Sentence examples for maximum stable bubble from inspiring English sources

Critical capillary numbers and maximum stable bubble diameters depended much more on extension than shear rate.

The gas particle interaction also increases with decreasing particle size, which may help explain the maximum stable bubble size for group A particles observed by many workers.

The results of the simulation indicate that as the pressure increases, the maximum stable bubble size decreases, which is in conformity with the experimental findings.

Correlations for maximum stable bubble size indicate that bubbles within the bed are considerably smaller than those in their original model.

Maximum stable bubble diameters were calculated at different locations in the mixer from numerical predictions of the critical capillary number and they were mapped inside the geometry of the mixer for the first time.

The value of the breakage rate constant was found to be approximately equal to the frequency of the second mode of oscillation of the maximum stable bubble size in a given turbulent flow.

In the present work, in order to calculate the maximum stable size of drops and bubbles, the A factor of break-up, Ay (Ay=ωa/U), that is the ratio of the break-up rate in developed turbulent flow to the mean velocity of the flow has been introduced and the effect of the pipe roughness on this factor has also been given.

Extension rate distributions have been calculated in a twin screw mixer for Newtonian and non-Newtonian fluids because they strongly affect dispersion of bubbles and the maximum stable diameter estimated from calculations of the Capillary number.

Analytical expressions are derived for the prediction of maximum stable diameter and Sauter mean diameter of bubbles, in the breakup and coalescence regimes, respectively.

A new maximum stable particle size model for turbulent dilute dispersion flow is proposed, which includes both droplets and bubbles.

Theoretical evidence is also presented that a long period of time is required to reach the true steady state in pipe flow and thus to estimate directly from measurements the maximum stable drop/bubble size, dmax.