Theory for the Euler-Euler Model Interfaces
The Euler–Euler Model interfaces are based on averaging the Navier–Stokes equations for each present phase over a volume that is small compared to the computational domain but large compared to the dispersed phase (particles, droplets, or bubbles). The two phases, the continuous and the dispersed phase, are assumed to behave as two continuous and interpenetrating fluids, and the physics interface solves one set of momentum equations for each phase.
In this section:
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The Euler–Euler Model Equations
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Some Notes on Boundary Conditions
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Turbulent Two-Phase Flow Modeling
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References for the Euler–Euler Model Interfaces