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Copolymer stress optical coefficient

Dynamic viscoelastic and stress-optical measurements are reported for blends of crosslinked random copolymers of butadiene and styrene prepared by anionic polymerization. Binary blends in which the components differ in composition by at least 20 percentage units give 2 resolvable loss maxima, indicative of a two-phase domain structure. Multiple transitions are also observed in multicomponent blends. AU blends display an elevation of the stress-optical coefficient relative to simple copolymers of equivalent over-all composition. This elevation is shown to be consistent with a multiphase structure in which the domains have different elastic moduli. The different moduli arise from increased reactivity of the peroxide crosslinking agent used toward components of higher butadiene content. [Pg.200]

Here n is the average refractive index, k is Boltzman s constant, and T is absolute temperature (13). If a polyblend were to form a homogeneous network, the stress would be distributed equally between network chains of different composition. Assuming that the size of the statistical segments of the component polymers remains unaffected by the mixing process, the stress-optical coefficient would simply be additive by composition. Since the stress-optical coefficient of butadiene-styrene copolymers, at constant vinyl content, is a linear function of composition (Figure 9), a homogeneous blend of such polymers would be expected to exhibit the same stress-optical coefficient as a copolymer of the same styrene content. Actually, all blends examined show an elevation of Ka which increases with the breadth of the composition distribution (Table III). Such an elevation can be justified if the blends have a two- or multiphase domain structure in which the phases differ in modulus. If we consider the domains to be coupled either in series or in parallel (the true situation will be intermediate), then it is easily shown that... [Pg.210]

The optical configuration parameter may be calculated theoretically through the rotational isomeric state model. Its units are typically in cm. Stress-optical coefficient and optical configuration parameter data for polymers and copolymers can be found in Tables 50.3 and 50.4, respectively. In both tables wavelength is 6,328 A. The data in Tables 50.1-50.4 have been compiled from more than 100 references. For consistency the polymeric material names are reported exactly as in the original references. In some cases computer databases, given the material names listed here, may be able to provide structural information about the materials. [Pg.824]

Figure 3. Change in stress optical coefficient of copolymers on cooling... Figure 3. Change in stress optical coefficient of copolymers on cooling...

See other pages where Copolymer stress optical coefficient is mentioned: [Pg.369]    [Pg.552]    [Pg.568]    [Pg.39]    [Pg.193]    [Pg.412]    [Pg.334]    [Pg.772]   
See also in sourсe #XX -- [ Pg.51 ]

See also in sourсe #XX -- [ Pg.51 ]




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Stress-optical coefficient

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