b plots the measured and theoretically calculated imbibition times for the micro-textured surfaces at different micropillar spacings b corresponding to an imbibed length of L =2.5 mm. First, we note that the predictions of the scaling imbibition model, which are almost the same as that of a more complex solution 45 49 50 based on the Brinkman equation, agree reasonably well with the experimental data at low to moderate micropillar spacings ( b ≤10 μm). For larger micropillar spacings, the thickness of the imbibed liquid microlayer t i is expected to be less than the height of the micropillars.…”
Section: Resultssupporting
confidence: 69%
See 1 more Smart Citation
“…Figure 5b plots the measured and theoretically calculated imbibition times for the micro-textured surfaces at different micropillar spacings b corresponding to an imbibed length of L =2.5 mm. First, we note that the predictions of the scaling imbibition model, which are almost the same as that of a more complex solution 45 49 50 based on the Brinkman equation, agree reasonably well with the experimental data at low to moderate micropillar spacings ( b ≤10 μm). For larger micropillar spacings, the thickness of the imbibed liquid microlayer t i is expected to be less than the height of the micropillars.…”
Section: Resultssupporting
confidence: 69%
“…( b ) Plot of the experimentally measured and theoretically calculated imbibition time τ i for 10 cSt silicone oil to imbibe to a length of 2.5 mm versus the micropillar spacing b of the micro-textured surfaces. The predictions of the simpler scaling imbibition model are almost the same as that of a more complex Brinkman model 45 49 50 . The imbibition models agree with the experimental data corresponding to an imbibed liquid microlayer thickness t i equal to the micropillar height h for b ≤10 μm and t i ∼4 μm for b >10 μm.…”
Section: Figurementioning
confidence: 60%
“…Micro-pins in a rectangular arrangement are also more permeable compared to other pin arrangements and sintered-powder wicks, shown in Figure 11. This is due to the presence of larger flow channels in a rectangular pin arrangement, which results in larger permeability to liquid flow, and with the combination of small pin-to-pin spacing, a higher overall capillary performance is achievedthis also reinforces the findings of Hale et al (2014a) and Hale et al (2014b).…”
Section: Capillary Performance Comparisonsupporting
confidence: 67%
“…Cho et al (2018) found that, among silica-plated copper micro-pin structures with 45-80% porosity, rectangular arrangement provided the highest permeability, capillary performance and directionality in fluid flow (highest permeability along widest tracks). Other works have confirmed these findings (Hale et al, 2014a;Hale et al, 2014b), showing that rectangular arrangement provide higher capillary performance than the square arrangement due to a higher permeability with similar capillary pressure. However, rectangular pins show significant anisotropy in fluid flow; in comparison, hexagonal arrangement performed most similarly to sintered wicks in isotropy of capillary flow.…”
Section: Manufacturing Process Of Porous Wicks Via Laser Powder Bed Fusionmentioning
confidence: 59%
“…Permeability is a key parameter to determine and optimize the liquid flow rate through the micropillar array. Hale et al [18] had a comprehensive study on the micropillar array permeability by comparing several permeability models including Yazdchi et al [19], Tamayol and Bahrami [20], Xiao et al [21] and an analytical solution derived from a 2dimensional velocity profile with appropriately varying boundary conditions. In the present work, a combination of Xiao with Yazdchi's models is used to predict the micropillar array permeability [18]:…”
Section: Modelingmentioning
confidence: 99%