The development of
accurate water models is of primary importance
for molecular simulations. Despite their intrinsic approximations,
three-site rigid water models are still ubiquitously used to simulate
a variety of molecular systems. Automatic optimization approaches
have been recently used to iteratively refine three-site water models
to fit macroscopic (average) thermodynamic properties, providing state-of-the-art
three-site models that still present some deviations from the liquid
water properties. Here, we show the results obtained by automatically
optimizing three-site rigid water models to fit a combination of microscopic
and macroscopic experimental observables. We use
Swarm-CG
, a multiobjective particle-swarm-optimization algorithm, for training
the models to reproduce the experimental radial distribution functions
of liquid water at various temperatures (rich in microscopic-level
information on, e.g., the local orientation and interactions of the
water molecules). We systematically analyze the agreement of these
models with experimental observables and the effect of adding macroscopic
information to the training set. Our results demonstrate how adding
microscopic-rich information in the training of water models allows
one to achieve state-of-the-art accuracy in an efficient way. Limitations
in the approach and in the approximated description of water in these
three-site models are also discussed, providing a demonstrative case
useful for the optimization of approximated molecular models, in general.