RESUMO
The generalized mean spherical approximation of Stell and Sun [J. Chem. Phys. 63, 5333 (1975)] for the binary charge-symmetric restricted primitive model (electroneutral mixture of equally sized hard spheres) is extended to charge-asymmetric binary electrolytes and to the generally multicomponent, but still restricted (i.e., equally sized) primitive model.
RESUMO
Based on the recently proposed self-consistent generalized Langevin equation theory of dynamic arrest, in this letter we show that the ergodic-nonergodic phase diagram of a classical mixture of charged hard spheres (the so-called "primitive model" of ionic solutions and molten salts) includes arrested phases corresponding to nonconducting ionic glasses, partially arrested states that represent solid electrolytes (or "superionic" conductors), low-density colloidal Wigner glasses, and low-density electrostatic gels associated with arrested spinodal decomposition.