Abstract
In the present paper, the possibilities to cover all
fluidization states by a single drag law in steady-state
CFD multiphase flow modeling are evaluated. The
time-averaged drag force is expressed as the product of
the drag force calculated from the traditional drag laws
for homogeneous conditions, and a correction function.
Closure correlations for the correction function are
developed by nonlinear regression modeling based on data
collected from 69 transient 2D simulations of bubbling,
turbulent and circulating fluidized beds. The
correlations are given as functions of eight variables:
the solid volume fraction, the distance from the nearest
wall, the height above the air distributor, the slip
velocity between the phases, the gas velocity, the
particle size, the solid density and the gas viscosity.
The results indicate that covering all fluidized bed
conditions in a single drag correlation is feasible,
although fully satisfactory results were not obtained for
the surface and freeboard regions of a bubbling fluidized
bed (BFB) with correlations that were acceptable in
circulating fluidized bed (CFB) conditions. A correlation
that covers the whole range of fluidized states is
complicated and thus the modeling task could be divided
into development of separate correlations for different
regions that could be combined into a single correlation
by means of blending functions. The validity of this
approach was demonstrated by developing a separate
correlation for the dilute conditions above a height of
1.5. m in CFB risers. Results show that the accuracy of
the predictions significantly improved in dilute CFB
conditions where a much simpler correlation with six
input variables could be used. The modeling approach is a
good starting point for the development of a general drag
law for CFD simulations of fluidized beds
Original language | English |
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Pages (from-to) | 257-271 |
Number of pages | 14 |
Journal | Powder Technology |
Volume | 261 |
DOIs | |
Publication status | Published - 2014 |
MoE publication type | A1 Journal article-refereed |
Keywords
- Circulating fluidized bed
- computational fluid dynamics
- drag force
- empirical modeling
- time-averaging