posted on 2019-05-29, 00:00authored byRafael Nunes, Diogo Vila-Viçosa, Paulo J. Costa
To model halogen-bond phenomena using
classical force fields, an
extra point (EP) of charge is frequently introduced at a given distance
from the halogen (X) to emulate the σ-hole. The resulting molecular
dynamics (MD) trajectories can be used in subsequent molecular mechanics
(MM) combined with Poisson–Boltzmann and surface area calculations
(PBSA) to estimate protein–ligand binding free energies (ΔGbind). While EP addition improves the MM/MD
description of halogen-containing systems, its effect on the calculation
of solvation free energies (ΔGsolv) using the PBSA approach is yet to be assessed. As the PBSA calculations
depend, among other parameters, on the empirical assignment of radii
(PB radii), a problematic issue arises, since standard halogen radii
are smaller than the typical X···EP distances, thus
placing the EP within the solvent dielectric. Herein, we took a common
literature EP parametrization scheme, which uses X···EP
= Rmin and RESP charges in the context
of GAFF, and performed a comprehensive study on the performance of
PBSA (using three different setups) in the calculation of ΔGsolv values for 142 halogenated compounds (bearing
Cl, Br, or I) for which the experimental values are known. By conducting
an optimization (minimizing the error against experimental values),
we provide a new optimized set of halogen PB radii, for each PBSA
setup, that should be used in the context of the aforementioned scenario.
A simultaneous optimization of PB radii and X···EP
distances shows that a wide range of distance/radius pairs can be
used without significant loss of accuracy, therefore laying the basis
for expanding this halogen radii optimization strategy to other force
fields and EP implementations. As ligand ΔGsolv estimation is an important term in the determination
of protein–ligand ΔGbind,
this work is particularly relevant in the framework of structure-based
virtual screening and related computer-aided drug design routines.