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The droplet breakup frequency is positively related to the energy input and droplet size.
The models for breakup frequency and daughter size distribution available in literature are reviewed thoroughly.
A population balance model (PBM) that incorporates two scales of turbulent motion in the breakup frequency function has been presented.
The breakup frequency function is designed such that particles smaller than the impeller-region Kolmogoroff microscale will erode according to a critical velocity related to the local energy dissipation rate.
Chemical Engineering Science 32, 1289 1297] and a mixed model [Martínez-Bazán, C., Montañés, J.L., Lasheras, J.C., 1999. On the breakup of an air bubble injected into a fully developed turbulent flow. Part 1. Breakup frequency. Journal of Fluid Mechanics 401, 157 182; Prince, M.J., Blanch, H.W., 1990. Bubble coalescence and break-up in air-sparged bubble columns.
To determine the source term of the PBE, functions including the droplet-layer coalescence frequency, residual droplet size distribution, droplet dispersion frequency from the liquid layer, droplet breakup frequency, and daughter droplet size distribution were measured experimentally.
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Furthermore, the electric strength of breakup weakens as the frequency increases.
Two designs are suggested to study the effect of flow conditions parameters and outer channel size on the droplet breakup mode, droplet generation frequency and size.
A surveillance system would therefore be useful to monitor the frequency of breakups.
Hence phase inversion was assumed to occur when the coalescence frequency exceeded that of breakup.
The deformation and breakup of drops depend on the intensity and frequency of this field.
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