“…The SANS structural data are fairly well fitted to the model of hard-sphere interacting polymeric micelles, (1) where q is the length of scattering vector, and the micellar form factor, P mic , is given by 33 (2) where N agg is the micellar aggregation number, β s and β c , respectively, are the total excess scattering length of blocks in the core and in the chain, and R c the radius of the micellar core, which is described by the spherical form factor (3) The corona polymer chains are characterizes by the radius of gyration, R g and the form factor (4) The cross-correlation term between the micellar core and the corona chains attached to the surface of the core, S sc (q) is given by (5) where Φ(q,R) is the spherical form factor amplitude given in eq 3, while ψ(q,R g ) (6) is the chain form factor amplitude. The cross-correlation term between the two different chains in the corona, S cc (q), is correspondingly given by (7) The structure factor describing intermicellar correlations is calculated using the Percus−Yevick approximation with hardsphere interaction potential: 34 (8) G(2qR hs ,ϕ) is a trigonometric function of volume fraction, ϕ, and R hs being the hard-sphere interaction radius.…”