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PA(B) − HA(B
+
) = IP(H) − IP(B),
(6)
where IP(B) is the ionization potential of species B. As defined in Eq.
(3), the hydrogen affinity is simply the hydrogen bond strength in the ion,
D(B
+
-H).
With the help of the above model (Eq. 6), Beauchamp et al. [21] ob-
served that the gas-phase proton affi nities of H
2
S and H
2
O were 164 ± 4
kcal/mol and 178 ± 2 kcal/mol, respectively.
Thus ion-cyclotron single- and multiple-resonance techniques gave
a simple means for identifying ion -molecule reactions and examining
certain aspects of their energetics even in complex mixtures. This simple
method by which proton affi nities of water and hydrogen sulfi de were de-
termined could directly be applicable to determine the proton affi nities of
other molecules.
In 1969, Haney et al. [22] invoked mass spectrometric method of deter-
mination of PA and estimated the heat of a PT reaction.
Aue et al. [23] in 1971, for the fi rst time, tried to evaluate the accurate
quantitative relative gas phase basicity introducing the equilibrium tech-
niques. They defi ned the gas phase basicity (GB) of B as the negative of
the free energy (∆G
°
) for reaction 3, whereas the proton affi nity (PA) is the
negative of the enthalpy (∆H
°
) for reaction 3. The HA
B + H
+
BH
+
(7)
B
+
+ H
BH
+
(8)
PA(B) = −IP(B) + HA(B
.+
) +IP(H
)
(9)
of B
+
is the negative enthalpy for reaction 8 and is equivalent to the bond
dissociation energy of BH
+
. Then, the proton affinity of base B, PA(B),
then can be written as Eq. (9) above.
From their PAs and from known adiabatic IPs [24], accurate relative
hydrogen affi nities were calculated for the fi rst time. They [23] used this
technique to evaluate the accurate quantitative relative gas-phase basici-
ties of amines.
Long et al. [25] utilized the bracketing technique of gaseous PT reac-
tion to evaluate the proton affi nity for some acids, esters, and alcohols.
They observed that the each methyl substituent on the
α
-carbon of the ac-
ids, esters, and alcohols increased the proton affi nity by about 15 cal/mol.
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