2005
DOI: 10.1002/app.22641
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Cascade model for coupled two‐component polymer gels

Abstract: A cascade model for the network of coupled two-component polymer gels is presented. The network formation is assumed to be primarily due to the interaction between the functional groups of two unlike polymers. The gel modulus G versus polymer concentration C curve is constructed using the cascade formalism. The variation of G versus C curves with respect to the concentration ratio r of the two components is found to be the characteristics of mixed gels. The model parameters can be obtained by fitting G versus … Show more

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Cited by 7 publications
(9 citation statements)
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“…In addition to the above features, two questions arise regarding these high functionalities. First, the best‐fit parameters are in disagreement with those obtained from the concentration dependence of gel modulus 8. For example, the values of functionality ( f LBG = 500 and f XG = 300) are much higher than those obtained from the concentration dependence data ( f LBG = 30 and f XG = 50).…”
Section: Temperature Dependence Of Gel Modulusmentioning
confidence: 81%
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“…In addition to the above features, two questions arise regarding these high functionalities. First, the best‐fit parameters are in disagreement with those obtained from the concentration dependence of gel modulus 8. For example, the values of functionality ( f LBG = 500 and f XG = 300) are much higher than those obtained from the concentration dependence data ( f LBG = 30 and f XG = 50).…”
Section: Temperature Dependence Of Gel Modulusmentioning
confidence: 81%
“…In our previous study, the cascade model for a coupled two‐component polymer gel was developed based on a simple interaction scheme8: The junction zones of gel networks are formed via the interaction between the crosslinking sites of two different polymers: The two polymers of molecular weights M A and M B carrying functionalities f A and f B are mixed with a concentration ratio r (= C B / C A ). Thus, the conversions of the two kinds of crosslinking sites α A and α B can be obtained from the equilibrium equation: where K is the equilibrium constant.…”
Section: Cascade Modelmentioning
confidence: 99%
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