1999
DOI: 10.1017/s0022112099006230
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Interfacial dynamics of stationary gas bubbles in flows in inclined tubes

Abstract: We have experimentally examined the effects of bubble size (0.4 [les ] λ [les ] 2.0), inclination angle (0° [les ] α [les ] 90°), and tube material on suspended gas bubbles in flows in tubes for a range of Weber (0 [les ] We [les ] 3.6), Reynolds (0 [les ] Re [les ] 1200), and Froude (0 [les ] Frα [les ] 1) numbers. Flow rates and associated pressure differences which allow the suspension of bubbles in glass and acrylic tubes are measured. Due to contact angle hyste… Show more

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Cited by 33 publications
(35 citation statements)
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References 26 publications
(37 reference statements)
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“…in which vital organ blood flow can be compromised by microvascular gas embolism where a gas bubble blocks a thin blood vessel. The molecular mechanical basis of bubble adhesion to the vessel wall causing blood flow obstruction is basically unknown; our preliminary experiments [9] suggest though that blood flow obstruction is caused by adhesion of the bubble surface to the endothelial glycocalyx. If surface-surface interactions between the endothelial glycocalyx and the bubble interface control bubble adhesion, and thus determine microcirculatory blood flow and resultant organ injury, the surface roughness of an artificial blood vessel will directly impact the contact angle of gas bubbles and will then become an essential feature.…”
Section: Introductionmentioning
confidence: 84%
“…in which vital organ blood flow can be compromised by microvascular gas embolism where a gas bubble blocks a thin blood vessel. The molecular mechanical basis of bubble adhesion to the vessel wall causing blood flow obstruction is basically unknown; our preliminary experiments [9] suggest though that blood flow obstruction is caused by adhesion of the bubble surface to the endothelial glycocalyx. If surface-surface interactions between the endothelial glycocalyx and the bubble interface control bubble adhesion, and thus determine microcirculatory blood flow and resultant organ injury, the surface roughness of an artificial blood vessel will directly impact the contact angle of gas bubbles and will then become an essential feature.…”
Section: Introductionmentioning
confidence: 84%
“…• , and not including the data for SDS on stainless steel, the hysteresis curves generally collapse to a single linear relationship closely approximated by cos φ r − cos φ a = φ a 110 − 0.14, [5] in which φ a is given in degrees. Considering only the data for which φ a ≤ 50…”
Section: Figmentioning
confidence: 99%
“…Dark solid line is the least-squares fit linear regression for advancing contact angles ≤50 • , given by Eq. [5].…”
Section: Figmentioning
confidence: 99%
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“…Some recent contributions in this area include those of Cavanagh and Eckmann [5] on stationary gas bubbles in Newtonian flows in an inclined tube and Tsai and Miksis [42] study on the dynamics of a drop in a constricted capillary fluid filled tube using a boundary integral method. Sussman and Puckett [39] have described a coupled level set/volume-of-fluid (CLSVOF) method and have, among other examples, demonstrated the capability of the method to compute the steady rise of an axisymmetric gas bubble rising in a viscous liquid with a density ratio is 714:1 and a viscosity ratio of 6667:1.…”
Section: Introductionmentioning
confidence: 99%