1979
DOI: 10.1016/0301-9322(79)90003-x
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The structure of bubbly flow through venturis

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Cited by 40 publications
(19 citation statements)
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“…The findings of the present study are also in agreement with studies done by Thang and Davis [2], Van der Welle [3], Michiyoshi and Serizawa [4], Winterton and Orby [5] and Winterton and Munaweera [6] who assumed a spherical shape for bubbles flowing in vertical pipe bubbly flow. Similarly, numerical studies done by Lu and Tryggvason [17] reported quasi spherical bubbles with diameters of 1.53 m m and slightly ellipsoidal bubbles with diameters of 1.84 m m through the application of direct numerical simulations for bubbly air water two-phase downward flow.…”
Section: Resultssupporting
confidence: 93%
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“…The findings of the present study are also in agreement with studies done by Thang and Davis [2], Van der Welle [3], Michiyoshi and Serizawa [4], Winterton and Orby [5] and Winterton and Munaweera [6] who assumed a spherical shape for bubbles flowing in vertical pipe bubbly flow. Similarly, numerical studies done by Lu and Tryggvason [17] reported quasi spherical bubbles with diameters of 1.53 m m and slightly ellipsoidal bubbles with diameters of 1.84 m m through the application of direct numerical simulations for bubbly air water two-phase downward flow.…”
Section: Resultssupporting
confidence: 93%
“…The studies done by Thang and Davis [2], Van der Welle [3], Michiyoshi and Serizawa [4], Winterton and Orby [5] and Winterton and Munaweera [6] in vertical two-phase bubbly flow, have assumed a perfectly spherical bubble shape. However, Liu [7] reported that bubble elongation along the flow is observed with the presence of larger bubbles, with minimal elongation observed with smaller sized bubbles.…”
Section: Introductionmentioning
confidence: 99%
“…The gas velocities were averaged as follows: The data obtained from the optical fiber probe also yields the average bubble size which is of interest for two-fluid models. An analysis of the average bubble sizes was performed by Thang and Davis (1979). It was assumed that for a truly spherical bubble in bubbly flow there is an equal probability of the probe tip hitting the bubble along any chord subtended by its surface.…”
Section: Resultsmentioning
confidence: 99%
“…Neve [18] also identifies this and suggests that the decrease in pressure recovery with increased void fraction is caused by nonuniformity of density in the diffuser, because liquid is pulled towards the centre and gas towards the walls due to streamline curvature. This hypothesis seems plausible and the non-uniformity of density described can clearly be seen in the experimental results of Thang and Davis [19].…”
Section: Diffuser Designmentioning
confidence: 64%