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Comp. Phys. Commun 134 78-85 (2001).
Ewald summation technique for one-dimensional charge distributions
Department of Physics, University of Bath, Bath BA2 7AY, United Kingdom
Abstract
We address the numerical evaluation of problematic
lattice sums that occur when dealing with long-range electrostatic
interactions in systems with one-dimensional periodicity. An Ewald-type
solution is developed yielding rapidly convergent sums. Explicit
expressions are given for the Madelung matrices that enter the potential
and total energy in self-consistent electronic structure calculations
for systems such as atomic wires and steps.