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Kinetic Theory-Based Methods in Fluid Dynamics
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Kinetic theory stems from statistical mechanics established at the mesoscopic scale. The numerical methods established on kinetic theory perform unique and important roles in almost all studies of fluid dynamics. This reprint reports the recent advances in this vibrant community. The development of kinetic theory-related numerical schemes and their applications to fluid dynamics problems are the main focus.
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Keywords
- aerodynamic characteristics
- ALE
- anisotropic slip
- BGK model
- boundary condition
- computational aeroacoustics
- convection melting
- direct simulation Monte Carlo
- discrete unified gas-kinetic scheme
- discrete velocity scheme
- DSMC
- DUGKS
- Enskog–Fokker–Planck equation
- event-driven molecular dynamics
- fluid mechanics
- flux reconstruction
- free-energy model
- gas expansion
- gas-kinetic scheme
- granular gases
- hydrodynamic properties
- hypersonic
- hypersonic flow
- immersed boundary method
- immersed boundary-lattice Boltzmann method
- kinetic theory
- LasInEx
- latent heat storage
- Lattice Boltzmann method
- Mathematics & science
- metal foams
- modelling
- multicomponent flows
- Multiphase flow
- n/a
- nanofluid
- natural convection
- Nesvetay
- oscillating wall motion
- Physics
- Porous media
- pulsed laser evaporation
- rarefied effect
- rarefied gas
- Rarefied gas dynamics
- Reference, information & interdisciplinary subjects
- Research & information: general
- self-propelled particles
- simple shear flow
- simplified linearized lattice Boltzmann method
- sinusoidal side wall temperature
- SPH method
- superhydrophobic surface
- thermal lattice Boltzmann flux solver
- thermal protection system
- time-of-flight
- two-phase
- viscous interaction effect
- well-balanced schemes
- X38-like vehicle
Links
DOI: 10.3390/books978-3-0365-6915-4Editions