1987TRANSACTIONS OF THE JAPAN SOCIETY OF MECHANICAL ENGINEERS Series BOpen access

Conservation equations based on the drift flux model for one-dimensional gas-liquid-solid three-phase flow.

Tadashi Sakaguchi, Hisato MINAGAWA

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Abstract

The conservation equations based on the drift flux model are derived for one-dimensional gas-liquid-solid three-phase flow. It is clearly shown that the solid particles added to gas-liquid two-phase flow make the flow situation more complex. Their effects on the three-phase flow situation are expressed in terms of the drift velocities of the solid in the gas and the liquid phase.

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The conservation equations based on the drift flux model are derived for one-dimensional gas-liquid-solid three-phase flow. It is clearly shown that the solid particles added to gas-liquid two-phase flow make the flow situation more complex. Their effects on the three-phase flow situation are expressed in terms of the drift velocities of the solid in the gas and the liquid phase.

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Available abstract

The conservation equations based on the drift flux model are derived for one-dimensional gas-liquid-solid three-phase flow. It is clearly shown that the solid particles added to gas-liquid two-phase flow make the flow situation more complex. Their effects on the three-phase flow situation are expressed in terms of the drift velocities of the solid in the gas and the liquid phase.

Key concepts: Two-phase flow, Flow (mathematics), Flux (metallurgy), Mechanics, Phase (matter), Data flow model, Thermodynamics, Materials science

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Conservation equations based on the drift flux model for one-dimensional gas-liquid-solid three-phase flow. — Research Paper | ScholarLens