The requirements of an electrostatic model of the intermonomer interac
tions needed to reproduce the C=O stretch mode splitting, Delta v(C=O)
, in the formic acid dimer have been reexamined in the light of their
also being consistent with intermonomer Coulomb and van der Waals ener
gies. The experimental value of Delta v(C=O) has been reevaluated and
is determined to be 71 cm(-1). A complete cubic and quartic ab initio
anharmonicity correction is found to be 9 cm(-1). The remaining harmon
ic component of Delta v(C=O) can only be reconciled with the ab initio
intermonomer Coulomb energy and the nonnegligible van der Waals energ
y if atomic dipoles are added to the charges and the charge fluxes of
the electrostatic model.