SHORT, STRONG HYDROGEN-BONDS IN THE GAS-PHASE AND IN SOLUTION - THEORETICAL EXPLORATION OF PKA MATCHING AND ENVIRONMENTAL-EFFECTS ON THE STRENGTHS OF HYDROGEN-BONDS AND THEIR POTENTIAL ROLES IN ENZYMATIC CATALYSIS
Jg. Chen et al., SHORT, STRONG HYDROGEN-BONDS IN THE GAS-PHASE AND IN SOLUTION - THEORETICAL EXPLORATION OF PKA MATCHING AND ENVIRONMENTAL-EFFECTS ON THE STRENGTHS OF HYDROGEN-BONDS AND THEIR POTENTIAL ROLES IN ENZYMATIC CATALYSIS, Journal of organic chemistry, 63(14), 1998, pp. 4611-4619
Short, strong hydrogen bonds are common in charged systems in the gas
phase, but the importance of such bonding in enzymatic catalysis has b
een the subject of considerable controversy. Confusion has arisen abou
t the relationship among bond strength, the ''low-barrier'' or ''no-ba
nier'' nature of the hydrogen bonding, the role of pK(a), matching, th
e covalent or electrostatic nature of the bonding, and the role of sol
vation on the strengths of these types of hydrogen bonds. We have atte
mpted to strip away the ''Alice in Wonderland'' quality of the definit
ions in this field by defining, through high-level calculations, when
short-strong hydrogen bonds do and do not occur. The strengths and geo
metries of several types of hydrogen bonds involving anions have been
investigated by ab initio quantum mechanical calculations. For a serie
s of enols hydrogen-bonded to enolates, the strengths of the short, st
rong gas-phase hydrogen bonds are linearly related to the differences
between the proton affinities (PA) of the two anions which share the p
roton. The bond strength is also related to the O ... O distance betwe
en them. There is bo discontinuity at Delta PA = 0, ana hydrogen-bondi
ng becomes even stronger in a computational experiment when the PA of
the II-bond acceptor exceeds that of the donor. ''Low-barrier'' hydrog
en bonds with single-well minima after inclusion of zero-point energie
s occur when Delta PA is near 0, but no special stability accrues when
the double-well minimum becomes single-well. The maleic/fumaric and m
esaconic/citraconic systems studied by Drueckhammer have been investig
ated computationally. The influence of solvation on hydrogen-bond stre
ngth was studied using solvent cavity models. Small increases in diele
ctric constant from the gas-phase value (epsilon = 1) rapidly reduce t
he strengths of charged hydrogen bonds. Short, strong hydrogen bonds o
ccur only with charged systems, and only then in nonpolar (epsilon < 1
0) environments; Alternative mechanisms are often available to account
for enzymatic catalysis; the example of orotidine monophosphate decar
boxylase is discussed.