1987
DOI: 10.1021/ma00171a039
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Theory of dynamic scattering from ternary mixtures of two homopolymers and a solvent

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Cited by 102 publications
(82 citation statements)
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“…The phenomenon of cluster (or domain) formation, which is still poorly understood, appears to be ubiquitous, occurring in both aqueous and non-aqueous solvents and apparently being independent of solvent qualit)a The two diffusive modes (collective and translational) become observable in the DLS experiment as a consequence of the size polydispersity in the system [86]. Benmouna et al [87] have shown that in a bidisperse system the signal from one species will be modulated by that from the second, leading to a bimodal auto- correlation function. The two relaxational modes correspond, respectively, to collective diffusion of the semidilute major component (De) and the interdiffusion coefficient (D~) of the minor component.…”
Section: Relaxation Time Distributions (Semidilute Theta-state)mentioning
confidence: 99%
“…The phenomenon of cluster (or domain) formation, which is still poorly understood, appears to be ubiquitous, occurring in both aqueous and non-aqueous solvents and apparently being independent of solvent qualit)a The two diffusive modes (collective and translational) become observable in the DLS experiment as a consequence of the size polydispersity in the system [86]. Benmouna et al [87] have shown that in a bidisperse system the signal from one species will be modulated by that from the second, leading to a bimodal auto- correlation function. The two relaxational modes correspond, respectively, to collective diffusion of the semidilute major component (De) and the interdiffusion coefficient (D~) of the minor component.…”
Section: Relaxation Time Distributions (Semidilute Theta-state)mentioning
confidence: 99%
“…Using the random phase approximation (RPA), the coherent scattering intensity I (Q, t) of a polymer blend/solvent or a diblock copolymer/solvent system can be written as [169,170] I (Q, t)"A ! e !…”
Section: Theoretical Outline -The Interdiffusion Modementioning
confidence: 99%
“…The diffusivity matrix D C (q) can, however, be diagonalized to yield two eigenvalues, labeled as D C and D I . Using the eigenvalues and eigenvectors of the D C (q) matrix, we obtain for each of the dynamic matrix elements, S ij (q,t) as 11 Here the expressions for the eigenvalues D I and D C are given by where D av ) (D 11 + D 22 )/2 and ∆(D) ) D 11 D 22 -D 12 D 21 . The amplitudes A I ij and A C ij are given by A I 22 , A C 22 , A I 12 , and A C 12 can be obtained from the above equations by interchanging indices 1 with 2.…”
Section: Theorymentioning
confidence: 99%
“…With the availability of X and Y, one can then calculate D 11 and D 22 from the experimental values of D C and D I using eqs 17 and 18. From the determined D 11 and D 22 , one can further calculate the amplitude ratio by using eq 19. Comparison of the calculated ratio with the experimental one would provide a consistency test of the experimental result and theory, provided that the amplitude ratio is accurately measured.…”
Section: Theorymentioning
confidence: 99%