A computational fluid dynamics—Population balance equation approach for evaporating cough droplets transport
Abstract Airborne diseases, including COVID-19, are transmitted by respiratory droplets,
which makes the study of the evolution of these droplets important to control the
transmission. However, the evolution of the droplets is complex, being a multiphase,
polydisperse, multicomponent system undergoing evaporation. To numerically investigate
such multiphase flows, there are mainly two approaches. One is the Eulerian–Lagrangian (E–
L) approach, which is widely used due to its ability to trace the dispersion and evaporation of …
which makes the study of the evolution of these droplets important to control the
transmission. However, the evolution of the droplets is complex, being a multiphase,
polydisperse, multicomponent system undergoing evaporation. To numerically investigate
such multiphase flows, there are mainly two approaches. One is the Eulerian–Lagrangian (E–
L) approach, which is widely used due to its ability to trace the dispersion and evaporation of …
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