Absolute proton affinities (PAs) of fluorinated
naphthalenes and their additivity are considered
theoretically
by utilizing the MP2(fc)/6-31G**//HF/6-31G*+ZPE(HF/6-31G*)
model. The hierarchy of the PAs in the
parent naphthalene compound (PA)1 > (PA)2 >
(PA)8a, where subscripts denote sites of the protonation,
is
interpreted in terms of the aromaticity defect. Since the fluorine
substitution influences PA values in remote
parts of the molecular systems, it is concluded that the long range
interactions in fluorine derivatives are
transmitted via the mobile π-electrons thus giving rise to
significant resonance effects. It is also shown that
the additivity formula based on the independent substituent approach
works very well in polysubstituted
naphthalenes as evidenced by a very small average absolute deviation,
with one notable exceptionprotonation
at the ipso-position. In this case the out-of-plane bending of the
C−F bond leads to considerable puckering
of the aromatic ring which is not present in the parent naphthalene.
Consequently, the influence of a substituent
on the PA at the same carbon center cannot be considered a small
perturbation which results in deviations
from the strict additivity. Finally, it should be pointed out that
low PA values for ipso-protonation are
compatible with the (per)fluoro effect. The origin of the
additivity is briefly considered. It appears that it
is a consequence of cancellation of the many-body effects in the
initial (base) and final (conjugated acid)
states. The same formula of additivity (mutatis
mutandis) should be applicable in other
polysubstituted
aromatics.