2005
DOI: 10.1016/j.compchemeng.2004.09.002
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Numerical simulation of particulate flow by the Eulerian–Lagrangian and the Eulerian–Eulerian approach with application to a fluidized bed

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Cited by 187 publications
(95 citation statements)
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“…21a and 21b, respectively. As it is depicted in these figures, the erosion rate can be expressed by a linear curve in the logarithmic scale as follows: (20) where,  is a constant to be determined, s f is the dimensionless average shape factor of the sand particles which needs no reference value to make it dimensionless. The shape factor of 0 represents a disc shaped particle and 1 a spherical shaped particle.…”
Section: Solid Particle Shape Effectsmentioning
confidence: 99%
“…21a and 21b, respectively. As it is depicted in these figures, the erosion rate can be expressed by a linear curve in the logarithmic scale as follows: (20) where,  is a constant to be determined, s f is the dimensionless average shape factor of the sand particles which needs no reference value to make it dimensionless. The shape factor of 0 represents a disc shaped particle and 1 a spherical shaped particle.…”
Section: Solid Particle Shape Effectsmentioning
confidence: 99%
“…Gidaspow et al [1,11] have extended the kinetic theory of dense gases for binary granular mixture with unequal granular temperature between the particle phases. In the some researches [10,[14][15][16] the following algebraic granular temperature equation was used with the assumptions that the granular energy is dissipated locally, the convection and diffusion contributions are negligible and retaining only the generation and dissipation terms. Also van Wachem et al [14][15][16] have shown that this assumption is feasible in the bubbling region of a fluidized bed.…”
Section: Basic Equationmentioning
confidence: 99%
“…In the some researches [10,[14][15][16] the following algebraic granular temperature equation was used with the assumptions that the granular energy is dissipated locally, the convection and diffusion contributions are negligible and retaining only the generation and dissipation terms. Also van Wachem et al [14][15][16] have shown that this assumption is feasible in the bubbling region of a fluidized bed. When using this algebraic equation in stead of solving the balance for the granular temperature, much faster convergence is obtained during simulations.…”
Section: Basic Equationmentioning
confidence: 99%
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“…Also, gas temperature increases as it moves upward in the chamber due to the heat of polymerization reaction leading to the higher temperatures at the top of the bed. Chiesa et al [12] have presented a computational study of the flow behavior of a labscale fluidized bed. They have also compared experiments results of a two-dimensional lab-scale bubbling fluidized bed with their computational results.…”
Section: Introductionmentioning
confidence: 99%