2018
DOI: 10.1155/2018/5254087
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Numerical Simulation of Gas-Liquid Flow in a Bubble Column by Intermittent Aeration in Newtonian Liquid/Non-Newtonian Liquid

Abstract: The dynamic behaviors of gas-liquid two-phase flow were simulated in a lab-scale intermittent bubble column by Euler-Euler two-fluid model coupled with the PBM (population balance model) using two different liquid phases, i.e., Newtonian fluid (water)/non-Newtonian fluid (activated sludge). When non-Newtonian fluid was used during intermittent aeration, some interesting results were obtained. Two symmetric vortexes existed in the time-averaged flow field; the vertical time-averaged velocity of the liquid phase… Show more

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Cited by 2 publications
(2 citation statements)
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“…This is probably because of the existence of a wide range of bubble size distribution inside the column. In particular, the smaller bubbles oscillate in an irregular and chaotic manner [22]. In case of the local sparger (A7), where the disabled aerated portion is much higher compared to the rest of the sparger, the oscillating behavior is much stronger.…”
Section: Flow Structure With Different Sparger Typementioning
confidence: 99%
“…This is probably because of the existence of a wide range of bubble size distribution inside the column. In particular, the smaller bubbles oscillate in an irregular and chaotic manner [22]. In case of the local sparger (A7), where the disabled aerated portion is much higher compared to the rest of the sparger, the oscillating behavior is much stronger.…”
Section: Flow Structure With Different Sparger Typementioning
confidence: 99%
“…Anastasiou et al [ 4 ] determined the effective liquid viscosity as a function of the gas flow rate from the mean shear rate. The dynamics related to the bubble rise in CMC and xanthan gum solutions were investigated by Islam et al [ 60 ] The hydrodynamics of opaque non‐Newtonian liquids in bubble columns was examined by Wang et al [ 61 ] Xipeng et al [ 62 ] investigated the instantaneous and time‐averaged flow fields and velocity distributions in Newtonian and non‐Newtonian systems.…”
Section: Introductionmentioning
confidence: 99%