The Physics of Fluids · 1974 · 146 citations · 8 references
Near-field HydrodynamicsParticle DiffusionDiffusion ExperimentsEngineeringPhysicsTurbulent Flow Heat TransferFluid MechanicsHydrodynamicsNumerical SimulationTurbulenceTurbulence ModelingVelocity CorrelationParticle MethodScalar TransportFluid ParticlesMultiscale HydrodynamicsParticle-laden Flow
The diffusion of fluid particles and small spherical particles in a numerically integrated, decaying isotropic turbulent flow field was studied, with comparisons of temporal autocorrelation coefficients. Short‑time Lagrangian velocity correlations exceed Eulerian ones, while at longer times Eulerian correlations dominate; for small spherical particles, increasing particle response time raises the velocity autocorrelation coefficient.
Results are presented of computer simulations of particle diffusion on a numerically integrated, decaying isotropic turbulent flow field. The diffusion of both fluid particles and “small” spherical particles is studied. Comparisons are made of the various temporal autocorrelation coefficients. It is found that for “short” times, the Lagrangian (fluid point) velocity correlation is larger than the Eulerian correlation, while for longer times the opposite is true. It is also found in the “small” spherical particle case that as the response time of the particle is increased, the velocity autocorrelation coefficient increases.
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