流体力学分支

如题，以下是JFM给出的分类KEYWORDS 大家觉得那些比较有发展前途呢? Acoustics: Aeroacoustics Hydrodynamic noise Jet noise Noise control Wave propagation through random media Aerodynamics: Dynamic stall Flow–structure interactions High-speed flow Biological Fluid Dynamics: Bioconvection Biomedical applications Blood flow Capsule/cell dynamics Flow–vessel interactions Membranes Micro-organism dynamics Peristaltic pumping Propulsion Pulmonary fluid mechanics Swimming/flying Boundary Layers: Control Free shear layers Pipe flows Receptivity Separation Stability Triple deck Complex Fluids: Colloidal systems Dielectrics Emulsions Foams Granular media Liquid crystals Quantum fluids Suspensions Compressible Flows: Boundary layers Detonation waves Gas dynamics Shock waves Convection: Bénard Boundary layers Cavities Double diffusive Instability Marangoni Moist convection Plumes/thermals Porous media Taylor–Couette flow Drops and Bubbles: Aerosols/atomization Boiling Breakup/coalescence Bubble dynamics Cavitation Collisions with walls/surfaces Electrohydrodynamic effects Sonoluminescence Thermocapillary/surfactant effects Flow Control: Boundary layers Drag reduction Free shear flows Instability control Mixing enhancement Transition Geophysical and Geological Flows: Air/sea interactions Atmospheric flows Baroclinic flows Coastal engineering Dynamos Geostrophic turbulence Gravity currents Hydraulic control Ice sheets Internal waves Magma and lava flow Mantle convection Meteorology Mixing and dispersion Ocean circulation Ocean processes Quasi-geostrophic flows River dynamics Rotating flows Sediment transport Sea ice Shallow water flows Stratified flows Topographic effects Waves in rotating fluids Instability: Absolute/convective Nonlinear Parametric Transition to turbulence Interfacial Flows (free surface): Capillary flows Curtains/Sheets Contact lines Fingering Instability Liquid bridges Spreading films Low-Reynolds-number flows: Lubrication theory/thin films Singularity and boundary integral methods Hele-Shaw/porous media Slender-body theory Stokesian dynamics Materials Processing Flows: Coating flows Crystallization/solidification Magnetohydrodynamic effects Microelectronics Polymer processing flows Mathematical Foundations: Computational methods General fluid mechanics Hamiltonian theory Navier–Stokes equations Topological fluid dynamics Variational methods MHD and Electrohydrodynamics: Dynamo High-Hartmann-number flows Magnetic fluids Magneto convection MHD turbulence Plasmas Micro-/Nano-fluid dynamics: MEMS/NEMS Non-continuum effects Mixing: Chaotic advection Geophysical Granular materials Turbulent mixing Multiphase and Particle-laden Flows: Alluvial dynamics Cavitation and boiling Core–annular flows Fluidized beds Gas/liquid flows Particle/fluid flows Reacting multiphase flows Nonlinear Dynamical Systems: Application Bifurcation Control Chaos Fractals Low-dimensional models Pattern formation Non-Newtonian Flows: Instability Plastic materials Polymers Rheology Viscoelasticity Phase change: Condensation/evaporation Icing Morphological instability Solidification/melting Rarefied Gas Flow: Kinetic theory Molecular dynamics Non-continuum effects Reacting Flows/Combustion: Detonations Flames Instability Laminar reacting flows Multiphase Turbulent reacting flows Turbulent Flows: Boundary layers Compressible Control Convection Free shear layers Homogeneous Intermittency Isotropic Modelling Rotating Simulation Stratified Theory Wave--turbulence interactions Vortex Flows: Breakdown Contour dynamics Dynamics Instability Interactions Shedding Wakes/Jets: Interacting wakes/jets Instability Separated flows Vortex streets Waves/Free-surface Flows: Capillary waves Channel flow Critical layers Elastic waves Faraday waves Hydraulics Scattering Shear waves Solitary waves Stability Surface gravity waves Wave breaking Wave–structure interactions Wind–wave interactions