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We apply both self-consistent-field theory (SCFT) and strong-segregation theory (SST) to the lamellar phase of a melt of linear multiblock copolymers. We present a new solution for the SST which now agrees with that obtained for the SCFT. Using both theories, we calculate the distribution of monomers from the center of blocks originating from a single interface, the lamellar spacing, and the fraction of blocks which bridge across lamellae.
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M. W. Matsen (1995) studied this question.
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