## Abstract This paper presents numerical solutions to the nonlinear, coupled boundaryβlayer equations governing laminar condensation heat and mass transfer in the vicinity of the forward stagnation point of a spherical cold water droplet translating in a saturated mixture of three components. The
Mass transfer to freely-moving drops
β Scribed by J. Temos; H.R.C. Pratt; G.W. Stevens
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 788 KB
- Volume
- 51
- Category
- Article
- ISSN
- 0009-2509
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β¦ Synopsis
Mass transfer coefficient data are presented for the transfer of solutes between isolated drops and continuous phase in a droplet file column. Radioactivity labelled, i.e. tritiated water was used as a tracer to obtain values of the individual phase coefficients in saturated binary systems. Those for the continuous phase were found to be satisfactorily represented by the Garner-Tayeban correlation, and a new model, based on the introduction of inertia into that of Kronig and Brink, was developed for the dispersed phase. Data were also obtained for the transfer of both bulk and 14C-labelled acetic acid between methyl isobutyl ketone (MIBK) and water, and the resulting overall coefficients were compared with those predicted from the individual coefficient data. Agreement was good for bulk transfer into the drops, but those for transfer out of the drops were enhanced by a factor of 2-3 by Marangoni instability, as expected. A similar enhancement was also observed, surprisingly, for tracer transfer out of MIBK drops, but not out of water drops.
π SIMILAR VOLUMES
Letters to it may be shown that for very long columns the normal distribution is approached [3]. The normal distribution with zero mean and variance 0s is and --m =(r 12 which clearly tends to oz quite rapidly as T + co. If T=cr~=u'+ e&T' + \_l= 2/2n Suppose then that a'2 has been calculated by inte