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Transcript
pKa is an Energy Term
•
A proton abstracted by a base is generalized in the following
reaction
AH + B(-)
A(-) + BH
o
o We will worry about the descriptive details of how this happens
later.
•
The half reaction in water is:
AH + H2O
A(-) + H3O(+)
o
o has an equilibrium constant associated with it
ƒ Keq = [A][H3O]/[AH][H2O]
o The terms in this equation are concentration. The molarity of water,
[H2O] is 55 M or 55 moles/Liter
o The acidity constant is
•
ƒ
Ka = Keq[H2O] = [A][H3O]/[AH]
ƒ
Consider this equation: Ka = Keq[H2O]
Taking the negative log of both sides and multiplying by RT gives:
o −RTlogKa =−RTlog(Keq[H2O])= −RTlogKeq −RTlog[H2O]
ƒ
R is the gas constant and T is the absolute temperature
ƒ
−2.30RTlogKa = −RTLnKeq − RTLn[H2O]
ƒ
but −logKa = pKa
ƒ
and −RTLnKeq = ∆G
ƒ 2.30RTpKa + RTLn[H2O]= ∆G
ƒ
Result: PKa increases linearly with energy!
Acids
conj. bases
species
with lone
pairs
Deprotonation Reaction
Coordinate
The species with lone pairs (conjugate bases) respond more to structural
changes than the acids.