We review the present status of applications of integral equation theories (IETs) for the radial
distribution function g (r), to the determination of phase diagrams and stability conditions of …

Polyelectrolyte solutions are modeled as freely tangent-jointed, charged hard-sphere chains
and corresponding counterions in a continuum medium with permitivity ε. By adopting the …

The binding mean spherical approximation theory is used to describe the thermodynamic
properties of dicarboxylic acid salts by adding a chain term in the free energy. The dianions …

Polyelectrolytes are interesting and important for a large range of applications, both scientific
and technological. It is increasingly clear that a good, robust, and reliable approximation …

We use the AMSA, associative mean spherical theory of associative fluids, to study ion–ion
interactions in explicit water. We model water molecules as hard spheres with four off-center …

Integral equation theory based on the Wertheim's two density formalism is proposed to study
interactions in highly asymmetric electrolyte (polyelectrolyte) solutions. The aqueous …

We continue here our series of studies in which integral-equation theory is developed and
used for the monomer-monomer correlation functions in a fluid of multicomponent freely …

We present an analytical integral equation theory for polyelectrolyte solutions modeled as
linear freely-jointed tangent hard-sphere polyanionic chains and cationic hard-sphere …

The structural properties of the totally flexible sticky two-point (S2P) model for polymerization
into chain molecules of fixed length are studied. The model is represented by an n …

The mean spherical approximation (MSA) for an arbitrary mixture of charged hard spheres
with saturating bonds is solved in the Wertheim formalism. Any number of bonds is allowed …