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Dynamical Relaxations in Mixtures of Different Polymers and Nonsymmetrical Copolymers in Solution by M. Benmouna; Z. Benmansour; E. W. Fischer; H. Benoit; T. A. Vilgis is a Materials Science article available to read on EtoBox.

What is Dynamical Relaxations in Mixtures of Different Polymers and Nonsymmetrical Copolymers in Solution about?

## Abstract Dynamical relaxation properties of nonsymmetrical mixtures of homopolymers and of copolymers in solution are examined. In particular, examples of bimodal mixtures in solution, ternary mixtures of two different homopolymers and a solvent, and nonsymmetrical diblock copolymers in solution are examined. The frequencies of the eigenmodes Γ and Γ′, those of the cooperative mode Γ~T~ and the interdiffuse mode Γ~I~ are calculated for these systems. It is found that the variations of T~T~ and T~I~, with the scattering wave number __q__ are practically identical to those of Γ~T~ and Γ~I~, respectively. This identity is rigorous only for mixtures or copolymers where the two polymer components are identical except for their contrast factors (i.e., indices of refraction or scattering lengths). Here, it is argued that the identification of the eigenmodes with the cooperative and interdiffuse modes can be extended qualitatively to mixtures of different polymers and to nonsymmetrical copolymers in solution.

Who reads Dynamical Relaxations in Mixtures of Different Polymers and Nonsymmetrical Copolymers in Solution?

It is typically read by researchers, students, and practitioners in Materials Science.

Author
M. Benmouna; Z. Benmansour; E. W. Fischer; H. Benoit; T. A. Vilgis
Publisher
John Wiley and Sons; Wiley (John Wiley & Sons); John Wiley & Sons Inc.; Wiley (ISSN 0887-6266)
Published
1992
Language
EN
Field
Materials Science (Physical Sciences)

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