2017
DOI: 10.1021/acs.iecr.7b00123
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Packing Size Effect on the Mean Bubble Diameter in a Fixed Bed under Gas–Liquid Concurrent Upflow

Abstract: The influence of the packing size on the mean bubble diameter in a flooded bed reactor packed with glass spheres of three different diameters (1.9, 4.0, and 9.3 mm) was investigated. The gas saturation and interfacial area were respectively measured by electrical capacitance tomography and chemical absorption of oxygen. It is observed that the presence of packing has greatly reduced the bubble diameter and increased the gas saturation compared with a bubble column. To explore the underlying relationship betwee… Show more

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Cited by 13 publications
(11 citation statements)
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“…In the free fluid domain without packing, Fnormalk,normalstrue→ is set as zero, and Fgltrue→ can be written as Fgltrue→=CnormalDπdb2ρl8ugtrue→ultrue→ugtrue→ultrue→ where, dnormalb is the bubble diameter, it is estimated by the empirical correlation proposed by Akita and Yoshida 43 for empty column without packing, and it is estimated by the empirical correlation proposed by Chen et al 8 for the packed column, CnormalD is the drag coefficient, which follow the Ishii‐Zuber model 44 : CnormalD=23italicEo1/2 Eo is Eötvös number, defined by Eo=gρnormallρnormalgdnormalbσ where, σ is gas–liquid surface tension. In addition, the RNG k ‐ ɛ model is used to account for the turbulence effect, the conservation equations are as follows: ρnormalmkt+<...…”
Section: Methodsmentioning
confidence: 99%
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“…In the free fluid domain without packing, Fnormalk,normalstrue→ is set as zero, and Fgltrue→ can be written as Fgltrue→=CnormalDπdb2ρl8ugtrue→ultrue→ugtrue→ultrue→ where, dnormalb is the bubble diameter, it is estimated by the empirical correlation proposed by Akita and Yoshida 43 for empty column without packing, and it is estimated by the empirical correlation proposed by Chen et al 8 for the packed column, CnormalD is the drag coefficient, which follow the Ishii‐Zuber model 44 : CnormalD=23italicEo1/2 Eo is Eötvös number, defined by Eo=gρnormallρnormalgdnormalbσ where, σ is gas–liquid surface tension. In addition, the RNG k ‐ ɛ model is used to account for the turbulence effect, the conservation equations are as follows: ρnormalmkt+<...…”
Section: Methodsmentioning
confidence: 99%
“…In Equations ( 7), (8), and ( 10), E 1 and E 2 are assigned as 150 and 1.75, fitted by a large number of experiments, 42 ε s is the bed porosity, and d p is effective particle diameter.…”
Section: Cfd Simulation On the Liquid Circulationmentioning
confidence: 99%
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“…Collins et al [ 10 ] used MRI to study gas‐phase hydrodynamics on a two‐phase upflow packed bed (diameter 4.3 cm, height 80 cm). Electrical capacitance tomography (ECT) can be applied to slightly larger‐scale reactors, Hamidipour and Larachi [ 11 ] used ECT to study the liquid dynamics on a two‐phase upflow/downflow packed bed (diameter 5.3 cm, height 80 cm), and Chen et al [ 12 ] used ECT to study gas dynamics in a two‐phase upflow packed bed (diameter 14 cm, height 100 cm). The advantage of all these mentioned techniques is non‐invasiveness, while the major disadvantages is that implementation is limited by the size of the column, the operating conditions (low gas holdup), and the high operating costs, which makes it harder to implement in a pilot/industrial‐scale reactor as a flow monitoring/measurement device.…”
Section: Introductionmentioning
confidence: 99%