Energy Balance of Puffing and Microexplosion of Two-Liquid Droplets

The results of energy analysis of the fragmentation regimes (puffing and microexplosion) of two-liquid droplets of the core-shell type are given. It is shown that using the classical energy approach to describe the hydrodynamic processes, it is possible to predict the critical (necessary and sufficient) conditions for the implementation of fragmentation regimes and their consequences. As distinct from the force approach, it is possible to estimate the discrete energies spent on evaporation, heating, fragmentation, viscous dissipation, and resistance during the motion of the fragmentation front.

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Publication Details

Journal
Fluid Dynamics
Published
2024-12-01
DOI
https://doi.org/10.1134/s0015462824604613
Citations
6
Primary Topic
Particle Dynamics in Fluid Flows
Type
article
Field-Weighted Citation Impact
2.01
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article

Energy Balance of Puffing and Microexplosion of Two-Liquid Droplets

R.M. Fedorenko, D. V. Antonov, Pavel Alexandrovich Strizhak, Denis Kovalev
6 citations
Fluid Dynamics
Particle Dynamics in Fluid Flows
2.01
article

Energy Balance of Puffing and Microexplosion of Two-Liquid Droplets

R.M. Fedorenko, D. V. Antonov, Pavel Alexandrovich Strizhak, Denis Kovalev
article en
6 citations

Abstract

The results of energy analysis of the fragmentation regimes (puffing and microexplosion) of two-liquid droplets of the core-shell type are given. It is shown that using the classical energy approach to describe the hydrodynamic processes, it is possible to predict the critical (necessary and sufficient) conditions for the implementation of fragmentation regimes and their consequences. As distinct from the force approach, it is possible to estimate the discrete energies spent on evaporation, heating, fragmentation, viscous dissipation, and resistance during the motion of the fragmentation front.

Fluid DynamicsVol. 59(6)
National Research Tomsk State University (RU), Tomsk Polytechnic University (RU)
Affordable and clean energy
Openalex Percentile: Top 14%
Particle Dynamics in Fluid Flows
2.01
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