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Nucleation zone

The first condition implies that the concentration, of the primary products in the nucleation zone should be higher than the equilibrium concentration c. Allowing for Eq. (3.13), we can define the required degree of supersaturation by the relation... [Pg.255]

Clear drops indicates that the RNA supersaturation state has not been reached, the RNA concentration is outside the nucleation zone (Fig. 14.2). These experiments must be repeated with higher sample and/or salt concentrations. The temperature could also be lowered. [Pg.213]

The terminology in the literature is confusing. Terms used for the outer (nucleate) zone include syncytial layer, surface layer, distal cytoplasm, tegument and for the inner (nucleated) zone perikarya, proximal layer, tegumental cells, cytons, perinuclear cytoplasm. Bearing in mind that descriptive terms are more likely to be remembered and used correctly than non-descriptive words, the terms distal cytoplasm and proximal cytoplasm, which are well established in the literature, are used in this text, for these zones. The term tegumental cytons is used for the basic cells which make up the syncytial epithelium (Fig. 2.1). [Pg.13]

Figure 4 Phase diagram for a protein solution. In the undersaturation (soluble) zone crystals do not grow but dissolve the first line marks the saturation limit. Above that, the solution is supersaturated and metastable with respect to the crystals existing crystals will grow, but no spontaneous nucleation occurs. In the nucleation zone, new crystals form on their own, and in the precipitation zone nonspecific aggregation dominates. Figure 4 Phase diagram for a protein solution. In the undersaturation (soluble) zone crystals do not grow but dissolve the first line marks the saturation limit. Above that, the solution is supersaturated and metastable with respect to the crystals existing crystals will grow, but no spontaneous nucleation occurs. In the nucleation zone, new crystals form on their own, and in the precipitation zone nonspecific aggregation dominates.
If the. system is operated such that the main flow and the individual small jet flows have the same Reynolds numbers, Rej = Re , then d /di = Un/d = 1 /n and f nim/f i = 1 / -The ratio of particle number concentrations in the two systems is also equal to I / . By splitting a large jet flow into 10 smaller jets, in the case of constant Reynolds number and total mass flow, the overall particle formation rate should be decreased by a factor of 100. Stream. splitting leads to a decrease in particle formation because the condensable vapor has a shorter residence time in the shear layer, or nucleation zone of the smaller jets, and the residence time in the shear layer is proportional to d/tta, which is smaller in the split streams. For the analysis to hold, both the large and small jets must be turbulent. The scaling relationships hold in jets with low nucleation rates, in the region downstream of the shear layer, where no new particles form. [Pg.303]

The finding of a spreading nucleation zone encouraged us to use EMSI and optical microscopy simultaneously. In Fig. 8.8 one result of these measurements is displayed. Two bright regions are visible in the EMSI image at t = 90s (first panel of Fig. 8.8A), one at the bottom (marked with letter... [Pg.237]

A third pit nucleation zone forms at t = 117 s at the top of the unsealed area and is visible in the second panel of Fig. 8.8A. Again it is accompanied by a bright region observed with EMSI. Eventually all three bright regions expand until the whole surface appears bright (as seen in the third panel of Eig. 8.8A). In the end the surface is covered with more than 1000 randomly distributed pits, as can be determined by the microscopic picture (see Fig. 8.9, where a microscopic image of the surface after termination of the experiment is shown). [Pg.239]

In the case of Cu, due to the lower exchange current density value, a surface film is practically formed by a smaller quantity of electricity (Fig. 2.20b). The value of the deposition overpotential is larger than in the case of Cd, and the crystallization overpotential is lower, resulting in a decrease of the zero nucleation zone radiuses. In the case of Cu, it is clear that a considerably larger nucleation rate is observed. [Pg.63]

Hence, a decrease in the value of the exchange current density of the deposition process enhances thin surface metal film formation on inert substrates due to an increase in the nucleation rate and a decrease in the radius of the zero nucleation zones. As a result of this, a compact surface metal film is formed with a smaller quantity of electrodeposited metal, and its coarseness and porosity decrease with a decreasing exchange current density. On the other hand, at sufficiently negative equilibrium potentials and low hydrogen overpotential for an inert substrate. [Pg.64]

Hence, the increasing nucleation density is also due to the decreasing zero nucleation zone radii. This effect leads to an increased coverage of the foreign substrate by the same quantity of deposited metal and to a decreased porosity, a surface resistance and an increased density of a deposit. Also, it can be expected that increase in compactness of a deposit is associated with a decrease in internal stresses and increased ductility and hardness of metal deposits [7]. [Pg.159]

Planar laser-based imaging measurements of fluorescence and particle scattering have been obtained during flame synthesis of the iron-oxide/silica superparamagnetic nanocomposites. The results indicate that the vapor phase FeO concentration is very sensitive to the amount of precursor added, indicating a nucleation controlled growth. The FeO vapor concentration in the main nucleation zone was insensitive to the amount of silicon precursor injected, implying that nucleation of each component occurred independently from the other. [Pg.42]

We show a few selected experimental results in Fig. 6.10. The measured nucleation mercury-drop flux (in drops per cm per second) is plotted as a function of the vapor supersaturation in the nucleation zone of maximal supersaturation. Fig. 6.10 also shows two estimates of the nucleation rate. One estimate is based on the classical theory employing the capillarity approximation and macroscopic values of the surface... [Pg.214]

A. D Alessio, A. Di Lorenzo, A. Borghese, F. Beretta, S. Masi Study of the soot nucleation zone of rich methane-oxygen combustion. 16 th Int l Symp. on Combustion (The Combustion Institute, Pittsburg 1977) p.695 H.M. Nussenzveig The theory of the rainbow. Sci. Am. 236/4, 116 (1977)... [Pg.355]

At this stage we can see a physical restriction because the penny-shaped median cracks are contained below the sample surface and can be measured only in transparent media. This would restrict the method to glasses and some large single crystals. Perhaps that is why at this stage the median crack is said to be not well developed since it remains within the sphere of influence of the nucleation zone immediately below the indenter. [Pg.85]

Once a median crack escapes the nucleation zone, then it is fruitful to consider the model in which a component of the applied load acts to wedge open the mouth region to which equation (5.16) applies. From Figure 5.2(a)... [Pg.252]

Modification of the Substrate Surface In the case of substrates devoid of any suitable reactive groups, induction of the heterogeneous crystallization was accomplished by the deposition of nucleating zones on the surface. So far, different types of nucleating agents have been investigated. [Pg.13]


See other pages where Nucleation zone is mentioned: [Pg.59]    [Pg.46]    [Pg.46]    [Pg.280]    [Pg.280]    [Pg.251]    [Pg.451]    [Pg.217]    [Pg.241]    [Pg.242]    [Pg.243]    [Pg.244]    [Pg.362]    [Pg.381]    [Pg.190]    [Pg.372]    [Pg.237]    [Pg.239]    [Pg.309]    [Pg.310]    [Pg.59]    [Pg.143]    [Pg.24]    [Pg.28]    [Pg.148]    [Pg.106]    [Pg.582]    [Pg.193]    [Pg.137]    [Pg.83]    [Pg.84]    [Pg.87]   
See also in sourсe #XX -- [ Pg.63 , Pg.159 ]




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