“…The bed porosity and pressure drop for the dense phase are obtained from Eqs. (18), (19) and (20). In Eq.…”
Section: Equations For Both V-valve and Risermentioning
confidence: 99%
“…Under these conditions, Eqs. (18), (19) and (20) can be used to get the experimental values of f 2 which are correlated, as given by Eqs. (27) and (30) for the riser and Vvalve, respectively.…”
Section: Equations For Both V-valve and Risermentioning
confidence: 99%
“…In a standpipe, the resisting force for the flow of solids in a packed bed can be expressed as a function of the slip velocity, as given by Eq. (41) [20].…”
Section: Pressure Drop Due To Downflow Of Solids In Upstream Bed (Dp B )mentioning
confidence: 99%
“…This produces a higher equilibrium dense phase height, h D , and hence larger DP D (see Eq. (20)) in the case of smaller-sized particles for the same solid circulation rates. Again, in the lean phase regime, for similar aeration (U/U mf ) and solid circulation rate, the acceleration pressure drop is generally large for smaller particle sizes on account of higher solid velocities (see Eq.…”
“…The bed porosity and pressure drop for the dense phase are obtained from Eqs. (18), (19) and (20). In Eq.…”
Section: Equations For Both V-valve and Risermentioning
confidence: 99%
“…Under these conditions, Eqs. (18), (19) and (20) can be used to get the experimental values of f 2 which are correlated, as given by Eqs. (27) and (30) for the riser and Vvalve, respectively.…”
Section: Equations For Both V-valve and Risermentioning
confidence: 99%
“…In a standpipe, the resisting force for the flow of solids in a packed bed can be expressed as a function of the slip velocity, as given by Eq. (41) [20].…”
Section: Pressure Drop Due To Downflow Of Solids In Upstream Bed (Dp B )mentioning
confidence: 99%
“…This produces a higher equilibrium dense phase height, h D , and hence larger DP D (see Eq. (20)) in the case of smaller-sized particles for the same solid circulation rates. Again, in the lean phase regime, for similar aeration (U/U mf ) and solid circulation rate, the acceleration pressure drop is generally large for smaller particle sizes on account of higher solid velocities (see Eq.…”
“…Over the years, several models have been proposed to predict the pressure along the vertical flow,2–7 all essentially stating that the flow is homogeneously fluidized between the minimum fluidizing and bubbling states. The pressure is then estimated using the mathematical expression of the static pressure head and an estimation of the apparent density of the suspension.…”
A novel approach is proposed to model heterogeneous downward dense gas-particle flows. The homogeneous behavior of the flow is described by the mass and momentum transport equations of the gas and particulate phases solved using a mono-dimension finite volume method on staggered grids. The heterogeneous features of the flow are predicted simultaneously using the bubble-emulsion formalism. The gas compressibility is taken into consideration. The model is supplemented with a new correlation to account for the wall-particle frictional effects. The predictions are compared with the vertical profiles of pressure and the amount of gas that flows up and down two standpipes and a cyclone dipleg of an industrial fluid catalytic cracking unit and of a cold small-scale circulating fluidized bed. The trends are well predicted. The model gives further information and is thus an innovative starting point for downward dense gasparticle flow hydrodynamics investigation.
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