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Cross-links junction

Other PDMS—sihca-based hybrids have been reported (16,17) and related to the ceramer hybrids (10—12,17). Using differential scanning calorimetry, dynamic mechanical analysis, and saxs, the microstmcture of these PDMS hybrids was determined to be microphase-separated, in that the polysiUcate domains (of ca 3 nm in diameter) behave as network cross-link junctions dispersed within the PDMS oligomer-rich phase. The distance between these... [Pg.328]

Moreover, we must pay attention to the points that in the cross-linked rubber, the cross-link stops the sliding of molecules and has its own excluded volume. Generally, in the calculation of the stress-strain relation, the four-chain model is used for the cross-link junction and recently the eight-chain model is considered to be more realistic and available. Thus, it is quite reasonable to consider that the bulky excluded volume that a cross-link junction possesses must be a real obstacle for the orientation of molecules, just like the case observed in Figure 18.16B. [Pg.536]

By using ionizing radiation to generate main-chain free radicals which can recombine as cross-link junctions... [Pg.488]

The copolymers of styrene and DVB discussed so far were made via free radical polymerization, which is known to produce crosslinked polymer with a very broad distribution of X in the polystyrene segments between cross-link junctions. On the other hand anionic polymerization of styrene monomer [140] to give the corresponding living dicarbanion n-mer1 followed by addition of DVB monomer gives a crosslinked network with a very narrow range of X (i.e. twice the number of monomer units) between nodules of (DVB)y. [Pg.31]

The investigation of cross-linked and branched polymers by the PL method permits to obtain information on the dynamic characteristics of both cross-linked junctions and linear fragments of the polymer system. Depending on the aims of the investigations, LM shoidd be located either in a cross-linked junction or in a linear fragment of the polymer. [Pg.28]

The distinguishing feature of the A-B-A thermoplastic elastomer structure is that a three-dimensional network is established by the dispersed domains serving as cross-link junctions of high functionality (see Figure 1). With Increase of the proportion of A, the stress-strain response changes and successively approximates that of a nonreinforced vulcanizate, a reinforced vulcanlzate, a flexible thermoplastic, and a toughened thermoplastic. [Pg.203]

A network is formed by network chains (N number of net chains) which are connected in the cross-links (junction points). The functionality / of cross-links (number of chains connected in a junction point) depends on their chemical nature, e.g., on the cross-linker. In a perfect network each network chain starts in one junction point and ends in another one. A real network is imperfect, but it can be described by two quantities, the network cycle rank and the number of junction points p/. [Pg.80]

Their elution data for standard polystyrenes from EPDM packed columns showed clearly the differences presented between two vulcanizing methods one was photo-cross linked and the other was peroxide-cured EPDM. From this study they concluded that the M the molecular weight between cross-linking junctions, was different for the two samples. [Pg.197]

Fig. 3.3 Multiplicity of the cross-link junctions in the polycondensation of trifunctional molecules. Fig. 3.3 Multiplicity of the cross-link junctions in the polycondensation of trifunctional molecules.
Flory clarified the activity of subchains by using the words elastically effective chain, or active chain [ 1 ]. An elastically effective chain is a chain that connects two neighboring cross-link junctions in the network. [Pg.139]

Let be the number of cross-link junctions of the type (i,k) in the network. The number of junctions of multiplicity k is... [Pg.251]

Typical examples are networks in aqueous solutions of polymers with short hydrophobic chains attached at both chain ends (telechelic polymers), such as hydrophobic poly(ethylene oxide), hydrophobic ethoxylated urethane (called HEUR) [1-5], hydrophobic poly(A -isopropylacrylamide) [6,7], poly(propylene oxide)-poly(ethylene oxide)-poly(propylene oxide) triblock copolymers [8-10], etc. These networks are analogous to the polymer networks whose elastic properties are studied in Chapter 4. They differ, however, in the important point that the network junctions can break and recombine. We extend the theoretical framework of rubber elasticity to suit for the study of polymer networks with temporal cross-link junctions. [Pg.281]

In equilibrium, hydrophobes on the polymers and on the surfactants aggregate into mixed micelles that serve as cross-link junctions of various multiplicity k. Let pk be the probability for a randomly chosen hydrophobe to belong to a junction of multiplicity k at a certain given temperature and polymer and surfactant concentration. Then p = - a is the probability for a hydrophobe to remain unassociated, where a is the extent of reaction in the conventional meaning. [Pg.333]

Depolymerization (or reversion) occurs essentially at high temperatures, only in linear polymers having weak monomer-monomer bonds, or in tridimensional polymers having weak cross-link junctions (see Table 12.2). These are linear polymers containing the weakest aliphatic C-C bonds, i.e. involving tetrasubstituted carbon atoms, e.g. polyisobutylene (PIB), poly(methyl methacrylate) (PMMA), poly(or-methyl styrene) (PorMS), etc. These are also linear polymers containing heteroatoms, e.g. poly(oxy methylene) (POM), poly(ethylene terephthalate) (PET), poly(vinyl chloride) (PVC), etc., but also sulphur vulcanized elastomers. Cross-linking predominates mainly in unsaturated linear polymers, i.e. essentially polybutadiene and its... [Pg.382]

Fig. 6 An elementary cell of a topologically-regular cubic network cross-linked from Rouse chains. One of the network chains between two cross-links (junctions) is shown in detail. Note that the dynamic problem of such a network can be exactly solved only under the condition that the friction constant of each network junction, un, is three times larger than that of a chain bead, see text for details... Fig. 6 An elementary cell of a topologically-regular cubic network cross-linked from Rouse chains. One of the network chains between two cross-links (junctions) is shown in detail. Note that the dynamic problem of such a network can be exactly solved only under the condition that the friction constant of each network junction, un, is three times larger than that of a chain bead, see text for details...
The difference between r and ro may be illustrated by way of an example. Assume a cube of dimensions 1x1x1 cm. Its volume, of course, is 1 cm. If it is swelled to 10 cm volume, then each linear dimension in the sample is increased by (10), the new length of the sides, in this instance. Assuming an affine deformation, the end-to-end distance of the chains will also increase by (10) that is, r, = (10) ro. The value of ro does not change, because it is the end-to-end distance of the equivalent free chain. The value of r is determined by the distances between the cross-Unk sites binding the chain. Again, neither r, nor ro represents the end-to-end distance of the whole primary chain but rather the end-to-end distance between cross-link junctions. [Pg.445]

There are two major types of network defects (a) the formation of inactive rings or loops, where the two ends of the chain segment are connected to the same cross-link junction, and (b) loose, dangling chain ends, attached to the network by only one end (71-74) (see Rgure 9.19). [Pg.461]

Abstract This paper reviews possible phase diagrams of associating polymer solutions in which phase separation and molecular association interfere. Paying special attention on the structure and reorganisation of the network junctions, we study competition between phase separation and gelation. The molecular structure of associating micelles, or multiple cross-link junctions, in the networks is analyzed from the sol/gel transition lines. The effect of added surfactants on the formation of reversible gels in hydrophobically modified polymer solutions is also studied under the assumption of the existenee of a minimum multiplicity required for stable cross links. To describe... [Pg.169]

Network properties at different scales emerge from the above results. Some constraint points at a semi-local scale (say, cross-link junctions) remains in average fixed, which reflects a solid-like property at this scale. This results in long-time coherence in the local average anisotropy directions. [Pg.317]

PEO chain Polymeric chain Cross-linked junctions Encapsulated drug... [Pg.389]


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See also in sourсe #XX -- [ Pg.264 ]




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Junctions, crossed

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