The motion of a single gas bubble rising steadily in an uncontaminated Newtonian viscous fluid of infinite extent is reviewed. Using experimental data gathered from the literature over the past century, a data bunk is set up for bubble velocities as a function of their diameters. These data provided a very broad range of liquid properties and bubble hydrodynamic regimes as density (722–1,380 kg/m3), viscosity (2.2×10−4−18 Pa·s), surface tension (15.9–91.0 mN/m), Reynolds number (1.9×10−7−1.1 × 104), and Morton number (1.0×10−11−1.0×107). From a dimensional analysis, a single equation is proposed to predict bubble velocities. The simplicity and good precision over the whole range of parameters facilitate its use in design calculations of chemical engineering.
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Denis Rodrigue (2001) studied this question.
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