6774 J. Am. Chem. Soc., Vol. 123, No. 28, 2001
Romelaer et al.
Table 1. Calculated (and Experimental) Thermodynamic Data
(B3LYP/6-311+G(2df,2p)//B3LYP/6-31G(d))
Computational Methodology. Density functional theory calculations
were performed using the Gaussian 98 program package. Reactants,
products, intermediates, and transition structures were optimized using
Becke’s hybrid three-parameter functional (B3LYP) and the 6-31G(d)
basis set. Restricted and unrestricted wave functions were used for
closed- and open-shell species, respectively. Using the same level of
theory, vibrational frequency calculations were performed on all
stationary points to identity transition structures and determine thermal/
zero-point energies. Transition structures were characterized by a single
imaginary frequency. Thermochemical information at temperature T
and P ) 1.00 atm was obtained using frequencies scaled by 0.9804.9
An intrinsic reaction coordinate (IRC) calculation was performed for
each transition structure to examine the reaction pathway for each
elementary step. Single-point energies for each structure and transition
state were calculated using the B3LYP level of theory, using the
6-311+G(2df,2p) basis set, with restricted and unrestricted wave
functions being again used for closed- and open-shell species, respec-
tively.
T,
∆H°
∆S°
∆G°
eq
1
reaction
°C (exptl)a (exptl)a (exptl)a
CHF2CHF2 h CF3CH2F
25
-5.9
(-4.3) (-1.3)
-5.8
-5.7
23.5
(27.7)
24.7
-0.75
-5.7
(-3.9)
-5.5
-5.3
13.1
(17.4)
2.0
-11.2
-18.8
350
700
-0.53
-0.44
35
(34.6)
36
36
-35.7
2
3
CHF2CHF2 h CF2dCHF + HF 25
350
700
25 -29.4
23.8
CF2dCHF + HF h CF3CH2F
(-31.6) (-35.9) (-20.9)
350 -30.5
700 -29.5
-36.9
-36.4
-7.5
6.0
a Experimental data, in parentheses, are from ref 6.
The reagents are as follow: CHF2CHF2 (SynQuest Laboratories Inc.,
99% minimum), CHClF2 (Elf-Atochem), CH4 (Matheson Gas Products
Inc.), and H2 and He (Strate Welding Supply Co., 95-97% and
99.995%).
The gas mixtures are passed through either a quartz or an Inconel
600 reactor, which is heated by a furnace (Applied Test Systems, Series
3210) with a temperature range from 650 to 850 °C (maximum
temperature 700 °C in the case of the quartz reactor).
Results and Discussion
The experimental investigation of the thermal behavior of
CHF2CHF2 (FC-134) with and without the presence of H2 was
carried out at atmospheric pressure and isothermally in the
above-described continuous-flow reactor: from 650 to 700 °C
in a quartz reactor, and from 700 to 850 °C in an Inconel 600
reactor.
The intent of the investigation was to determine the effect of
the presence of hydrogen (H2) on the outcome and dynamic
behavior of the reaction as compared to the results when the
pyrolysis is carried out in the presence of inert gas (He), and to
determine the mechanism of the observed reactions.
Studies in the Quartz Reactor. (i) Pyrolysis of CHF2CHF2
(FC-134) in the Presence of He. The pyrolysis of FC-134 in
He was carried out at 700 °C, with ratios of He/CHF2CHF2
ranging from 9 to 20 and the times of reaction ranging from 5
to 9 s. The FC-134 conversion and the yields of products are
given in Table 2. These data indicate that, in the presence of
He, FC-134 undergoes but a low conversion (2-3%), with small
amounts of CF2dCHF and FC-134a being formed under these
conditions.
(ii) Pyrolysis of CHF2CHF2 (FC-134) in the Presence of
H2. In contrast to its inertness in He, FC-134 exhibited a
significantly enhanced reactivity when pyrolyzed in the pres-
ence of H2. As seen in Table 3, although giving only a modest
3-4% conversion at 650 °C, FC-134 experienced a dra-
matic increase in both the degree of its conversion (14-29%)
and the yield of product FC-134a (82-88%), along with an
excellent carbon balance (90-95%), when the temperature of
the reactor was increased to 700 °C. Contrasting these re-
sults with the mere traces of FC-134a produced in the absence
of H2, they demonstrate conclusively that the presence of
hydrogen during FC-134 pyrolysis promotes its isomerization
to FC-134a.
At the outlet, the gases are passed through a KOH solution (1 M) in
order to neutralize HF and are dried by anhydrous calcium sulfate
(Drierite). An internal standard, CH4 for the quartz reactor or CHClF2
for the Inconel reactor, is then introduced in order to determine the
carbon balance and the yields after reaction and GC analysis.
The GC analysis of the gas mixture was performed on an HP
chromatograph using the following operating conditions: column, 1%
1
SP 1000, 60/40 carbopack, 4 m × /8 in. stainless steel; carrier gas, N2
(8 mL/min); temperature, 40 °C (10 min) to 180 °C (at 4 °C/min);
detector, FID, 250 °C; injector temperature, 250 °C. The products were
identified by comparison of GC retention times and mass spectra of
pure samples.1 Quantitative analysis of the product/standard ratios was
obtained by comparison with mixtures prepared for calibration purposes.
The relative response coefficients (ki/kstd) of each compound were
determined by GC-FID and are reported in the accompanying paper.1
After the determination of the inlet flow of FC-134 and the outlet
flow rates of FC-134 and each product, the results given in the tables
and/or represented graphically in the figures were calculated as indicated
below:
n(CHF2CHF2)i - n(CHF2CHF2)o
conversion of FC-134 )
× 100
n(CHF2CHF2)i
∆n(CHF2CHF2)
)
× 100
n(CHF2CHF2)i
where n(CHF2CHF2)i is the inlet molar flow rate (mmol‚h-1) and
n(CHF2CHF2)o is the outlet molar flow rate (mmol‚h-1).
x(product flow rate) (mmol‚h-1
∆n(CHF2CHF2)
)
yield (%)
(from consumed FC-134)
)
×
(iii) Pyrolysis of FC-134a in He and H2. In contrast to the
dramatic reactivity exhibited by FC-134 in the presence of H2,
FC-134a remained virtually inert when subjected to identical
reaction conditions, undergoing <1% conversion in either H2
or He. Although traces of FC-134 were observed in the presence
of H2, none was detected when the pyrolyses were carried out
in He.10
Studies in the Inconel Reactor. Corroborative results were
obtained when the pyrolyses of FC-134 were carried out in the
Inconel 600 reactor. Use of the Inconel 600 allowed pyrolyses
100
where x ) 1 for C2 products and x ) 0.5 for C1 products.
carbon balance (from consumed FC-134) ) yields of products
∑
overall production of FC-134a ) conversion × yield of FC-134a
Reaction time:
volume of the reactor (cm3)
total flow rate at the reaction temperature (cm3‚s-1
t (s) )
)
(9) Foresman, J. B.; Frisch, A. Exploring Chemistry with Electronic
Structure Methods, 2nd ed.; Gaussian, Inc.: Pittsburgh, PA, 1996.
(10) See Supporting Information for detailed data.
For the quartz reactor, V ) 150 cm3; for the Inconel reactor, V ) 100
cm3.