Bubble dispersion and mass transfer between gas and liquid in a gas-stirred system have been studied experimentally and theoretically.
Nitrogen gas was injected into water through a nozzle located at the bottom center of a cylindrical vessel. Local gas-holdup distributions were measured by an electrical resistivity probe. The volumetric coefficient in the bubble-dispersion zone for the absorption of CO
2-water system was measured. Experimental conditions were as follows: gas-flow rate (q
G) =(16.7-167)×10
-6m
3/s, radius of vessel (r
1)=O.055-0.50m, height of water (z
1)=0.1-0.4m and diameter of nozzle =6mm.
A mathematical model based on the boundary-layer theory is proposed. The model consists of equation of flow with uniform effective kinematic viscosity υ
e and equations of bubble and solute diffusion with uniform effective diffusivities, D
e, B and D
e, S, respectively. Equations were solved numerically assuming υ
e=D
e, B=D
e, S, and the theoretical distribution of local gas holdup, axial velocity, and solute concentration were obtained. By comparing the theoretical distributions of local gas holdup with the measured ones, values of υ
e could be obtained for various q
G, r
1 and z
1. The values of υ
e were correlated with q
G on the basis of dimensional analysis. This correlation was consistent with related data available in the literature. Volumetric coefficients, calculated by the present model, were in agreement with the observed ones.
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