1992
DOI: 10.1002/apmc.1992.052020107
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Struktur‐eigenschafts‐zusammenhänge für poly(butadien‐g‐styren) ‐ modell‐polymere

Abstract: In order to ascertain structure-property-relationships of poly(butadiene-g-styrene) copolymers the preparation of these model copolymers has been camed out by the anionic copolymerization of butadiene and styryl-terminated polystyrene macromonomers in solution. With this method it is possible to determine exactly the graft length and to vary the graft density or the polystyrene content. Besides, the products are almost free of homopolystyrene and are not cross-linked. The almost statistically regular distribut… Show more

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Cited by 1 publication
(3 citation statements)
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“…systematically studied the variation of σ m as a function of PS‐content in trifunctional graft copolymers with PB backbones, graft molecular weight M n , PS − graft and the grafting density γ expressed in terms of the number of grafts per 20000 C‐atoms in the backbone. [ 8 ] It is shown for such graft copolymers with M n , PS − graft =8.3 kg mol −1 , σ m approaches a plateau above 20 grafts / 20000 C‐atoms in the backbone. Adapting the used relation to tetrafunctional PIPS‐multigraft copolymers results in the equation γPIbadbreak=2βavg·Mn,I5Mn,PIbackbone·20000$$\begin{equation} \gamma _{PI} = \frac{2\beta _{avg} \cdot M_{n,I}}{5M_{n,PI-backbone}}\cdot 20000 \end{equation}$$Calculating γ for representative MGCPs according to Equation (), one gets γ = 6.8 and 5.8 for MIS‐4‐8.5‐8.5 and MIS‐4‐7.7‐15.1, corresponding to σ m ‐values of 15.7 and 16.4 N mm −2 , respectively.…”
Section: Resultsmentioning
confidence: 99%
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“…systematically studied the variation of σ m as a function of PS‐content in trifunctional graft copolymers with PB backbones, graft molecular weight M n , PS − graft and the grafting density γ expressed in terms of the number of grafts per 20000 C‐atoms in the backbone. [ 8 ] It is shown for such graft copolymers with M n , PS − graft =8.3 kg mol −1 , σ m approaches a plateau above 20 grafts / 20000 C‐atoms in the backbone. Adapting the used relation to tetrafunctional PIPS‐multigraft copolymers results in the equation γPIbadbreak=2βavg·Mn,I5Mn,PIbackbone·20000$$\begin{equation} \gamma _{PI} = \frac{2\beta _{avg} \cdot M_{n,I}}{5M_{n,PI-backbone}}\cdot 20000 \end{equation}$$Calculating γ for representative MGCPs according to Equation (), one gets γ = 6.8 and 5.8 for MIS‐4‐8.5‐8.5 and MIS‐4‐7.7‐15.1, corresponding to σ m ‐values of 15.7 and 16.4 N mm −2 , respectively.…”
Section: Resultsmentioning
confidence: 99%
“…[20] Frank et al systematically studied the variation of 𝜎 m as a function of PS-content in trifunctional graft copolymers with PB backbones, graft molecular weight M n, PS − graft and the grafting density 𝛾 expressed in terms of the number of grafts per 20000 C-atoms in the backbone. [8] It is shown for such graft copolymers with M n, PS − graft =8. For the MGCPs investigated in this work, 𝜖 b shows a maximum of 2000 % at about four branch points followed by a decrease until 𝛽 has reached nearly 8 (Figure 5b).…”
Section: Tensile Behaviormentioning
confidence: 98%
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