Chemistry Letters Vol.33, No.3 (2004)
339
10
8
7.4
7.2
7
MFDMC
DMC
MFDMC
DMC
1.2
10 °C
1.36
6
70 °C
ε
1.1
4
ρ
1.34
6.8
6.6
2
MFDMC
DMC
1
(a)
(b)
1.32
0
0
20
40
60
80
0
20
40
60
80
1.8
1.85
2
θ
/ °C
θ
/ °C
nD
2
Figure 2. (a) Refractive index, nD, (b) density, ꢁ, and (b) the number
density of molecules, N, of MFDMC and DMC as a function of tem-
perature, ꢄ, from 10 to 70 ꢁC. The N was calculated from the ꢁ, molar
mass, and Avogadro’s constant.
Figure 3. Comparison of "r and nD of MFDMC and DMC over a
temperature range of 10 to 70 ꢁC.
DMC. As the temperature rises, the thermal motion of the mole-
cules becomes vigorous. The greater thermal motion overcomes
the mutual orientating effects of the dipoles at higher tempera-
tures, and the internal friction is reduced. Therefore, the "r, ꢀ,
and ꢁ can decrease. Since the N also decreases, the nD can be-
come lower.
operation with the higher polarity. The apparent activation ener-
gies for viscosity, Ea,ꢀ, obtained from the relation proposed by
Andrade11 were 12.87 and 10.35 kJ molꢂ1 with regard to the
MFDMC and the DMC, respectively. The higher ꢀ of the
MFDMC can account for the increase of the Ea,ꢀ. Liquids of high
viscosity have high boiling points. The boiling points of the
MFDMC and the DMC are 108 and 90 ꢁC, respectively.
The density of MFDMC was higher than that of DMC, as
can be seen from Figure 2(b). The ꢃ of MFDMC was essentially
the same as that of DMC at high temperatures, whereas the ꢃ of
the MFDMC was higher at low temperatures. This finding indi-
cates that the larger size of the MFOMC molecule makes them
difficult to move at low temperatures.
Figure 3 shows a comparison of "r and the square of nD. The
values of the "r of both chain esters were higher than those of the
nD2. The deviation of the "r from the relation expressed by "r ¼
2
nD can result from atomic and orientation polarization,13 be-
cause the "r and the nD are measured at different frequencies
of 1 ꢃ 106 Hz and 5:087 ꢃ 1014 Hz (for light of the D-line of
the sodium spectrum, wavelength ꢇ ¼ 589:3 nm), respectively.
In conclusion, we have investigated the temperature depend-
ence of "r, ꢀ, nD, and ꢁ of MFDMC from 10 to 70 ꢁC and have
compared the physical properties with those of DMC. The
MFDMC exerted the polar effect on the physical properties.
The "r, ꢀ, and ꢁ of the MFDMC were higher than those of the
DMC, whereas the nD became lower. It is also very intriguing
to investigate the physical properties of other fluorinated chain
esters systematically.
Figure 2 shows the temperature dependence of (a) refractive
index, nD, and (b) density, ꢁ, of MFDMC and DMC. Moreover,
the number density of molecules, N, i.e., the number of mole-
cules per unit volume, which was calculated from the ꢁ, molar
mass, and Avogadro’s constant, is depicted in the figure (b).
The ꢁ of the MFDMC was higher than that of the DMC. A flu-
orine atom makes the larger contribution to the mass of the
MFDMC molecule than to the volume. The molecular weights
of the MFDMC and the DMC are 108.07 and 90.08, respective-
ly. The synergism of the higher molecular weight and higher po-
larity of the MFDMC can result in the increase of the ꢁ.
Interestingly, the nD of the MFDMC was lower than that of
the DMC, even though the MFDMC showed the higher ꢁ. The
nD is a measure of the ability to bend (refract) light rays and is
related to both electronic polarizability, ꢅe, of the molecule
and the N. This is because the propagation of light through a me-
dium can be imagined to occur by the incident light inducing an
oscillating dipole moment, which then radiates light of the same
frequency. In spite of the larger molecular size, the average ꢅe of
the MFDMC molecule, 8:309 ꢃ 10ꢂ40 C2m2Jꢂ1 (average polar-
References and Notes
1
L. A. Dominey, in ‘‘Lithium Batteries,’’ ed. by G. Pistoia, Elsevier,
Amsterdam (1994), Chap. 4.
M. Morita, M. Ishikawa, and Y. Matsuda, in ‘‘Lithium Ion Batteries,’’ ed.
by M. Wakihara and O. Yamamoto, KODANSYA and WILEY-VCH,
Tokyo (1998), Chap. 7.
2
3
M. Salomon, H.-P. Lin, E. J. Plichta, and M. Hendrickson, in ‘‘Advances
in Lithium-Ion Batteries,’’ ed. by W. A. van Schalkwijk and B. Scrosati,
Kluwer Academic/Plenum Publishers, New York (2002), Chap. 11.
Y. Sasaki, R. Ebara, N. Nanbu, M. Takehara, and M. Ue, J. Fluorine
Chem., 108, 117 (2001).
4
5
6
7
GC–MS (CI) (m/z):þ109 [M+H]þ. GC–MS (EI) (m/z): 77 COOCH2Fþ
(4.33), 59 COOCH3 (84.25), 33 CH2Fþ (100).
Anal. Calcd. for C3H5FO3: C, 33.3; H, 4.7; F, 17.6%. Found: C, 33.4; H,
3.9; F, 17.5%.
1H NMR (1% TMS/CDCl3, 500.00 MHz): ꢈ 4.23 (s, 3H), 6.08 (d,
2JHF ¼ 51:5 Hz, 2H). 13C NMR (1% TMS/CDCl3, 125.65 MHz): ꢈ
0
izability ꢅe ¼ ꢅe=4ꢆ"0 ¼ 7:468 ꢃ 10ꢂ30 m3), obtained by Lor-
entz-Lorenz equation12 was slightly low0er than that of the DMC
molecule, 8:346 ꢃ 10ꢂ40 C2m2Jꢂ1 (ꢅe ¼ 7:501 ꢃ 10ꢂ30 m3).
The lower ꢅe of the MFDMC molecule can be ascribed to the
low electronic polarizability of the fluorine atom. In addition,
the N of the MFDMC was smaller than that of the DMC because
of the larger size of the MFDMC molecule. The small number of
the MFDMC molecules with the lower ꢅe is responsible for the
decrease of the nD. We would expect a similar argument to apply
to nD of polyfluorinated or perfluorinated solvents.
55.10, 96.97 (d, JCF ¼ 219:0 Hz), 154.68. 9F NMR (2% CF3COOD/
1
D2O, 470.40 MHz): ꢈ ꢂ158:05 (t, 2JFH ¼ 51:5 Hz).
Y. Sasaki, T. Koshiba, H. Taniguchi, and Y. Takeya, Nippon Kagaku
Kaishi, 1992, 140.
8
9
M. Handa, M. Kataoka, M. Wakaumi, and Y. Sasaki, Bull. Chem. Soc.
Jpn., 70, 315 (1997).
10 M. Kobayashi, T. Inoguchi, T. Iida, T. Tanioka, H. Kumase, and Y. Fukai,
J. Fluorine Chem., 120, 105 (2003).
11 E. N. Andrade, Nature, 125, 309 (1930).
12 P. W. Atkins and R. S. Friedman, in ‘‘Molecular Quantum Mechanics,’’
3rd ed., Oxford, New York (1997), Chap. 12.
The "r, ꢀ, ꢁ, and nD of the MFDMC and the DMC gradually
decreased with increasing temperature except the "r of the
13 K. Izutsu, in ‘‘Electrochemistry in Nonaqueous Solutioins,’’ WILEY-
VCH, Weinheim (2002), Chap. 1.
Published on the web (Advance View) March 5, 2004; DOI 10.1246/cl.2004.338