THE GLASSY WALL BOUNDARY FOR SIMULATIONS OF INHOMOGENEOUS SYSTEMS

For simulations on systems that invlove a physical inhomogeneity at infinite dilution, the usual periodic boundary conditions are inappropriate. In previous studies on such systems, surfaces have been reintroduced in order to contain the particles of the sample. When smooth surfaces are used to contain liquids, undesirable structural artifacts in the liquid are promoted by these surfaces. In this study a rigid but structurally liquid-like containing surface, that we call a glassy wall boundary, is introduced, in an attempt to solve this problem. It serves as a containing surface, but "looks" nearly liquid-like to molecules in the mobile liquid near it. We illustrate the properties of this boundary for a system that consists of an isolated polyion surrounded by SPC water at 300K and similar to 1 gcm(-3). We show that this boundary reduces or eliminates some of the problems caused by a smooth surface.