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Kinetics of growth

Batch experimentation in laboratory tumbling agglomerators, often with [Pg.59]

As seen in Fig. 3.6 and consistent with the discussion in the previous section, the theoretical bridging liquid requirements to saturate the powder in a close-packed state lies at intermediate rates of growth. In view of the extreme sensitivity of the growth to liquid content, however, and the previously-indicated inability to predict accurately optimum liquid levels for agglomeration, the constants a and b in eqn. (7) for a particular powder-liquid system and specific agitation conditions must be determined by experiment. [Pg.61]

The kinetics of a granulation process can be dramatically improved by the addition of recycled seed agglomerates. These nuclei readily pick up the fine feed material in layer growth since the pendular liquid bond between two particles increases in strength as the size difference between the particles becomes larger [15]. It has been suggested [16] that the coalescence proba- [Pg.62]

This effect of seed addition is illustrated in Fig. 3.8 for the dry granulation of carbon black powder tumbled in a drum [17]. The time required to convert the whole load to granules is reduced as the proportion of recycled agglomerates and their size are increased. For the dry granulation of zinc oxide powders, Meissner et al. [18] found that the initial rate of fines disappearance, (dW/dN)N=0, in the presence of seed granules is given by  [Pg.63]

The phase diagram indicates the maximum fraction of silicon that can precipitate onto the substrate. But in practice, the kinetic growth of a layer from a solution is controlled by the following mechanisms  [Pg.136]

Volumic transport of Si atoms by diffusion, convection or force flow [Pg.137]

Mechanisms (1) and (2) are related to the mass transport, while the mechanisms (3-7) are related to the surface kinetics. The growth kinetics is, therefore, a combination of these two different processes. Depending on the experimental conditions, one of them will be preponderant and will control the kinetics of growth. [Pg.137]

Three methods of growth have been developed and applied for semiconductors, which lead to different kinetics consideration  [Pg.137]

In order to determine the thickness of the resulting epitaxial layer, we will use the following assumptions  [Pg.137]


Wyszkowska J. Kinetics of growth of the austenite grain Issued by IMP 1971,... [Pg.24]

In the following table, given on the next page, we summarize the methods used to obtain the necessary equations describing nuclei growth and the kinetics of growth. [Pg.185]

The growth rates of crystals with partially broken surfaces or with fines adhered to it were larger in both directions than those of smooth surface. Further, the optical purities of crystals with broken surfaces and with fines adhered on the surfaces were lower than those with smooth surfaces. From these results, the kinetics of growth of D-SCMC crystals and the mechanism of inclusion of impurity during their growth process was considered. [Pg.271]

The types and reactions postulated for reactive intermediates in the radiation chemistry of polyethylene are reviewed. Ultraviolet spectroscopy is an important tool in complementing data obtained from electron spin resonance studies. Finally, the kinetics of growth and decay of the allyl and polyenyl free radicals as inferred from ultraviolet spectra are discussed. [Pg.41]

K.E. Rajab and R.D. Doherty. Kinetics of growth and coarsening of faceted hexagonal precipitates in an fee matrix. 1. Experimental-observations. Acta Metall. Mater., 37(10) 2709—2722, 1989. [Pg.325]

C. Eschen, J. Nowak, and K. Poulsen. 1994. Studies on the renal kinetics of growth hormone (GH) and on the GH receptor and related effects in animals. [Pg.42]

Fig. 6. Kinetics of growth and biosurfactant accumulation in batch culture of B. subtilis ATCC 6633 (A) with and (B) without supplementation of microsalts and EDTA ( ) surface tension (A) E24 ( ) biomass ( ) substrate (T) CMC-1). Fig. 6. Kinetics of growth and biosurfactant accumulation in batch culture of B. subtilis ATCC 6633 (A) with and (B) without supplementation of microsalts and EDTA ( ) surface tension (A) E24 ( ) biomass ( ) substrate (T) CMC-1).
Kromenaker SJ, Srienc F (1994), Effect of acid lactic on the kinetics of growth and antibody production in a murine hybridoma secretion patterns during the cell cycle, J. Biotechnol. 34 13-34. [Pg.107]

Backman, P Kimura, T., Schon, A., Wadso, I. (1992). Effects of pH-variations on the kinetics of growth and energy metabolism in cultured T-lymphoma cells. J. Cell Physiol. ISO, 99-103. [Pg.328]

Maillacheruvu, K.Y., and Parkin, GF. (1996) Kinetics of growth, substrate utilization and sulfide toxicity for proprionate, acetate, and hydrogen utilizers in anaerobic systems. Water Environ. Res. 68, 1099-1106. [Pg.621]

Figure 3 shows the hypothetical kinetics of growth, respiration and relative hormone levels in a climacteric fruit at different stages of its life cycle. Hypothetical hormone levels during development and ripening have been speculated on before (13). The rationale for this outline is based on the known influences of the various hormones on cell division,... [Pg.275]

Typical experimental data on the crack growth rate vs stress intensity factor in LMIE conditions are shown in Figure 7.91. Large cracks are at the top portion (>2mm) and small cracks (<2 mm) are located at the bottom of the figure and reflect the kinetics of growth of cracks. The micromechanism of crack growth is different in the upper and lower regions. [Pg.525]

Nucleation from the vapor phase is not a determining factor in the relative kinetics of formation of either graphite or diamond on a substrate. Which of these two competing stmctures wins out depends on the kinetics of growth. [Pg.340]

Kinetics of growth. In order to derive the correct version of Equation (75) using the Reynolds transport theorem, the kinetics of growth needs to be discussed. Let [Z] be the concentration of mixed population of microorganisms ntiUzing an organic waste. The rate of increase of [Z] fits the first order rate process as follows ... [Pg.87]

This is the kinetics of growth, which, as can be seen, is expressed in total derivative. This represents the Lagrangian point of view (a closed-system point of view) of the process. Remember that we have used the total derivative, because cultures are not introduced into and withdrawn from the reactor, which means that the reactor is not an open system. The system is closed and, therefore, the total derivative is employed instead of the partial derivative. [Pg.88]

The kinetics of the microbial process may be conveniently divided into kinetics of growth and kinetics of food (or substrate) utilization. The kinetics of growth was derived previously in the Background Prerequisites chapter, in connection with the derivation of the Reynolds transport theorem. The result was... [Pg.700]


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See also in sourсe #XX -- [ Pg.170 ]

See also in sourсe #XX -- [ Pg.127 , Pg.140 , Pg.145 ]




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