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Solid-liquid fluidized beds particle diameter effect

In bubble columns, the estimation of parameters is more difficult than in the case of either gas-solid or solid-liquid fluidized beds. Major uncertainties in the case of bubble columns are due to the essential differences between solid particles and gas bubbles. The solid particles are rigid, and hence the solid-hquid (or gas-solid) interface is nondeformable, whereas the bubbles cannot be considered as rigid and the gas-liquid interface is deformable. Further, the effect of surface active agents is much more pronounced in the case of gas-liquid interfaces. This leads to uncertainties in the prediction of all the major parameters such as terminal bubble rise velocity, the relation between bubble diameter and terminal bubble rise velocity, and the relation between hindered rise velocity and terminal rise velocity. The estimation procedure for these parameters is reviewed next. [Pg.42]

Fig. 7. Effect of liquid viscosity on lower critical particle diameter solid-liquid fluidized beds [a = 3.0, Cy = /(e), pl = 1000 kg/m ]. Fig. 7. Effect of liquid viscosity on lower critical particle diameter solid-liquid fluidized beds [a = 3.0, Cy = /(e), pl = 1000 kg/m ].
Fig. 11. Effect of density difference at various liquid viscosities on particle Reynolds number evaluation at lower critical particle diameter, (a) Solid-liquid fluidized beds [a = 3.0, Cv = f(s), pi = 1000 kg/m ]. (b) Gas-solid fluidized beds [a = 3.0, Cy = /(e), po = 1 kg/m ]. (c) Unified stability map of particle Reynolds number vs density difference for different values of transition hold-up solid-liquid fluidized beds [a = 3.0, Cy = f(s), p-l = 1 mPas, pi = 1000 kg/m ]. Fig. 11. Effect of density difference at various liquid viscosities on particle Reynolds number evaluation at lower critical particle diameter, (a) Solid-liquid fluidized beds [a = 3.0, Cv = f(s), pi = 1000 kg/m ]. (b) Gas-solid fluidized beds [a = 3.0, Cy = /(e), po = 1 kg/m ]. (c) Unified stability map of particle Reynolds number vs density difference for different values of transition hold-up solid-liquid fluidized beds [a = 3.0, Cy = f(s), p-l = 1 mPas, pi = 1000 kg/m ].
Recent examples of process improvement have been reported by Davison and Thomson [11] and Kaufman et al. [12]. They studied the simultaneous fermentation and recovery of lactic acid in a biparticle fluidized-bed reactor using L. delbreuckii as the biocatalyst. The immobilized bacterial cells (on calcium alginate beads of 0.7-0.8 mm diameter) were fluidized in the liquid media in a column reactor (see Fig. 1). During fermentation, solid particles of lactic acid adsorbent (polyvinylpyridine resin) are added batchwise to the top of the reactor, and fall countercurrently through the biocatalyst. After the adsorbents have fallen through the reactor, they are recovered and the adsorbed lactic acid is recovered. The adsorbents not only remove acid produced but also effectively maintain the broth pH at optimal levels. The increase in lactic acid production is significant. The reported volumetric productivity of 4.6 g/l/h was a 12-fold increase over the reactor without the adsorbents. [Pg.247]

Bubble formation in liquids with the presence of particles, as in slurry bubble columns and three-phase fluidized bed systems, is different from that in pure liquids. The experimental data of Massimilla et al. (1961) in an air-water ass beads three-phase fluidized bed revealed that the bubbles formed from a single nozzle in the fluidized bed are larger than those in water, and the initial bubble size inereases with the solids concentration. Yoo et al. (1997) investigated bubble formation in pressurized liquid solid suspensions. They used aqueous glyeerol solution and 0.1 mm polystyrene beads as the liquid and solid phases, respectively. The densities of the liquid and the particles were identical, and thus the partieles were neutrally buoyant in the liquid. The results indicated that initial bubble size deereases inversely with pressure under otherwise eonstant eonditions, that is, gas flow rate, temperature, solids eoneentration, orifiee diameter, and gas chamber volume. Their results also showed that the particle effect on the initial bubble size is insignificant. The difference in the finding regarding the particle effect on the initial bubble size between Massimilla et al. (1961) and Yoo et al. (1997) is possibly due to the difference in particle density. [Pg.768]


See other pages where Solid-liquid fluidized beds particle diameter effect is mentioned: [Pg.47]    [Pg.47]    [Pg.120]    [Pg.371]    [Pg.155]    [Pg.219]    [Pg.53]    [Pg.53]    [Pg.146]    [Pg.712]    [Pg.786]    [Pg.1334]   
See also in sourсe #XX -- [ Pg.53 ]




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Bed diameter

Diameter effect

Diameters, particle

Effect solids

Effective diameters

Effectiveness, liquid/particle

Fluidized solids

Liquid particles

Liquid-Fluidized Beds

Liquid-solid fluidization

Particle diameter effect

Particle diameter, effective

Particle effects

Particle fluidization

Solid Fluidized Beds

Solid bed

Solid particles

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