Upload
others
View
10
Download
0
Embed Size (px)
Citation preview
INTERMOLECULAR INTERACTION STUDIES AND SPECTRAL
ANALYSIS OF SPECIFIC BINDING SITES BETWEEN
IMIDAZOLIUM HALIDES AND POLAR- PROTIC SOLVENT
Seethalakshmi.K
PG & Research Department of Physics, Seethalakshmi Ramaswami College,
Tiruchirappalli-2, Tamilnadu, India
Mail id: [email protected]
Abstract
Ultrasonic technique is the vital probe in evaluating the thermo-dynamical parameters
such as internal pressure and free volume. In the present investigation, non-aqueous solutions of
the selected ionic liquid, 1-alkyl-3-methylimidazolium chloride and bromide have been prepared
with various concentrations and the experiments were carried out to measure ultrasonic velocity,
density, viscosity from 5°C to 55°C. Using these experimental data, the acoustical parameter i.e.,
intermolecular free length are determined to reveal the nature and strength of the interactions
taking place in the solution. These experimental values have been analyzed and eventually
emphasizing the possible molecular interactions. Solute–solvent interactions are conveniently
studied by several spectroscopic techniques. IR spectra find wide spread applications for the
qualitative and quantitative analysis of compounds and this technique is also well employed
in the field of research to understand the nature of inter atomic bonding. In the present study,
FT-IR spectra are recorded for 1-alkyl-3-methylimidazolium chloride and bromide, its solution
in polar-protic solvent in the wave number region from 4000 cm-1 to 400 cm-1. The spectra are
used to assign various stretching and bending modes of vibrations of the samples and also to
identify the various phases present in the samples. A comparative study is made between the
observed frequencies of the pure solvent and the solutions. From this evaluation, the shifts in
frequencies are corroborated. These shifts in the solution are ascribed to strong solute-solvent
interaction by specific bonding between NH2 and C=O of solvent to Cl- ,Br- and +NCH3 in the
imidazolium chloride and bromide.
Keywords: Ionic liquid, 1-ethyl-3-methylimidazolium chloride, 1-ethyl-3-methylimidazolium
bromide, vibrational frequencies.
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1522
1. Introduction
Study of molecular interactions between solute and solvent media has got great
importance in many field of science including medicinal chemistry, industrial processes,
biochemistry, etc. The structure making and structure breaking properties of solute can be
studied by measuring viscosity and ultrasonic velocity of a sample in the solution [1]. Literature
survey shows that many researchers have studied the molecular interactions by ultrasonic
velocity and viscosity measurement [2-8]. Intermolecular interactions and thermodynamic
properties of ionic liquids can be estimated more precisely using ultrasonic technique [9-10]. An
ionic liquid typically consists of organic nitrogen-containing heterocylic cations and inorganic
anions. Hence in the present investigation, solution of 1-ethyl-3-methylimidazolium chloride and
bromide in formamide are analyzed for the specific bonding and interactions using FT-IR and
FT-Raman spectral results. This emimCl can be used in cellulose processing [11,12]. It has good
electrical conductivity, high ionic mobility, and excellent chemical stabilities. It is also used in
electro chemical devices, as Li rechargeable batteries. The aqueous solutions of emimBr can be
accounted for in terms of the hydrophobic hydration of ions and that this IL exhibits columbic
interactions as well as hydrophobic hydration for both the cations and anions[13].
2. Experimental technique
1-ethyl-3-methylimidazolium chloride (emimCl), 1-ethyl-3-methylimidazolium bromide
(emimBr) and formamide (99% purity AR Merck) were used as such. The spectra are recorded
at Sophisticated Analytical Instruments Facility (SAIF), IIT Madras. The IR spectroscopy is also
carried out by using Fourier transform technique. The FT-IR spectra of the compounds are
recorded using PERKIN ELMER SPECTRUM ONE FTIR Spectrometer with a scan range MIR
4000-400 cm-1.This instrument has a typical resolution of 1.0 cm-1. The FT-RAMAN spectra,
using BRUKER RFS 27 spectrometer with 100 mw power with scan range 4000 - 50 cm-1.
3. Results and Discussion
3.(i) Internal Pressure (πi) and Free Volume (Vf)
Internal pressure and free volume are the thermodynamical properties which explain the
interaction in the solution. Internal pressure is a single factor that appears to vary due to all the
intermolecular interactions. Internal pressure plays an important role in explaining molecular
interaction, as this represents the resultant of the forces of attraction and repulsion between the
molecules.
Free volume is the average volume in which the center of the molecule can move inside
the hypothetical cell due to the repulsion of surrounding molecules. Study of these parameters
requires ultrasonic velocity, viscosity and density.
The significance of internal pressure and its correlation with the solubility parameter has
been discussed in review articles by Barton[14] and independently by Dack[15].
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1523
The variations of internal pressure and free volume with temperature and molalities are
shown in figures 3.1 – 3.4. In the present study, the internal pressure shows an increasing trend
only at higher molalities in all temperatures. This suggests that there is a strong solute – solvent
interaction due to high cohesive energy. This may be due to the hydrogen bonding. This
emphasizes that the addition of salt in the solvent behaves as a structure maker. From the figure
(3.1), it is observed for emimCl, the internal pressure increases with concentration. But there is a
slight decrease appears, when the concentration increases (0.1m) at lower temperatures (5°C ,
15°C) (Table 3.1) In emimCl, free volume is found to be decreasing with respect to temperature
and decreasing with respect to concentration as expected. This result confirms the strong – solute
solvent interaction in emimCl solution.[16].
In the case of emimBr, the internal pressure increases with concentration (Table 3.2 and
Fig 3.2). It exhibits a structure stabilizing nature. However, a dip in the increasing values of
internal pressure with concentration is observed at (0.01m at 5°C,25°C – 55°C) and (0.005m at
15°C). This may be due to weakening of interactions at specific concentrations and temperature
suggesting the loosening of structures due to lowering of cohesive energy. As the temperature
increases, the internal pressure decreases. The decreasing values of free volume with molalities
and the change or the increase in free volume in its decreasing trend is in agreement with the
structure making/breaking behavior of the solutes.
INTERNAL PRESSURE (atms)
Figure 3.1: 1-ETHYL-3-METHYLIMIDAZOLIUM CHLORIDE
Figure 3.2: 1-ETHYL-3-METHYLIMIDAZOLIUM BROMIDE
8000
10000
12000
14000
16000
18000
20000
0.001 0.005 0.01 0.05 0.1
Inte
rnal
P
ress
ure
(atm
s)
Molality(m)
5˚C
15˚C
25˚C
35˚C
45˚C
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1524
TABLE-3.1: 1-ETHYL-3-METHYLIMIDAZOLIUM CHLORIDE
Molality(m) 5˚C 15˚C 25˚C 35˚C 45˚C 55˚C
0.001 18685 16020 13750 13073 11578 10207
0.005 19329 16340 13876 13207 11781 10621
0.01 19501 16464 13955 13276 11873 10642
0.05 19689 16655 14158 13155 12027 10753
0.1 18339 15220 14036 12363 11533 10736
TABLE-3.2: 1-ETHYL-3-METHYLIMIDAZOLIUM BROMIDE
FREE VOLUME (cc)
Figure 3.3: 1-ETHYL-3-METHYLIMIDAZOLIUM CHLORIDE
10000
12000
14000
16000
18000
20000
22000
0.001 0.005 0.01 0.015 0.02In
tern
al
Pre
ssu
re(a
tms)
Molality(m)
5˚C15˚C25˚C35˚C45˚C55˚C
0
0.02
0.04
0.06
0.08
0.1
0.001 0.005 0.01 0.015 0.02
Fre
eV
olu
me
(cc)
Molality(m)
5˚C15˚C25˚C35˚C45˚C55˚C
Molality(m) 5˚C 15˚C 25˚C 35˚C 45˚C 55˚C
0.001 20259 16887 14385 13199 12150 11053
0.005 19593 17035 14450 13591 12042 11176
0.01 20547 16920 14635 13597 12087 11295
0.015 20647 17178 14658 13188 12341 11357
0.02 20425 17098 14313 13476 12153 11349
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1525
Figure 3.4: 1-ETHYL-3-METHYLIMIDAZOLIUM BROMIDE
TABLE-3.3: 1-ETHYL-3-METHYLIMIDAZOLIUM CHLORIDE
Molality(m) 5˚C 15˚C 25˚C 35˚C 45˚C 55˚C
0.001 0.009423 0.0164 0.028328 0.03602 0.056278 0.088861
0.005 0.008517 0.015503 0.027765 0.034948 0.053373 0.078759
0.01 0.008287 0.015153 0.02717 0.034423 0.052166 0.078295
0.05 0.007974 0.014538 0.025862 0.035146 0.04979 0.075298
0.1 0.009761 0.018801 0.026285 0.041781 0.056004 0.074865
TABLE-3.4: 1-ETHYL-3-METHYLIMIDAZOLIUM BROMIDE
3.(ii) Intermolecular free length (Lf)
The intermolecular free length (Lf) is the distance between the surfaces of the
neighboring molecules[17]. The variation in intermolecular free length indicates that there are
interactions between solute and solvent molecules due to which the structural arrangement in the
neighborhood of constituent ions or molecules gets affected considerably.
The intermolecular free length increases with rise in temperature. The intermolecular free
length with molality is given in tables 3.5 and 3.6 (figures 3.5 and 3.6).
In the case of emimCl, there exists rise and fall in free length. A dip in free length is
observed at (0.01m) which indicates that there is a strong solute – solvent interaction. The
intermolecular free length in emimBr increases with concentration and temperature.
0
0.02
0.04
0.06
0.08
0.1
0.001 0.005 0.01 0.015 0.02Fr
ee
Vo
lum
e(c
c)
Molality(m)
5˚C15˚C25˚C35˚C45˚C55˚C
Molality(m) 5˚C 15˚C 25˚C 35˚C 45˚C 55˚C
0.001 0.007385 0.014109 0.024936 0.034967 0.048675 0.069548
0.005 0.008179 0.013674 0.024461 0.031879 0.049892 0.067456
0.01 0.007083 0.013911 0.023571 0.031942 0.049288 0.065405
0.015 0.006971 0.013354 0.023461 0.034816 0.046228 0.064154
0.02 0.007159 0.013462 0.025134 0.032675 0.048301 0.06435
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1526
INTERMOLECULAR FREE LENGTH (Å)
Figure 3.5: 1-ETHYL-3-METHYLIMIDAZOLIUM CHLORIDE
0.1000
0.1100
0.1200
0.1300
0.001 0.005 0.01 0.05 0.1Inte
rmo
lecu
lar
fre
e
len
gth
(À)
Molality(m)
5°C15°C25°C35°C45°C
Figure 3.6: 1-ETHYL-3-METHYLIMIDAZOLIUM BROMIDE
0.1000
0.1100
0.1200
0.1300
0.001 0.005 0.01 0.015 0.02
Inte
rmol
ecul
ar fr
ee
leng
th(À
)
Molality(m)
5°C15°C25°C35°C45°C55°C
TABLE-3.5: 1-ETHYL-3-METHYLIMIDAZOLIUM CHLORIDE
Molality(m) 5˚C 15˚C 25˚C 35˚C 45˚C 55˚C
0.001 0.10872 0.11169 0.11614 0.11761 0.11990 0.12185
0.005 0.10895 0.11186 0.11619 0.11729 0.12068 0.12321
0.01 0.10832 0.11101 0.11514 0.11652 0.11930 0.12135
0.015 0.10898 0.11179 0.11624 0.11808 0.12154 0.12310
0.02 0.10901 0.11244 0.11594 0.11774 0.11912 0.12137
TABLE-3.6: 1-ETHYL-3-METHYLIMIDAZOLIUM BROMIDE
Molality(m) 5˚C 15˚C 25˚C 35˚C 45˚C 55˚C
0.001 0.10643 0.11080 0.11500 0.12000 0.12440 0.12779
0.005 0.10759 0.11200 0.11600 0.12040 0.12340 0.12719
0.01 0.10759 0.11150 0.11600 0.11940 0.12300 0.12776
0.015 0.10714 0.11180 0.11600 0.11890 0.12360 0.12837
0.02 0.10703 0.11120 0.11600 0.11930 0.12380 0.12703
3.(iii) FT-IR Spectral analysis of 1–ethyl–3–methylimidazolium chloride in formamide
In the solution spectra, as the dilution increases the broad peak shifts from 3419 cm–1 to
3417 cm–1(Fig 3.7) This blue shift of the N–H peak indicates lengthening of the NH bond due to
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1527
the H–bonding between solute and solvent. The C Ostretching frequency of formamide
found at 1694 cm–1 has not undergone much shift on dilution, there by indicating absence of H–
bonding between imidazole and C O group of the solvent..
The characteristic ring bending vibration of imidazole ring found at 622 cm–1 has
undergone a blue shift from 608 to 603 cm–1 on dilution. This shift is indicative of strong
solvation in formamide.
The focus has been on the CH–stretching region of the imidazolium ring, which is
supposed to carry information about a possible hydrogen bonding network in the ionic
liquid[18].
Fig 3.7 FT-IR spectrum – 1-ethyl-3-methylimidazolium Chloride solution
3.(iv) FT-Raman Spectral analysis of 1–ethyl–3–methylimidazolium chloride in formamide
In the case of emimCl solution, at saturation molality, even though several peaks occur
in these concentration the 2887 cm–1 peak characteristic of C N , stretching mode indicates the
dilution effect and reflects strong solute–solvent interactions. (Fig 3.8) A significant shift (9 cm–
1) is observed in the C–O region of the Raman spectra at 1092 cm–1 for this concentration,
besides the shift of the electronic band from 1309 cm–1 in the pure solvent to 1310 cm–1
(saturation molality). The oscillation resonance behavior of this peak is indicative of the solute
interacting with dipoles of the solvent formamide. .
4000.0 3600 3200 2800 2400 2000 1800 1600 1400 1200 1000 800 600 450.0 0.0
5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95
100.0
cm-1
%T
3419
2887
2770
2198
1694 1391
1312
1171
1051
608
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1528
Fig 3.8 Raman spectrum – 1-ethyl-3-methylimidazolium chloride solution
3.(v) FT-IR Spectral analysis of 1–ethyl–3–methylimidazolium bromide in formamide
In the solution spectra, (Fig 3.9), these bands are absent but a broad band due to solute–
solvent interaction is observed. The νC= N+
Me band at 2690 cm–1 in the solid state has undergone a
red shift to 2701 cm–1 in solution, predicting a strong solute–solvent interaction at this cationic
site. The C O group vibration in formamide (νCO 1685 cm–1) has shifted to 1694 cm–1 due to
this cationic binding. The C Ostretching vibration at 1051 cm–1 is not significantly affected
indicating that the interaction between the CO of formamide and CH3+ N=C of imidazolium ion
are of ion dipole interaction.
The characteristic solute peaks in emimBr salt exhibit the following stretching
vibrations in the infrared spectrum 3409 cm–1, 3149 cm–1and 3093 cm–1 for test nitrogen 2416
cm–1 and 2063 cm–1 for C N . The νCH vibrations are at 2986 cm–1, 2876 cm–1 and 2690
cm–1.The bands at 1388 cm–1 and 1336 cm–1 νasymmetric and νsymmetric stretch for C N group of
emimBr. These vibrations are characteristics of electron delocalization at this site. The νCO
vibration of the solvent at 1685 cm–1 has shifted to 1681 cm–1. All these results indicate that inter
molecular binding occurs through the tertiary N atom.
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1529
Fig.3.9 FT-IR spectrum – 1-ethyl-3-methylimidazolium Bromide solution
3.(vi)FT-Raman Spectral analysis of 1–ethyl–3–methylimidazolium bromide in formamide
The Raman active band at 1565 cm–1 in the solid has undergone a red shift to 1593 cm–1
and in the solutions confirming the ion–dipole interaction between imidazolium cation and
formamide. (Fig 3.10)
Fig.3.10 Raman spectrum – 1-ethyl-3-methylimidazolium Bromide solution
4000.0 3600 3200 2800 2400 2000 1800 1600 1400 1200 1000 800 600 450.0 0.0
5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95
100.0
cm-1
%T
3422
2891
2770
2702 2191
1685
1456
1390 1314
1170
1087
1052
607
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1530
Conclusion
Acoustics and spectroscopy are found to be the two important fields to study the
molecular interactions in the liquid system.
The fundamental nature of the internal pressure and free volume in determining the
interactions in the systems and hence the behavior of solutions has been well established.
i.e., temperature, internal pressure and free volume are the three basic thermodynamic
properties of the liquid systems similar to temperature, pressure and volume for gaseous
systems. The existence of ion-solvent (or) solvent – solvent interaction resulting in
attractive forces promote the structure – making tendency/enhancing nature of solute
behavior is observed in the samples
From FT-IR spectral analysis, strong solute-solvent interaction occurs in the non-aqueous
solution of formamide and emimCl. A chloride ion bridge exists between solute and the
solvent molecule.
In the spectral study of emimBr solution, the intermolecular binding between solute and
solute is formed through the tertiary N–atom. These results indicate that bromide salts do
not break the solvent. This confirms that ion-ion or solute – solute interaction resulting
dipole-dipole, dipole induced dipole and electrostrictive forces, strengthen the structure.
It is observed that the imidazolium salts forms H–bonds with formamide and the results
confirm that the 1–alkyl–3–methylimidazolium Chloride forms strong H–bonds with
formamide than the 1–alkyl–3–methylimidazolium Bromide.
FT-Raman spectroscopic study confirms the ion–dipole interaction between imidazolium
cation and formamide.
References
1. S. D. Deoskarkar,M, M. L. Narwade, Rasayan J. Chem., 2010,3(1), 55-59
2. V. D. Bhandakar, O.P. Chimankar and N. R. Pawar, J. Chem. Pharm. Res., 2010, 2(4), 873-
877
3. P. S. Agrawal , M. S. Wagh, L. J. Paliwal, Archives of Applied Science Research, 2011, 3(2),
29-33
4. P. Kumar, S. Jayakumar, V. Kannappan, Indian Journal of Applied Physics,
5. A. N. Sonar and N. S. Pawar, Rasayan J. Chem., 2010, 3(1), 38-43
6. R.Ezhil Pavai and S. Renuka, International Journal of Research in Pure and applied Physics,
2011, 1(2), 6-10
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1531
7. Anjana and Rajinder Bamezai, Archives of Applied Science Research, 2011, 3(1), 370-379
8. P. Vasantharani, L. Balu, R. Ezhil Pavai and S. Shailajha, Global Journal of Molecular
Sciences, 2009, 4(1), 42-48
9. S.Jayakumar, N.Karunanithi and V.Kamappan, Indian J Pure Appl PHY.34 (1996)761.
10. S.K.Dash,V.Chakravorthy and B.B.Swain,Acoust Leto 19(1996) 142.
11.“Scientists Propose a More Efficient Way to Make Ethanol”, The New York Times (2010).
12.Joseph B, Binder and Ronald T. Raines PNAS 107 (10) (2010) pp 4516 –4521.
13.The journal of chemical Physics 135,074505 (2011).
14.Barton A.F.M, Chem.Rev.,75(6) (1975) pp 731 – 753.
15.Dack M R J, Chem soc Rev (London), 49 (1975) 211.
16.Kannappen V, Xavier Jesu Raja S and Jaya Santhi R, Indian J Pure and Appl Phys, 41 (2003)
690.
17.Palani R, Balakrishnan S, Sudhamani A, ARPNJ. of Eng. And Appl. Phys. 5(12), (2010) pp 58
– 64.
18.Roth C, Chatzipapadopoulos S, Kerlé D, Friedriszik F, Lütgens M, Lochbrunner S, Kühn
O and Ludwig R ,New J. Phys. 14 (2012).
Journal of Information and Computational Science
Volume 9 Issue 12 - 2019
ISSN: 1548-7741
www.joics.org1532