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Dispersion formation, practical

The common concentration of a surfactant used in a formulation varies from 0.05 to 0.5% and depends on the surfactant type and the solids content of the dispersion. In practice, very often combinations of surfactants rather than single agents are used to prepare and stabilize disperse systems. The combination of a more hydrophilic surfactant with a more hydrophobic surfactant leads to the formation of a complex film at the interface. A good example for such a surfactant pair is the Tween-Span system of Atlas-ICI [71]. [Pg.257]

In a search for the defining structural parameter of a composite, the free volume of disperse system proved to be the most sound one from the physical standpoint Presumably, for disperse systems the free volume is a measure of the mobility of filler particles, just as for liquids it is a measure of the mobility of molecules. But as applied to highly-loaded coarse systems of the type solid particles — liquid — gas this notion requires a certain correction. In characterizing the structure of such specific systems as highly-loaded coarse composites, it should be noted that to prevent their settling and separation into layers under the action of vibration, the concentration of the finest filler fraction with the largest specific surface in dispersion medium should be the maximum possible. Because of this and also because of the small size of particles (20-40 pm), the fine fraction suspended in the dispersion medium practically does not participate in the formation of the composite skeleton, which consists of coarser particles. Therefore... [Pg.139]

Polydispersity coefficient ko (1.22) is one more important magnitude characterizing resulted emulsions. For monodisperse systems - kn = 1 and for polydisperse kn < 1, and the lesser the ko parameter value, the bigger the dispersal of particles by their sizes. The ratio Ls/dd practically doesn t influence on resulted emulsions polydispersity as in the case of dispersions formation with surface-volumetric diameter d32 (Fig. 3.33). Particles dispersal is increased when dd/dc ratio is raised and sufficiently homogeneous emulsions are formed in divergent-convergent canal of tubular apparatus with dd / d = 1,6. In particular for Ls / dd = 2-3 the value of ko at dd / dc = 1,6 is 0,72-0,75, where as at da / d = 2 and 3 kn is decreased down to 0,63 and 0,41 accordingly. [Pg.81]

Fromm predicted that drop formation in DoD systems was only possible for Z>2 and that the droplet volume increases as the value of Z increases. However, Derby et al. refined this prediction to f lower limit is determined by the viscosity that dissipates the pressure pulse, whereas the upper limit represents the formation of satellite droplets. Furthermore, systems where the Z-number is much larger than 10 are printable as long as the formed satellites merge with the main droplet. It has been demonstrated that common solvents with a Z-number up to 91 could be successfully ink-jet printed. The main faaor that appeared to affect printability was their vapor pressure, with unstable droplets and no droplets being produced for solvents with vapor pressures higher than approximately 13 kPa, which is the case for the pure solvent methanol. [Pg.154]

Though such data are ambiguous, and sometimes even contradictory [12], they can be rationally explained on the basis of qualitative considerations on intermolecular interactions of a polymer with a filler. Of practical importance is the fact that varying the nature of the dispersion medium and the filler and thus controlling the intensity of net-formation, we can vary the yield stress of filled polymers within wide limits and in different directions. [Pg.80]

Intimate mixing of the components can lead to the formation of compounds or of solid solutions of the components which are difficult to reduce at 300°C but which, when reduced, contain well dispersed and well stabilized nickel. Methanation catalysts in practice therefore are compromises which combine optimum reducibility with activity and stability. As an example of compound formation, alumina readily forms with nickel... [Pg.82]

The inhibition of formation of NPYR and NDMA in fried bacon by the use of cure-solubilized a-tocopherol (500 mg/kg) has been demonstrated by Fiddler et al. (50). Walters et al. (53) also reported reduced levels of N-nitrosamines in the vapors during the frying of bacon in fat containing a-tocopherol. It has also been shown that a-tocopherol is dispersed quite effectively during frying of bacon slices therefore, application to bacon may be made by spray or dip to overcome the problem of water insolubility (51). Controlled addition of this antioxidant may be an effective and practical way of reducing the concentration of N-nitrosamines in cooked... [Pg.169]

As the metal particle size decreases the filament diameter should also decrease. It has been shown that the surface energy of thirmer filaments is larger and hence the filaments are less stable (11,17-18). Also the proportion of the Ni(l 11) planes, which readily cause carbon formation, is lower in smaller Ni particles (19). Therefore, even though the reasons are diverse, in practice the carbon filament formation ceases with catalysts containing smaller Ni particles. Consequently, well dispersed Ni catalysts prepared by deposition precipitation of Ni (average metal particle size below 2-3 nm) were stable for 50 hours on stream and exhibited no filamentous coke [16]. [Pg.471]

Reactions of this type can also occur when the conductivity of one of the phases is very low or practically zero. In these reactions, the sites of reactant lattice destruction and product lattice formation are spatially separated. During the reaction, dissolved species diffuse from the dissolution sites to sites where they undergo further reaction and form the nuclei of the new phase. The length of the diffusion pathway in the sofution depends on the degrees of dispersion of the originaf reactant and resufting product, and most often is between 10 and 10 m. [Pg.442]

The interaction between the dispersed-phase elements at high volume fractions has an impact on breakup and aggregation, which is not well understood. For example, Elemans et al. (1997) found that when closely spaced stationary threads break by the growth of capillary instabilities, the disturbances on adjacent threads are half a wavelength out of phase (Fig. 43), and the rate of growth of the instability is smaller. Such interaction effects may have practical applications, for example, in the formation of monodisperse emulsions (Mason and Bibette, 1996). [Pg.195]

This chapter summarizes the present state of the art of the forced hydrolysis approach by considering specific cations, particularly those of greatest practical and theoretical interest, using aqueous solutions of common salts. In addition to being economical in the manufacture of different products, the described procedure can also help in the development of a better understanding of different processes, such as corrosion of metals or formation of minerals, to mention a few. It should be emphasized that the focus of this chapter is on dispersions of narrow particle size distributions, normally designated as monodispersed systems. While a number of genera reviews have been published on monodispersed colloids (7,9-21), this chapter specifically addresses the problems related to metal (hydrous) oxides. [Pg.4]


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Dispersion formation

Dispersion formation, practical aspects

Practical Aspects of Dispersion Formation

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