T. Miyazaki et al.
Journal of Fluorine Chemistry 219 (2019) 55–61
experiment (run 1), the NF
3
yield of the fluorine atom base was 83%.
(17)
To account for the low yield, below 90%, three major explanations
NF yield [%] = (3×FRNF3)/(FRF2+3/2×FRClF3-loss)
3
can be considered. The first possible cause is a by-product reaction of
generated by reaction formula (13) and reaction formula (14) shown
above. The second possible explanation is the ClF loss: the amount not
collected by the condenser (d). The last cause is the unreacted ClF and
remaining after ClF is generated in the reaction Eq. (8).
Table 2 shows that the amount of N in outlets (b) and (c) is 0.13
SLM and presents clearly that it does not change. It reacts with NF Cl or
NFCl to NF based on the reaction Eqs. (6), (7), and (16). Results show
that the side reaction to N does not proceed. Therefore, the occurrence
of N is regarded as occurring in the reaction in (a). Improvement of the
NF
N
2
3
F
2
3
2
2
2
3
2
2
3
selectivity can be achieved by controlling the n value and tem-
perature during reaction in the main reactor (a), as described in an
earlier report [8].
As a method for improving reduction in the N
2
generating ratio,
F/
which is the first cause, it is important to control the n value of NH
4
Fig. 3. Kp values for equilibrium ClF + F
2
= ClF [23] and Kp results of (c) and
3
nHF and temperature during reaction in the liquid–gas reactor (a). An
earlier report described details of the relation between the n value,
(g) reaction in run 1 and run 2 (●, reference; □, results).
reaction temperature, and N selectivity [8]. Table 2 shows that the by-
2
gas–gas reactor (g). There again, ClF
the second condenser (h). It is possible that the equilibrium is shifted by
recovering ClF once with condenser (d). After shifting the equilibrium,
ClF can be generated again by the second high-temperature gas–gas
reactor (g).
3
is synthesized and recovered by
product reaction of N such as the reaction formula (14) was not in-
2
creased when reacting NF
2
Cl or NFCl
2
to NF
3
. The N amount is not
2
3
changed at 0.13 SLM. Therefore, the side reaction of by-product N
2
did
3
not occur.
To reduce the loss of the ClF , which is the second cause, it is ne-
3
Tables 3 and 4 show reaction data using the scheme depicted in
cessary to raise the recovery rate of the condenser (d), but the recovery
Fig. 4. Results of the outlet gases from (a)–(d) are understood to be
roughly in agreement with the results obtained in run 1 and shown in
loss of condenser (d) depends on the cooling temperature. The ClF
3
vapor pressure at 213 K is obtainable from the Antoine equation re-
ported earlier in the literature [22], which is 3.0 kPa. Calculating the
Tables 1 and 2. The Kp value of ClF + F
2
= ClF in run 2 was Kp = 114
3
in the first high-temperature gas–gas reactor (c) and 111 in the second
high-temperature gas–gas reactor (g). Because the reaction tempera-
tures are 603 K and 613 K, it is apparent from the value reported in the
literature [23] in Fig. 3 and the plot data of the results that the results
partial pressure from the ClF concentration in the outlet gas (d) of
3
Table 2 using the information that the reaction pressure is 93.3 kPa
results in 3.3 kPa. This value is consistent with the vapor pressure of
ClF . The amount lost from the outlet of the condenser (d) is reasonable.
3
are in agreement with the Kp curve. In run 2, the NF yield of fluorine
3
It is also conceivable to lower the cooling temperature further to im-
atom base was 91%. Results obtained for the outlet gas (h) also con-
firmed that the loss of F and ClF was less than that from run 1.
prove the recovery rate of ClF
3
, but the boiling point of NF is 144 K.
3
2
Therefore, it is impossible to adopt a method of cooling with liquid
nitrogen or some similar material.
As for synthesizing NF
3
, purifying NF to over 99.99 vol% was
3
confirmed as possible using conventional purification processing with
Next, a method of reducing the loss of unreacted materials of F and
2
distillation, water scrubber, alkali scrubber, and a dehydrating agent
ClF, which is the third possible cause, is described. The formation re-
such as a molecular sieve after synthesizing NF
process.
3
using this paper’s
action of ClF in reaction formula (5) is known to be an equilibrium
3
reaction [23,24]. Therefore, the Kp value of ClF + F
2
= ClF in the
3
main reactor (c) was calculated. The Kp value is obtainable by Eq. (18).
3
.2. NH
4
F/nHF molten salt circulation system
F/nHF molten salt requires removal of by-pro-
When the value in this experiment was obtained from the partial
pressures of ClF
3
, ClF, and F of the outlet gas of the main reactor (c),
2
Recycling the NH
4
the Kp value was 86. The partial pressures of the respective gases were
calculated by multiplying the total pressure 93.3 kPa by the con-
centrations of the respective gases.
duced HF in reaction formula (5) and the addition of NH consumed by
3
the reaction. The HF generated in the liquid–gas reactor (a) by the re-
action partly entrains gas. It is transferred from liquid–gas reactor (a) to
a low-temperature gas–gas reactor (b). Results demonstrate that the
amount is 0.10 SLM, as shown in Table 2.
Kp = PClF3/(PClF×PF2
)
(18)
Actually, the Kp value in the equilibrium of reaction (5) can be
shown in Fig. 3 based on data from an earlier report [23]. In this ex-
periment, the reaction temperature of the first high-temperature
gas–gas reactor was set as 603 K, which demonstrates that it is roughly
in agreement with the value reported in the literature, as shown in
The vapor pressures of n = 2, 3, 4, and 5 of NH F/nHF were mea-
4
sured. Fig. 5 was obtained. It also agrees roughly with results reported
earlier in the literature [26].
The reaction temperature of the liquid–gas reactor (a) was 298 K;
the n value was n = 2.3. As shown in Fig. 6, the vapor pressure of HF
was obtained as 1.8 kPa using a vapor pressure curve. The reaction
pressure was 93.3 kPa (700 Torr). The HF concentrations were 3.3%
and 3.1% according to the respective results of run 1 and run 2. Based
on these results, the partial pressure of HF was calculated as 2.9 kPa,
which is a closely approximate value.
Fig. 3. Therefore, to decrease the unreacted loss of F and ClF and to
2
increase the production rate of ClF , it is better to lower the reaction
3
temperature. However, when the reaction temperature is lowered, the
reaction rate decreases remarkably [24,25]. In addition, the fluorina-
tion reaction rate from NF
2
Cl to NF decreases. Therefore, instead of
3
lowering the reaction temperature, it is necessary to consider a method
of reducing the unreacted loss of F and ClF by shifting the equilibrium.
Then, as shown in Fig. 4, after recovering ClF once with a con-
denser (d), reheating is conducted with the second high-temperature
When ClF gas is purged at a flow rate of 3.94 SLM into the li-
3
2
quid–gas reactor (a), HF generated as a by-product is calculated from
reaction formula (5) as 10.51 SLM. Assuming that all the 10.51 SLM of
HF generated in the reaction is contained in the outlet gas, the
3
58