Rarefaction effects in head-on collision of two identical droplets
Tao Chen, Lei Wu, Lianping Wang, Shiyi Chen

TL;DR
This study investigates how rarefaction effects influence the head-on collision dynamics of identical droplets, revealing significant deviations from continuum models and identifying mechanisms that enhance droplet coalescence.
Contribution
It demonstrates the importance of rarefaction effects in droplet collisions using kinetic theory, highlighting their impact on flow topology, vorticity, and energy conversion mechanisms.
Findings
Rarefaction effects alter streamline topology near droplets.
They suppress high vorticity concentration inside the interdroplet region.
Rarefaction enhances energy transfer from free to kinetic energy, promoting coalescence.
Abstract
The head-on collision of two identical droplets is investigated based on the BGK-Boltzmann equation. Gauss-Hermite quadratures with different degree of precision are used to solve the kinetic equation, so that the continuum (solution truncated at the Navier-Stokes order) and non-continuum (rarefied gas dynamics) solutions can be compared. When the kinetic equation is solved with adequate accuracy, prominent variations of the vertical velocity (the collision is in the horizontal direction), the viscous stress components, and droplet morphology are observed during the formation of liquid bridge, which demonstrates the importance of the rarefaction effects and the failure of the Navier-Stokes equation. The rarefaction effects change the topology of streamlines near the droplet surface, suppress the high-magnitude vorticity concentration inside the interdroplet region, and promote the…
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Taxonomy
TopicsFluid Dynamics and Heat Transfer · Lattice Boltzmann Simulation Studies · Particle Dynamics in Fluid Flows
