2020
DOI: 10.1002/aic.16279
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Drop size correlation and population balance model for an agitated‐pulsed solvent extraction column

Abstract: Agitated‐pulsed column (APC) is a newly designed extraction column with excellent mass transfer performance. In this work, Sauter mean drop diameter d32 and drop size distribution was investigated under different operation conditions in a 25 mm diameter APC. The results show that with an increase in pulsation intensity and agitation speed the drop size distribution is narrowed and d32 is decreased significantly. With increasing dispersed‐phase velocity, d32 increased and drop size distribution become narrow, w… Show more

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Cited by 14 publications
(25 citation statements)
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“…This can be attributed to the fact that under lower agitation speed the d 32 impact on the interfacial area is more extensive than the holdup due to the sharp reduction of the droplet diameter 15. With further increase of agitation speed, there is no noticeable change in droplet diameter and thus the interfacial area declines before increasing.…”
Section: Resultsmentioning
confidence: 99%
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“…This can be attributed to the fact that under lower agitation speed the d 32 impact on the interfacial area is more extensive than the holdup due to the sharp reduction of the droplet diameter 15. With further increase of agitation speed, there is no noticeable change in droplet diameter and thus the interfacial area declines before increasing.…”
Section: Resultsmentioning
confidence: 99%
“…In the present research, the effects of operational parameters including agitation speed, pulsation intensity, continuous‐ and dispersed‐phase velocities on dispersed‐phase holdup are investigated using a 25‐mm diameter agitated‐pulsed extraction column. The interfacial area is also calculated based on experimental data of the droplet diameter measured in our previous work 15. The calculation method of characteristic velocity is elaborated and evaluated.…”
Section: Introductionmentioning
confidence: 99%
“…To close the equations, a variety of submodels for the breakup frequency (ΩB), daughter size distribution function (β) and coalescence frequency (ΩC) were proposed. Here, the Luo breakup frequency model 29 and the CT coalescence frequency model 30 are adopted as a case for the analysis of the observed experimental data, the ΩB is given by Equation () 29 : ΩB()d=00.50.923εd21/3ξitalicmin1()1+ξ2ξ11/3italicexp()12cfσ2.047ρcε2/3d5/3ξ11/3italicdξdfV The ΩC is expressed as the form of ΩC=italichλ, where the collision frequency ( h ) and the coalescence efficiency (λ) are as follows 1,30 : h(),d1d2=0.0334d1+d22d12/3+d22/31/2ε1/31+ϕ λ(),d1d2=italicexp[]…”
Section: Resultsmentioning
confidence: 99%
“…The PBM can be used to regress the experimental DSD directly in an isotropic flow field 1,30 . However, the DSD in PBR@OP has an obvious characteristic of anisotropic.…”
Section: Resultsmentioning
confidence: 99%
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