For binary mixtures, the simulation results are compared with the digital image analysis experiments obtained by Goldschmidt et al. (2003) for glass beads (i.e., equal density). For this system, the simulation results agree satisfactorily with the experimental data. At high gas velocity, the fluidized bed is fully fluidized so that excellent mixing is achieved and the segregation rate is low. In an intermediate gas-velocity range, transient fluidization takes place where in the bed is initially uniformly fluidized and then segregation gradually occurs. In the end, the large particles go to the bottom and the small particles move to the top so that there is a defluidized bottom rich in jetsam and a top layer rich in flotsam. The relative segregation rate is also much higher (usually around 0.3-0.4). We show that by properly defining the solids pressure, the multi-fluid model can reproduce the segregation rate found experimentally for all flow conditions with binary mixtures.
After attaining good agreement for binary systems, segregation phenomena in gas-solid fluidized beds with a continuous PSD are investigated. For this study, the simulation results are compared with the discrete-particle simulations of Dahl and Hrenya (2005). Using the moments of the PSD from the discrete-particle simulations, the weights and abscissas used in DQMOM are initialized in the multi-fluid model. The segregation rate and the local moments of the PSD predicted by the multi-fluid model are compared to the discrete-particle simulations. The dependence of the results on the number of DQMOM abscissas is also investigated.
References:
R. Fan, D. L. Marchisio and R. O. Fox, “Application of the direct quadrature method of moments to polydisperse gas-solid fluidized beds” Powder Technology 139 (2004), 7-20
M. J. V. Goldschmidt, J.M. Link, S. Mellema and J. A. M. Kuipers “Digital image analysis of bed expansion in dense gas-fluidized beds”, Powder Technology 138 (2003), 135-159
S. R. Dahl and C. M. Hrenya “Size segregation in gas-solid fluidized beds with continuous size distributions” Chemical Engineering Science 60 (2005) 6658-6673
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