1972
DOI: 10.1295/polymj.3.500
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Unperturbed Chain Dimensions of Stereoirregular 1, 4-Polybutadiene and 1, 4-Polyisoprene

Abstract: ABSTRACT:The characteristic ratios of stereoirregular 1, 4-polybutadiene and I, 4-polyisoprene chains have been theoretically investigated by the Monte Carlo procedure in accordance with the model proposed by Mark. It was pointed out that the presence of discrete cis units in trans-rich chains significantly reduces the characteristic ratio while that of discrete trans units in cis-rich chains has little effect on the characteristic ratio.KEY WORDS Characteristic Ratio / Chain Statistics / l, 4-Polybutadiene / … Show more

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Cited by 6 publications
(2 citation statements)
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References 26 publications
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“…However, with changes in PI molecular weight for the PSPI 2 polymers, the values of T Δε HN ϕ PI –1 are constant but vary among the PS 2 PI 2 polymers. The variations in T Δε HN ϕ PI –1 among the PS 2 PI 2 samples in Figure can be explained through another parameter that characterizes local constraints on chain conformations, the characteristic ratio ( C ∞ ∼ ⟨ R 2 ⟩/ M w,PI , which for PI homopolymer is 4.8) . Assuming g = 1 for the PSPI 2 and PS 2 PI 2 polymers, rearranging eq shows that T Δε n ϕ PI –1 ∼ ⟨ R 2 ⟩/ M w,PI .…”
Section: Resultsmentioning
confidence: 99%
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“…However, with changes in PI molecular weight for the PSPI 2 polymers, the values of T Δε HN ϕ PI –1 are constant but vary among the PS 2 PI 2 polymers. The variations in T Δε HN ϕ PI –1 among the PS 2 PI 2 samples in Figure can be explained through another parameter that characterizes local constraints on chain conformations, the characteristic ratio ( C ∞ ∼ ⟨ R 2 ⟩/ M w,PI , which for PI homopolymer is 4.8) . Assuming g = 1 for the PSPI 2 and PS 2 PI 2 polymers, rearranging eq shows that T Δε n ϕ PI –1 ∼ ⟨ R 2 ⟩/ M w,PI .…”
Section: Resultsmentioning
confidence: 99%
“…The variations in TΔε HN ϕ PI −1 among the PS 2 PI 2 samples in Figure 5 can be explained through another parameter that characterizes local constraints on chain conformations, the characteristic ratio (C ∞ ∼ ⟨R 2 ⟩/M w,PI , which for PI homopolymer is 4.8). 76 Assuming g = 1 for the PSPI 2 and PS 2 PI 2 polymers, rearranging eq 3 shows that TΔε n ϕ PI −1 ∼ ⟨R 2 ⟩/M w,PI . The increase in PI molecular weight from the 16k 2 −9k 2 copolymer to the 16k 2 − 24k 2 copolymer brings about an increase in interfacial energy due to the change from spherical PI domains to lamellar morphology, which is offset with an increase in PI stretching energy in the PI spheres due to osmotic constraints.…”
Section: ■ Results and Discussionmentioning
confidence: 99%