Ternary systems consisting of a conformationally variable chain capable of assuming either
a rodlike helix or a random coil conformation, a randomly coiled polymer, and a solvent were treated
according to the lattice model proposed by Flory. The partition function has been derived in consideration
of the Flory−Matheson expression related to the free energy contribution from the chain conformation
changes. A marked increase of the miscible isotropic zone was predicted when the chain rigidity of the
conformationally variable polymer in the isotropic phase is reduced. The conformationally variable chain
tends to adopt a rodlike form as long as it enters the anisotropic phase in which the randomly coiled
polymer is essentially excluded. The influence of various molecular structure parameters, solvent−polymer
interaction, and temperature was also studied.