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Published on the web May 8, 2010
Thermodynamic Study of the Solvation States of Acid and Base in a Protic Ionic Liquid,
Ethylammonium Nitrate, and Its Aqueous Mixtures
1
2
2
2
Ryo Kanzaki,* Xuedan Song, Yasuhiro Umebayashi, and Shin-ichi Ishiguro
Graduate School of Science and Engineering, Kagoshima University, Korimoto, Kagoshima 890-0065
Department of Chemistry, Faculty of Sciences, Kyushu University, Hakozaki, Higashi-ku, Fukuoka 812-8581
1
2
(
Received January 26, 2010; CL-100077; E-mail: kanzaki@sci.kagoshima-u.ac.jp)
Ethylammonium nitrate (EAN) is a typical protic ionic
xEAN = 1.0
liquid (PIL) known for a long time. In order to investigate acid
base reaction mechanisms in PIL, thermodynamic quantities of a
reaction, which corresponds to autoprotolysis in amphoteric
80
60
40
0
.9
∆
H°
0
.5
+
0.25
solvents, has been determined in neat EAN. Unlike H3O and
∆G°
¹
OH in water, proton donor and acceptor species in EAN are
both neutral; this makes acidbase reaction mechanisms in EAN
distinct from that in water. EANwater mixtures have also been
studied.
T∆S°
2
0
0
Recently, protic ionic liquids (PILs) have received increas-
-
20
(a)
ing attention as a new protic solvent.1,2 As the composing ions of
(b)
1.0
PILs have both a proton accepting and a donating ability PILs
have characteristics of an amphoteric solvent. Not only as novel
acidbase reaction media, PILs are expected to be candidates for
fuel cell electrolytes due to excess electrochemically available
0
.0 0.5 1.0
0.0
0.5
EAN
n /n
x
tit ini
Figure 1. Calorimetric titration curves of neutralization in EAN
and EANwater mixture (a), and obtained ¦G°, ¦H°, and T¦S° of
autoprotolysis plotted against xEAN (b).
2
protons. In amphoteric solvents, autoprotolysis is a peculiar
reaction, through which a proton is transferred between two
solvent species to generate a conjugate acid and base of the
¹
+
solvent. If we consider that A and HB , that are products of a
proton transfer from Brønsted acid (HA) to base (B), are the
solvent species in PILs, the following equilibrium is equivalent
to autoprotolysis.
are completely ionized in EAN to generate equimolar HNO3
and C2H5NH2, respectively. Calorimetric neutralization mea-
surements were carried out at 298 K by means of an online-
controlled titration and data acquisition system developed
3
in our laboratory. A basic solution (30 cm ) containing ca.
ꢀ
þ
A þ HB ꢀ HA þ B
ð1Þ
¹
3
1
0 mmol dm
C H NH was titrated with aliquots of ca.
3 7 2
¹
3
As HA and B practically act as the proton donor and acceptor for
acidbase reaction in PILs, the acidity of HA and the basicity of
B are the relevant properties of PIL as an acidbase reaction
100 mmol dm acidic HTfO solution. The heats of reaction at
each titration point were determined with errors less than 0.02 J.
Calorimetric titration curves in neat EAN and EANwater
mixtures of xEAN (the molar fraction of EAN) = 0.25, 0.5, and
0.9 are shown in Figure 1a. In this figure, Q/nini are plotted
against ntit/nini where Q is the total heat evolution to each
titration point, and nini and ntit are the moles of C H NH in the
initial solution and of the total HTfO added, respectively. As
shown, Q increases linearly with increasing ntit and then
becomes constant at the equivalent point (n /n = 1). If eq 1
media. From this point of view, ¦pK is a plausible indicator to
a
specify PILs defined as a gap of pKas, or of proton-free energy
+
3,4
level, between HA and HB in an aqueous solution. However,
acidbase reaction mechanisms in neat PILs cannot be simply
extrapolated from those in an aqueous phase due to absolutely
different solvent environment. In the present study, we have
investigated the solvation state of HA and B by means of direct
thermodynamic measurements in neat PIL, ethylammonium
3
7
2
tit ini
is taken into account, the following reaction corresponds to
autoprotolysis in EAN:
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,6
nitrate (EAN), which is a typical PIL known for a long time,
and EANaqueous mixtures. Although an anhydrous condition
is preferable for electrochemical applications, EANwater
mixture is also useful as a promising reaction medium for
C2H5NH3 þ NO3ꢀ ! C2H5NH2 þ HNO3
þ
ð2Þ
The reaction enthalpy of eq 2 is given by ¦H2° = ∂(Q/nini)/
∂(ntit/nini) because reaction (2) is the backward reaction of a
neutralization in EAN. The obtained ¦H ° is 82.7 kJ mol
(standard deviation is 0.6 kJ mol ), a little larger than that
estimated in terms of van’t Hoff plot. We have already
demonstrated that the product of the concentrations,
[HNO3][C2H5NH2], gives a constant KS, similarly to the
autoprotolysis constant of amphoteric solvents. Thus the
reaction free energy and entropy of eq 2 are obtained by
¦G2° = ¹RT ln KS and ¦S2° = (¦H2° ¹ ¦G2°)/T, respectively.
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biomolecules and for understanding PILs as an extensively
concentrated electrolyte solution.8
¹1
2
¹
1
EAN was prepared from aqueous solutions of ethylamine
1
0
and nitric acid. Details about the preparation procedure have
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been mentioned elsewhere. The concentration of excess HNO
3
in the final product was separately determined by potentiometric
titration. Doubly distilled water was used to prepare EANwater
mixture. Trifluoromethanesulfonic acid (HTfO) and propyl-
amine (C3H7NH2) were used after distillation. These compounds
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Chem. Lett. 2010, 39, 578579
© 2010 The Chemical Society of Japan