1986
DOI: 10.1002/actp.1986.010370901
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Solution properties of ultrahigh molecular weight polymers. 12. Systematic error sources affecting the discussion of the excluded volume effect

Abstract: The paper is concerned with the error sources appearing in viscometric and light scattering determinations in solutions of ultrahigh molecular weight polymers and with the influence of these errors in discussing the excluded volume effect for very high excluded volume parameters. Losungseigensehaften y o n Polymeren mit sehr hoher Molekiilmasse. 12. Systematische Fehlerquellen, die eine Diskussion der Effekte des ausgeschlossenen Volumens beeinflussen Die Arbeit befaljt sich mit den bei viskosimetrischen und L… Show more

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Cited by 6 publications
(2 citation statements)
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“…This equation has been found to work exceptionally well for concentrated polymer solutions where the concentration of the solution passes into the semidilute regime, and the polymer chains are overlapping. For example, Ioan et al have found that Fedors equation is very effective at calculating the intrinsic viscosity of dilute to moderately concentrated high molecular weight poly(butyl methacrylate) polymer solutions . In addition, Ghimici et al have found that Fedor's equation does a better job of calculating the intrinsic viscosity of hydrophobically modified polyelectrolytes than Fuoss's equation. , Fedors equation was applied to the linear-dendritic rod diblock copolymer systems that exhibited an upward curvature in the Huggins and Kramer equations, and it gave a very strong linear correlation.…”
Section: Resultsmentioning
confidence: 99%
“…This equation has been found to work exceptionally well for concentrated polymer solutions where the concentration of the solution passes into the semidilute regime, and the polymer chains are overlapping. For example, Ioan et al have found that Fedors equation is very effective at calculating the intrinsic viscosity of dilute to moderately concentrated high molecular weight poly(butyl methacrylate) polymer solutions . In addition, Ghimici et al have found that Fedor's equation does a better job of calculating the intrinsic viscosity of hydrophobically modified polyelectrolytes than Fuoss's equation. , Fedors equation was applied to the linear-dendritic rod diblock copolymer systems that exhibited an upward curvature in the Huggins and Kramer equations, and it gave a very strong linear correlation.…”
Section: Resultsmentioning
confidence: 99%
“…This equation was more appropriate for the analysis of these systems than the Martin or Schulz-Blaschke models, which are widely used for describing the viscosity of nonionic and anionic cellulose ethers. The equation proposed by Fedors, which takes into account the increase of the reduced viscosity at very low concentrations of polyelectrolyte, has been successfully applied to very different polyelectrolyte dispersions such as butyl methacrylate 33 and cationic polyethylenglycols. 29 The markedly higher intrinsic viscosity of PQ-10 suggests that these two polymers present important differences in molecular weight.…”
Section: Properties Of the Cationic Celluloses Tablementioning
confidence: 99%