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.
Kummerländer, T
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physics.flu-dyn 2years
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Mean-flow adjoint analysis via HLBM enables gradient computation for drag and dissipation objectives in laminar-to-turbulent regimes around porous cylinders, with auto-diff generating LES adjoint kernels at Re=3900.
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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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Mean-Flow Adjoint Sensitivity Analysis of Unsteady Flow Around Porous Cylinders Using a Homogenized Lattice Boltzmann Method
Mean-flow adjoint analysis via HLBM enables gradient computation for drag and dissipation objectives in laminar-to-turbulent regimes around porous cylinders, with auto-diff generating LES adjoint kernels at Re=3900.