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|Title:||On the diffusion from a slender bubble in an extensional flow|
|Authors:||Favelukis, M. |
|Source:||Favelukis, M., Chiam, S.A. (2003-04). On the diffusion from a slender bubble in an extensional flow. Chemical Engineering Communications 190 (4) : 475-488. ScholarBank@NUS Repository. https://doi.org/10.1080/00986440302085|
|Abstract:||Mass transfer between a slender bubble and a Newtonian liquid in a simple extensional and creeping flow has been theoretically studied. The analytical steady-state solution when the Peclet number is zero has been obtained using the works of Szegō and Payne, who studied the electrostatic capacity of a spindle surface in a bispherical coordinate system. The result shows, as expected, that the modified Sherwood number increases as the capillary number increases since the surface area of the bubble also increases.|
|Source Title:||Chemical Engineering Communications|
|Appears in Collections:||Staff Publications|
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