“…Polyethylene and random copolymer blends that are phase separated due to the temperature effect or the effect of branching content on the interaction parameter may be analyzed on the basis of the ideal two-phase model, and the Porod’s law prediction that at large Q the coherent scattering intensity I ( Q ) should decrease proportionally to Q –4 . Past SANS experiments from our group on binary blends were carried out at only one melt temperature. ,,, Systematic analyses of SANS data as a function of melt temperature were undertaken by others in binary blends of model ethylene–1-butene copolymers to extract the dependence of the Flory–Huggins interaction parameter (χ) on temperature, composition, and chain length. ,, In prior studies it was also demonstrated that there is an isotope effect contribution to the interaction parameter between labeled and unlabeled molecules. ,, However, for the broad copolymers of interest in the present study, the main contribution to the phase structure of the melt, i.e, whether the melt separates into two or more distinct phases, is the variance of the interchain distribution of branching content and the molecular weight, as first described by Scott and later applied by Crist et al to predict the stability condition of a compositionally heterogeneous linear low density polyethylene.…”