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Cluster containing monomers

Figure 4-12. Scheme of chain transfer in copolymerizations of cluster-containing monomers. [Pg.156]

Table 4-16. Copolymers of styrene (St) with cluster-containing monomers 97-99. Comparison of their number average molecular weights, M , average number of polymer chains per gram of polymer, q, average number of double bonds (mol g T0 ), and cluster units content, CM, (mol g" T0 ). Table 4-16. Copolymers of styrene (St) with cluster-containing monomers 97-99. Comparison of their number average molecular weights, M , average number of polymer chains per gram of polymer, q, average number of double bonds (mol g T0 ), and cluster units content, CM, (mol g" T0 ).
In reeent years, methods for synthesizing such catalysts through copolymerization of cluster-containing monomers with common monomers have been elaborated (see Chapter 4). In these cases the exact ratio metal-functional group is determined during the catalyst preparation stage. High activity and selectivity in the action of such catalysts may be expected. [Pg.522]

The [Fe4S4p clusters contain four equivalent irons and give relatively narrow signals (3, 7, 62, 63) (Fig. 2E). The electron relaxation time is evaluated around 5 X 10 s (Table I), which is somewhat smaller than that of the Fe(II) monomer. Also, the signals of [Fe4S4l (15, 64-68) (Fig. 2D) and [Fe4S4fi+ (8, 13, 69-71) (Fig. 2F) systems are sharp. [Pg.257]

Well-defined nanoclusters (w 10-100 A diameter) of several metals have been prepared via the polymerization of metal-containing monomers. The synthetic approach involves the block copolymerization of a metallated norbornene with a hydrocarbon co-monomer which is used to form an inert matrix. Subsequent decomposition of the confined metal complex affords small clusters of metal atoms. For example, palladium and platinum nanoclusters may be generated from the block copolymerization of methyl tetracyclododecane (223) with monomers (224) and (225) respectively. 10,611 Clusters of PbS have also been prepared by treating the block copolymer of (223) and (226) with H2S.612 A similar approach was adopted to synthesize embedded clusters of Zn and ZnS 613,614... [Pg.33]

In contrast to (VIII), biradical (VII) shows a strong concentration, cholesterol- and temperature-dependent spin-spin interaction. Rey and McConnell41 have analyzed these spectra quantitatively when the concentration of (VII) is varied between 0.025 mole % and 2 mole % in bilayer membranes (70 mole % dimyristoylphosphatidylcholine and 30 mole % cholesterol) at 30°C. The surprising result was obtained that all the spectra can be accounted for quantitatively as the superposition of two spectra, a monomer spectrum [one molecule of (VII)] and a hexamer spectrum [a cluster containing six molecules of (VII)]. Representative data are given in Figs. 8 and 9. [Pg.265]

The process of particle formation from dissolved ions can be represented in the following order ions—monomers— nuclei—particles. After a stable nucleus is formed, it can grow by the following processes (a) incorporation of ions and aggregation of primary particles or nuclei to form bigger particles. In order to form a stable nucleus, a cluster containing a critical number of monomer (N J must form. An important parameter in this connection is the ion occupancy number, i.e., the number of reactant species in an inverse micelle. A nucleus is formed if the ion occupancy number is greater than [3]. [Pg.421]

Figure 24.3. Fe Protein. This protein is a dimer composed of two polypeptide chains linked by a 4Fe-4S cluster. Each monomer is a member of the P-loop NTPase family and contains an ATP-binding site. Figure 24.3. Fe Protein. This protein is a dimer composed of two polypeptide chains linked by a 4Fe-4S cluster. Each monomer is a member of the P-loop NTPase family and contains an ATP-binding site.
Gelation is a connectivity transition that can be described by a bond percolation model. Imagine that we start with a container full of monomers, which occupy the sites of a lattice (as sketched in Fig. 6.14). In a simple bond percolation model, all sites of the lattice are assumed to be occupied by monomers. The chemical reaction between monomers is modelled by randomly connecting monomers on neighbouring sites by bonds. The fraction of all possible bonds that are formed at any point in the reaction is called the extent of reaction p, which increases from zero to unity as the reaction proceeds. A polymer in this model is represented by a cluster of monomers (sites) connected by bonds. When all possible bonds are formed (all monomers are connected into one macroscopic polymer) the reaction is completed (/> = 1) and the polymer is a fully developed network. Such fully developed networks will be the subject of Chapter 7, while in this chapter we focus on the gelation transition. [Pg.213]

The superscripts c and m designate cluster and monomer, respectively. S q) is the static structure factor of the cluster which is the Fourier transform of the cluster, density autocorrelation function, and hence it contains information regarding the cluster morphology. The stracture factor has the asymptotic forms S(0) = 1 and S q) for q >... [Pg.637]

The MP2 method has been found to accurately describe the energetics of water clusters, providing that sufficiently flexible atomic basis sets are employed [5,11,20, 67,68]. However, whUe MP2 calculations are feasible for clusters containing up to 30 or so water molecules, the steep 0 N )) computational scaling of conventional MP2 calculations with system size precludes their use in carrying out Monte Carlo or molecular dynamics simulations of water clusters containing six or more monomers. [Pg.997]

Let Ni(t) be the number concentration of clusters containing i molecules (monomers) at time t. By reference to Figure 11.1, ty(r) is governed by the following rate equation... [Pg.492]


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