Abstract
A new formulation of the conductor-like polarizable continuum model is presented, to extend this approach to infinite periodic systems. Solutes with one-dimensional (polymers) and two-dimensional (surfaces) periodicity can be described. The procedure is based on a reformulation of the Coulomb sum, expressing the mutual interaction between the apparent solvation charges, that allows one to separate the contribution of each solvation charge; the reliability of such formulation has been tested on some simple model systems.
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