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Phase formation, discrete

Chemistry of in situ Discrete Phase Formation. We propose a reaction mechanism involving CTBN and epoxy resin in the presence of piperidine as a curing agent. We include the role of bisphenol A in this mechanism. The schematic reaction steps are summarized in Figure 4. [Pg.338]

Yoshikawa, K. and Matsuzawa, Y. (1995) Discrete phase transition of giant DNA Dynamics of globule formation from a single molecular chain. Physica D, 84, 220-227. [Pg.147]

Figure 6 Schematic showing the evolution of Ecorr and the reactions occurring with time for the oxidation of nuclear fuel (U02) in neutral noncomplexing solution. The lines marked by uranium phases show the equilibrium potentials for the formation of discrete phases Eq2/h2o is the system redox potential for these conditions. Figure 6 Schematic showing the evolution of Ecorr and the reactions occurring with time for the oxidation of nuclear fuel (U02) in neutral noncomplexing solution. The lines marked by uranium phases show the equilibrium potentials for the formation of discrete phases Eq2/h2o is the system redox potential for these conditions.
There are three general ways of dispersing nanofillers in polymers. The first is direct mixing of the polymer and the nanoparticles either as discrete phases or in solution. The second is in-situ polymerization in the presence of the nanoparticles, and the third is both in-situ formation of the nanoparticles and in-situ pwlymeiization. Due to intimate mixing of the two phases, the latter can result in composites called hybrid nanocomposites [Lee. E. S, 2004]. [Pg.241]

Figure 14 shows photographs of uncured (a, b) and cured (c, d) 25/75 PAI-l/LCP sanq)les, respectively. The 25/75 PAI-l/LCP blend shows fiber formation in the uncured sanq)le (Figure 14) in both the skin (a) and core (b). Distinct phases are absent ch indicates better dispersion. The core also shows finer fibers than the skin. The fiber structures are destroyed on heat treatment (Figure 14c, d). The core section shows phase separation with LCP being the continuous and PAI-1 the discrete phase. The cured samples also show voids due to the release of volatiles. No agglomeration of the PAI-1 phase seems to have occurred in this case. [Pg.159]

The discrete phase simulation method described in Secs. 4.1 through 4.4 is capable of predicting the flow behavior in gas-liquid-solid three-phase flows. In this section, several simulation examples are given to demonstrate the capability of the computational model. First, the behavior of a bubble rising in a liquid-solid suspension at ambient pressure is simulated and compared to experimental observations. Then the effect of pressure on the bubble rise behavior is discussed, along with the bubble-particle interaction. Finally, a more complicated case, that is, multibubble formation dynamics with bubble bubble interactions, is illustrated. [Pg.799]

The filtration operation involves the separation, removal, and eolleetion of a discrete phase of matter existing in suspension. The undissolved solid partieles are separated from the liquid suspension by means of a porous medium (i.e., filter medium). Filtration leads to the formation of a eake containing a relatively low proportion of residual filtrate. Depending upon the meehanism for arrest and accumulation of particles, the filtration operation can generally be classified into three types cake filtration, deep-bed filtration, and membrane filtration (see Fig. 1). [Pg.812]

Production of net-shape siUca (qv) components serves as an example of sol—gel processing methods. A siUca gel may be formed by network growth from an array of discrete coUoidal particles (method 1) or by formation of an intercoimected three-dimensional network by the simultaneous hydrolysis and polycondensation of a chemical precursor (methods 2 and 3). When the pore Hquid is removed as a gas phase from the intercoimected soHd gel network under supercritical conditions (critical-point drying, method 2), the soHd network does not coUapse and a low density aerogel is produced. Aerogels can have pore volumes as large as 98% and densities as low as 80 kg/m (12,19). [Pg.249]

Bone remodelling, which continues throughout adult life, is necessary for the maintenance of normal bone structure and requires that bone formation and resorption should be balanced. Bone remodelling occurs in focal or discrete packets know as bone multicellular unit (BMU). In this process, both bone formation and resorption occur at the same place so that there is no change in the shape of the bone. After a certain amount of bone is removed as a result of osteoclastic resorption and the osteoclasts have moved away from the site, a reversal phase takes place in which a cement line is laid down. Osteoblasts then synthesize matrix, which becomes mineralised. The BMU remodeling sequence normally takes about 3 months to produce a bone structure unit (Fig. 2). [Pg.279]


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See also in sourсe #XX -- [ Pg.335 ]




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Phase formation

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