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Modelling of a two-phase vortex-ring flow using an analytical solution for the carrier phase
Oyuna Rybdylova
, Sergei Sazhin
, Alexander Osiptsov
, F. Kaplanski
,
Steven Begg
, Morgan Heikal
University of Brighton
Advanced Engineering Centre
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Dive into the research topics of 'Modelling of a two-phase vortex-ring flow using an analytical solution for the carrier phase'. Together they form a unique fingerprint.
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Keyphrases
Analytical Solution
100%
Particle Trajectory
100%
Vortex Ring
100%
Carrier Phase
100%
Fully Lagrangian Approach
100%
Phase Vortices
100%
Dispersed Media
100%
Particle Cloud
66%
Phase Parameter
66%
Mushroom-like
33%
Droplet Concentration
33%
System of Ordinary Differential Equations
33%
Axially Symmetric
33%
Dispersed Phase
33%
Particle number
33%
Flow Regime
33%
Governing Parameters
33%
Accumulation Area
33%
Two-phase Jet
33%
Particle Accumulation
33%
Two-fluid Approach
33%
Approximate Analytical Solution
33%
Valued Fields
33%
Multi-valued
33%
Engineering
Vortex
100%
Lagrangian Approach
100%
Particle Trajectory
100%
Carrier Phase
100%
Initial Condition
33%
Flow Regime
33%
Transients
33%
Dispersed Phase
33%
Particle Number
33%
Physics
Particle Trajectory
100%
Vortex Ring
100%
Operators (Mathematics)
33%
Transients
33%
Earth and Planetary Sciences
Particle Trajectory
100%
Vortex Ring
100%