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Low copolymers

A simple mean field theory for micelle formation by a diblock copolymer in a homopolymeric solvent was developed by Leibler et al. (1983). This model enables the calculation of the size and number of chains in a micelle and its free energy of formation. The fraction of copolymer chains aggregating into micelles can also be obtained. A cmc was found for low copolymer contents even for weak incompatibilities between components. Leibler et al. (1983) emphasize that fora finite aggregation number p, the cmc is a region rather than a well-defined concentration and some arbitrariness is involved in its definition. [Pg.167]

Fig. 47. Fracture toughness gc (A) at high copolymer coverage (saturation values), and fraction of deuterium on the PS side of the interface after fracture ( ) at low copolymer coverage, as a function of copolymer composition/, a Poly(styrene-d8-co-4-hydroxystyrene) b poly(styrene-d8-co-4-vinyl-AT-ethylbenzamide) and c poly(styrene-d8-co-4-vinylbenza-mide). Data from [77]... Fig. 47. Fracture toughness gc (A) at high copolymer coverage (saturation values), and fraction of deuterium on the PS side of the interface after fracture ( ) at low copolymer coverage, as a function of copolymer composition/, a Poly(styrene-d8-co-4-hydroxystyrene) b poly(styrene-d8-co-4-vinyl-AT-ethylbenzamide) and c poly(styrene-d8-co-4-vinylbenza-mide). Data from [77]...
Low copolymer to propylene oxide ratios make it obviously difficult to totally liquefy lignin, Table II. Such conditions, however, seem to favor polyols with low total hydroxyl numbers. The oxyalkylation reaction appears to require catalyzation by zinc chloride or base catalysts in concentrations of about 10% or less for successful completion. The presence of an initiator (ethylene glycol) helps completion of the reaction in particular when the unhydrolyzed copolymer is used as substrate (Table III). [Pg.314]

Conceptual Model. The behavior of the hydrophobically modified acrylamide copolymers of this work has led us to propose the model illustrated in Figure 10. The hydrophobic groups on the N-alkylacrylam-ide-acrylamide copolymers exhibit concentration-dependent association. In region 1, low hydrophobe concentration on the copolymer, low copolymer concentration, or both conditions are insufficient to bring about significant association. In region 2, hydrophobic association increases, but associations... [Pg.445]

The most surprising feature of the behavior of PS-PVP-PEO micelles with water-soluble PVP (protonized) and PEO blocks in acidic media is their aggregation in the region of low pH. Because it is a rather unexpected phenomenon, we studied it in more detail. The distributions of relaxation times obtained by DLS are bimodal (Eig. 8). Angular dependences (not shown) prove that both fast and slow relaxation modes correspond to diffusive processes. The intensity of the slow mode decreases with increasing pH and decreasing copolymer concentration. At very low copolymer and HCl concentrations, the slow mode disappears completely. The DLS measurements thus show that PS-PVP-PEO solutions contain two types... [Pg.215]

PAN copolymers are more readily soluble in spinning solvents than homopolymer. The resulting solutions have a higher percentage of solids and are therefore more readily dry or wet spinnable. The stabilization temperature of PAN homopolymer fibers is high and the stabilization rate is low. Copolymers have a lower glass transition temperature. Their use reduces the stabilization temperature and cuts the stabilization time by a factor of ten or more [3]. The stabilization of PAN precursor fibers is an exothermic process and requires careful control. [Pg.237]

Next, it was demonstrated that the CNT presents limitations when the nuclei size falls into the nanometric range [81]. However, the alternative nucleation models present a significant complexity therefore CNT is commonly used to provide a qualitative estimation of nncleation in nanoporous foams the feamres proposed by Spitael et al. currently are stiU widely accepted. In addition, it is well known that nanoporous polymer requires nuclei densities greater than 10 " nuclei per cubic centimeter of the precursor materials. Therefore initial micelle densities should be higher than this value to produce nanoporous polymers from polymer blends presenting a nucellar nanostructuration, but hopefully these values can be expected even when BCP precursors are blended at low copolymer concentration (eg, <10 wt%). [Pg.249]

Copolymers can be mixed with other copolymers, homopolymers, or solvents. Broadly speaking, there are three general problems related to the phase behavior of these blends the microphase behavior, the interplay between microphase and macrophase separation, and micelle formation at low copolymer concentration. The mixtures sometimes form one phase, which can be either ordered or disordered, and sometimes they separate into two macrophases. In the latter case, each of the macrophases can be ordered or disordered. For example, there could be coexisting phases of spheres and cylinders. The phase behavior of a two component system can be summarized by a temperature-composition phase diagram [102,103], that of a three component system by a series of ternary phase diagrams, and so on. Space permits touching only briefly on a small sample of these possibilities in this chapter. Copolymers can also be used as surfactant in homopolymer-homopolymer blends, but that topic is beyond the scope of this chapter. [Pg.332]

Reactivity ratios are generally unaffected by the RAFT process. However, for very low conversions when molecular weights are low, copolymer composition may be different from that seen in conventional copolymerization because of... [Pg.214]


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See also in sourсe #XX -- [ Pg.91 ]




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