HB-UGKS converts time-periodic rarefied gas flows into a block-coupled quasi-steady problem via Fourier harmonics and UGKS fluxes, delivering accurate results with speedups up to 9x on cavity test cases.
Unified gas-kinetic scheme with multigrid convergence for rarefied flow study
3 Pith papers cite this work, alongside 66 external citations. Polarity classification is still indexing.
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physics.flu-dyn 3years
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A hybrid GKS-DVM scheme recovers Navier-Stokes solutions in continuum limits while capturing free-molecular flows in rarefied limits via a numerical collision time and adaptive Kn/Ma strategies.
GKS with kinetic boundary conditions produces aerodynamic predictions for near-continuum hypersonic flows that match experiments and DSMC data more closely than Navier-Stokes solvers using Maxwell slip conditions.
citing papers explorer
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A Time-Domain Harmonic Balance Unified Gas-Kinetic Scheme for Temporally Periodic Flows Across all Knudsen Regimes
HB-UGKS converts time-periodic rarefied gas flows into a block-coupled quasi-steady problem via Fourier harmonics and UGKS fluxes, delivering accurate results with speedups up to 9x on cavity test cases.
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A Hybrid Gas-Kinetic Scheme and Discrete Velocity Method for Continuum and Rarefied Flows
A hybrid GKS-DVM scheme recovers Navier-Stokes solutions in continuum limits while capturing free-molecular flows in rarefied limits via a numerical collision time and adaptive Kn/Ma strategies.
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On the Applicability of the Gas-Kinetic Scheme with Kinetic Boundary Conditions for Near-Continuum Hypersonic Flows
GKS with kinetic boundary conditions produces aerodynamic predictions for near-continuum hypersonic flows that match experiments and DSMC data more closely than Navier-Stokes solvers using Maxwell slip conditions.