Current computer simulations of biomolecules typically make use of classica
l molecular dynamics methods, as a very large number (tens to hundreds of t
housands) of atoms are involved over timescales of many nanoseconds. The me
thodology for treating short-range bonded and van der Waals interactions ha
s matured. However, long-range electrostatic interactions still represent a
bottleneck in simulations. In this article, we introduce the basic issues
for an accurate representation of the relevant electrostatic interactions.
In spite of the huge computational time demanded by most biomolecular syste
ms, it is no longer necessary to resort to uncontrolled approximations such
as the use of cutoffs. In particular, we discuss the Ewald summation metho
ds, the fast particle mesh methods, and the fast multipole methods. We also
review recent efforts to understand the role of boundary conditions in sys
tems with long-range interactions, and conclude with a short perspective on
future trends.