A free-energy lattice Boltzmann scheme for N immiscible components that enforces reduction consistency via mobility-independent flux correction and achieves machine-precision global momentum conservation through a new surface-tension discretization.
A continuum method for modeling surface tension
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Pore-scale DNS shows intermittency as a network-coupled process of drainage-imbibition cycles that enhances overall fluid mobility and produces the sub-linear macroscopic scaling regime.
A URANS-based three-phase mixture model simulates hydraulic jumps and air entrainment for Froude numbers 1.98-8.48, matching experimental data and IDDES accuracy at roughly 300 times lower computational cost.
A sharp-interface VOF method for phase-change simulations on unstructured meshes computes evaporation rates from local temperature gradients at geometrically reconstructed interfaces and validates against analytical solutions on Stefan, Sucking, and Scriven problems.
Two modifications to the diffuse-interface method for insoluble surfactant modeling avoid sharp-gradient derivatives and decouple delta-function width from interface width, improving accuracy and conserving mass in two-phase flow simulations.
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N-Component Free Energy Lattice Boltzmann Method with Reduction Consistency and Global Momentum Conservation
A free-energy lattice Boltzmann scheme for N immiscible components that enforces reduction consistency via mobility-independent flux correction and achieves machine-precision global momentum conservation through a new surface-tension discretization.
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Intermittent two-phase flow in porous media: insights from pore-scale direct numerical simulation
Pore-scale DNS shows intermittency as a network-coupled process of drainage-imbibition cycles that enhances overall fluid mobility and produces the sub-linear macroscopic scaling regime.
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Numerical Modeling of Flow and Air Entrainment in Hydraulic Jumps for a Wide Range of Froude Numbers
A URANS-based three-phase mixture model simulates hydraulic jumps and air entrainment for Froude numbers 1.98-8.48, matching experimental data and IDDES accuracy at roughly 300 times lower computational cost.
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Sharp-interface VOF method for phase-change simulations on unstructured meshes
A sharp-interface VOF method for phase-change simulations on unstructured meshes computes evaporation rates from local temperature gradients at geometrically reconstructed interfaces and validates against analytical solutions on Stefan, Sucking, and Scriven problems.
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Enhanced numerical approaches for modeling insoluble surfactants in two-phase flows with the diffuse-interface method
Two modifications to the diffuse-interface method for insoluble surfactant modeling avoid sharp-gradient derivatives and decouple delta-function width from interface width, improving accuracy and conserving mass in two-phase flow simulations.