30th Fluid Dynamics Conference 1999
DOI: 10.2514/6.1999-3643
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Local distortion of turbulence by dispersed particles

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Cited by 8 publications
(8 citation statements)
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“…This idea may seem feasible if we consider the particles as a series of screens with an average mesh spacing of 15η k continuously falling through the turbulence. Eaton et al (1999) demonstrated that the flow distortions due to particles with Re p ∼ 10 extend several particle diameters (or η k in our case, since d p ∼ η k ) downstream. Not only do the particles add turbulence to the flow through particle wakes, but the energetic flow structure can be destroyed by this 'screen effect'.…”
Section: Energy Budgetsupporting
confidence: 50%
See 1 more Smart Citation
“…This idea may seem feasible if we consider the particles as a series of screens with an average mesh spacing of 15η k continuously falling through the turbulence. Eaton et al (1999) demonstrated that the flow distortions due to particles with Re p ∼ 10 extend several particle diameters (or η k in our case, since d p ∼ η k ) downstream. Not only do the particles add turbulence to the flow through particle wakes, but the energetic flow structure can be destroyed by this 'screen effect'.…”
Section: Energy Budgetsupporting
confidence: 50%
“…The particulate phase was spherical monodisperse glass beads, with a small but finite diameter, d p ∼ η k (Kolmogorov length scale). The particle Reynolds number based on the particle diameter, Re p ∼ 10, so the particle wake distortions extend several particles downstream and cannot be neglected (Eaton, Paris & Burton 1999). The particles were relatively heavy, with ρ p /ρ f ∼ 2000 and particle Stokes number based on the Kolmogorov time scale, St k ∼ 50.…”
Section: Objectivesmentioning
confidence: 99%
“…Details of the flow distortion caused by the particles must play some role in determining the overall turbulence modification. Recent calculations by Eaton, Paris & Burton (1999) have shown that the flow distortion around the particle is a strong function of Reynolds number when the Reynolds number is of order 10, as it is in the present flow. The flow distortion is localized to a nearly symmetric region extending a few particle diameters at Re p = 1, but by Re p = 10 a strong asymmetry develops with the wake distortion extending many particle diameters downstream.…”
Section: Gas-phase Velocitiesmentioning
confidence: 48%
“…It is known from previous studies that there is a physical increase in the carrier phase turbulence and this is attributed to the wake formation behind these large particles similar to the ones behind the cylinders encountered in single phase flows. Experimental studies from Eaton et al26 state that for Re p around 10, the modulation is caused due to the strong asymmetric wake distortion extending many particle diameters downstream, whereas for Re p =1, the flow distortion is highly localized to a nearly symmetric region extending only a few particle diameters. Taking this into consideration one would expect a significant enhancement of the carrier phase turbulence for the glass particles, but in contrast significant attenuation have taken place, the maximum attenuation is noted at location x/h = 2, and the attenuation of glass particles is roughly about 44% more than its counterpart copper particles.…”
Section: Resultsmentioning
confidence: 99%