Abstract
We report Monte-Carlo simulation results for a strongly interacting dipolar soft sphere (DSS) fluid confined between two conducting, planar walls. The long-range dipolar interactions, including contributions from the “image dipoles” in the metal, are handled by mapping onto a problem with three-dimensional (3d) periodicity which can be treated by conventional Ewald summation methods. Considering two different wall separations our results indicate the occurence of wall-induced local and long-range ordering very similar to the related case of insulating walls. To understand this behavior we present ground-state (lattice) calculations on the basis of the Ewald sums, as well as simple macroscopic arguments appropriate for dipolar systems between conducting walls.
Acknowledgements
Financial support from the Deutsche Forschungsgemeinschaft via the Sonderforschungsbereich 448 “Mesoskopisch strukturierte Verbundsysteme” and the Emmy-Noether Programme is gratefully acknowledged.