O. J.
Nielsen
a,
M. P. Sulbaek
Andersen
*ab and
J.
Franklin
c
aDepartment of Chemistry, University of Copenhagen, DK-2100 Copenhagen, Denmark. E-mail: mads@sulbaek.dk
bDepartment of Chemistry and Biochemistry, California State University, Northridge, California 91330-8262, USA
cIndependent Scientist, Grez-Doiceau, BE-1390, Belgium
First published on 26th March 2025
Recently Pérez-Peña et al. published a paper in this journal on the potential atmospheric fate of trifluoroacetaldehyde (CF3CHO) as a source of CF3H (HFC-23). In their work they utilized both a box model and a global chemistry and transport model to evaluate the production of CF3H from the photolysis of CF3CHO, the latter generated from photochemical oxidation of HFO-1234ze (CF3CHCHF). Certain chemical assumptions and simplifications were made. We believe the assumptions utilized by Pérez-Peña et al. misrepresent the environmental fate of CF3CHO. In the following, we present our comments on both the photolysis and the wet and dry deposition of CF3CHO. Furthermore, we contemplate the impact of the potential deposition of CF3CHO on the formation of trifluoroacetic acid (CF3COOH) during the environmental processing of CF3CHO.
Environmental significanceThe question of trifluoromethane (HFC-23) formation in the UV photolysis of trifluoroacetaldehyde has recently become a topic of heightened research interest. Trifluoromethane is a strong greenhouse gas and trifluoroacetaldehyde is a reaction intermediate formed during the degradation of several fluorinated gases, including some commercially important hydrofluoroolefins (HFOs). The atmospheric burden of trifluoromethane is increasing and it is important to know the contribution of HFO chemistry. Pérez-Peña et al. (2023) presented an atmospheric model of the degradation of HFO-1234ze (1,3,3,3-tetrafluoropropene), a fourth-generation refrigerant. Their study included several faulty assumptions leading to erroneous conclusions. Here we clarify what those errors are and further discuss the importance of wet and dry deposition as a possible environmental sink for trifluoroacetaldehyde. |
CF3CHO + hv → CF3 + HCO | (1) |
CF3CHO + hv → CF3H + CO | (2) |
The relevant quantum yield, ϕ2, adopted in the PP23 modelling study are reportedly derived in part from a PhD thesis by Campbell.6 Part of the thesis has been published in Campbell et al.,7 but the latter publication does not include the study of the molecular channel. Sulbaek Andersen and Nielsen reported an upper limit for the molecular channel yield of 0.3% based on chamber experiments at atmospheric pressure.8 PP23 used the upper limit of <0.3% reported by Sulbaek Andersen and Nielsen8 as the lower limit for ϕ2 in their study, and ϕ2 = 0.01 as a “realistic upper bound” (page 1769 of PP23), extrapolated from data at low-pressure in the non-peer-reviewed thesis. Using the upper limit of Sulbaek Andersen and Nielsen8 as a lower limit, is puzzling. The 0.003 (0.3%) reported by Sulbaek Andersen and Nielsen8 is an upper limit for the molar yield of CF3H, not the quantum yield (ϕ2 would be on the order of 10−4 based data shown in Fig. 5 of Sulbaek Andersen and Nielsen8). Furthermore, it is unclear how PP23 arrived at their “realistic upper bound” of ϕ2 = 0.01. There are internal inconsistencies in the reported works of Campbell and coworkers: the thesis states on page 151: “From the fit shown in Fig. 9.2, we extrapolate our measurements to atmospheric pressure, determining a CHF3 quantum yield of 0.33%, with a lower limit of 0.15% from the 95% confidence bounds on the fit. This measurement is remarkably consistent with the most recent study [i.e. Sulbaek Andersen and Nielsen],8 which determined an upper limit of 0.3% for the atmospheric pressure quantum yield of CHF3 at 308 nm.” It appears that PP23 may have misinterpreted the conclusions in the Campbell PhD thesis, as well as those of Sulbaek Andersen et al.8 In any event, the choices of PP23 for ϕ2 will substantially overestimate the yield of CF3H from the atmospheric photolysis of CF3CHO.
H = [CF3CHO]aq/[CF3CHO]g | (3) |
CF3CHO forms a stable gem-diol, i.e., hydrate, in the presence of water:
CF3CHO + H2O → CF3CH(OH)2 | (4) |
This has been known since the 1930s at least,9 although the hydrate formation is not discussed explicitly in PP23. The relevant parameter for dry and wet deposition modelling is the “apparent” or “effective” HLC, H*, defined by:
H* = {[CF3CHO]aq + [CF3CH(OH)2]aq}/[CF3CHO]g | (5) |
The hydration equilibrium constant is defined as:
Khyd = [CF3CH(OH)2]aq/[CF3CHO]aq | (6) |
Combining and subsequent rearrangement of expressions (3), (5) and (6) gives the effective HLC expressed by H and Khyd:
H* = H(1 + Khyd) | (7) |
When Khyd ≫ 1, as will be shown to be the case here, then:
H* ≅ H × Khyd | (8) |
Neither H* nor H has been measured for CF3CHO. The approach used in PP23 to estimate H* for CF3CHO is flawed for two reasons. First, it relies on “proxy” data derived for CF3COF, which is known to hydrolyse rapidly in contact with water to form the highly soluble trifluoroacetic acid, CF3COOH (TFA). Second, the values adopted in PP23 are not effective HLCs (H*), but intrinsic ones (H). The values were taken from a review paper1 that cites as its source De Bruyn et al.10 but in fact also includes results from a study by George et al.11 on the uptake of gaseous CF3COF to water surfaces. In both studies, the parameter measured was H × krxn1/2, where krxn is the first-order rate constant for hydrolysis of CF3COF. The deconvolution of H × krxn1/2 to yield separate estimates for H and krxn was subject to very large uncertainties, but the H values reported in ref. 10 and 11 for CF3COF (namely 0.96 and 3.0 M atm−1, respectively) were those adopted in PP23 for CF3CHO, although the range was extended to 13.17 M atm−1 by including this value for acetaldehyde, taken to be an “upper bound”. Even if it were reasonable to assume that the intrinsic HLC of the species CF3CHO is equal to that of CF3COF, the value would need to be multiplied by Khyd to give H*, the parameter required for deposition velocity estimation.
We suggest here an alternative procedure for estimating H* for CF3CHO, based on the use of available proxy data for its chlorinated analogue, chloral (CCl3CHO). For CCl3CHO, H* has been reported as a function of temperature.12 At 25 °C it is 3.44 × 105 M atm−1. H*(CF3CHO) can then be estimated from the following equation:
H*(CF3CHO)/H*(CCl3CHO) = {H(CF3CHO)/H(CCl3CHO)} × {Khyd(CF3CHO)/Khyd(CCl3CHO)} | (9) |
The estimation of H*(CF3CHO) using eqn (9) relies on having sufficient data to derive the ratios:
H(CF3CHO)/H(CCl3CHO) | (10) |
Khyd(CF3CHO)/Khyd(CCl3CHO) | (11) |
For ratio (10) we suggest using as a surrogate the ratio of the HLC of CF3CH2OH to that of CCl3CH2OH, two oxygenated substances that do not form hydrates with water, so their reported HLCs are indeed “intrinsic” ones (H). For the purposes of this calculation, the H values were taken uncritically from the online compilation of HLCs by Sander.13,14 Although there is considerable uncertainty in the data, warranting a more in-depth assessment of potentially available experimental and QSAR-derived values, here we adopt H = 47.6 M atm−1 for CF3CH2OH (originally from JPL recommendations) and 297 M atm−1 for CCl3CH2OH (average of the 3 values listed). Ratio (10) is therefore taken to be 47.6/297 = 0.16.
For deriving ratio (11) there is also considerable uncertainty. In the case of CF3CHO, there appears to be only a SPARC-derived Khyd value, (104.22) = 1.7 × 104 from Rayne and Forest. 15,16 Rayne and Forest state that this derived value is close to the one experimental data point available (Khyd = 104.46 = 2.9 × 104) reported by Guthrie.17 However, their conclusion is erroneous, since the experimental value reported by Guthrie17 refers to the hydration of CCl3CHO, not CF3CHO. Guthrie merely assumes it to be valid also for CF3CHO – in fact, it is taken from a literature review by Le Hénaff,18 which shows that its true origin is a study by Gruen and McTigue,19 which actually reports a value of 2.8 × 104.
For CCl3CHO, apart from the above-mentioned value of 2.8 × 104, there are several other, sometimes greatly conflicting, values for Khyd. Herold20 reported a Khyd value of >2500, according to Gruen and McTigue.19 Bell and McDougall21 studied CCl3CHO hydrate dissociation at concentrations ranging from 0.0014 to 0.123 M in cyclohexane and derived a Khyd value of 500. Baymak22 reported an exceptionally low value for Khyd of 25 for CCl3CHO in aqueous solution, as measured by an electrochemical technique. Finally, in a textbook by Clayden et al.23 a value of Khyd = 2000 is listed, but the origin of this value is not stated.
Discounting some of these results (organic solvent medium for Bell and McDougall; outlier for Baymak), we will adopt the Khyd value from Gruen and McTigue for CCl3CHO together with that of Rayne and Forest for CF3CHO. Applying eqn (9):
H*(CF3CHO) = 0.16 × (1.7 × 104/2.8 × 104) × 3.44 × 105 M atm−1 = 3.3 × 104 M atm−1 |
This is likely to be an underestimate, since the hydration constant for CF3CHO used here is lower than that for CCl3CHO, which is contrary to the expectation that the greater electron-withdrawing effect of the fluorine atoms relative to chlorine, combined with their smaller size, and hence lesser steric hindrance towards nucleophilic attack, would suggest a larger Khyd for CF3CHO, than for CCl3CHO.23 Nevertheless, the main conclusion is that by adopting a range of HLC values of 0.96 to 13.17 M atm−1, the latter based on H(CH3CHO) as an upper bound, PP23 likely underestimates this important parameter by several orders of magnitude.
It should be noted here that CF3CHO hydrate is a weak acid, dissociating to CF3CH(OH)O− + H+.15,16 However, given its pKa close to 10, dissociation would be negligible under most environmental conditions.15,16 On the other hand, volatilization of the hydrate (unchanged) from aqueous solution (see below) might impact the apparent HLC, H*.
Nevertheless, the HLC is known to be a key parameter in estimating both wet and dry deposition and it is reasonable to assume that the far greater HLC would lead to enhanced wet and dry deposition velocities for CF3CHO and hence, to a correspondingly reduced proportion of photolysis in the atmospheric fate of CF3CHO, including any possible minor photolysis pathway leading to CF3H formation.
Some insight into the impact of increasing the HLC from 13.17 M atm−1 to 3.3 × 104 M atm−1 can be gained from a generalized study by Bi and Isaacman-VanWertz,24 which focused mainly on wet deposition. As can be seen in Fig. 5 of this paper, the overall timescale for wet deposition (averaged over periods with and without rainfall) declines as the HLC increases, plateauing at a minimum of roughly 100 hours when the HLC exceeds 105 M atm−1. Assuming that the H* value for CF3CHO is greater than or equal to 104 M atm−1, as proposed in this work, it is close enough to this low plateau that the overall wet-deposition lifetime may be taken to be ∼100–200 hours, or 4–8 days. Using the recommended value of kOH = 5.8 × 10−13 cm3 per molecule per s at 25 °C,25 and [OH] = 1 × 106 molecule per cm3,26 leads to an average global lifetime for CF3CHO with respect to OH reaction of 20 days. The relative importance of photolysis compared to OH reaction, as derived from Fig. 4 of PP23, is roughly 3:
1, implying that the mean photolysis lifetime is about 7 days. Sulbaek Andersen et al.2 estimated the atmospheric lifetime of CF3CHO with respect to photolysis as 13 ± 4 days. Thus, the wet-deposition lifetime estimated here of 4–8 days, is similar to the mean lifetime due to reaction of CF3CHO with the OH radical and photolysis. In comparison, the maximum HLC value adopted in PP23, (13.17 M atm−1) would lead, by extrapolation of the data in Fig. 5 of Bi and Isaacman-VanWertz,24 to a wet-deposition lifetime of >105 hours (>11 years), making wet deposition completely insignificant.
Dry deposition may also be competitive with wet deposition but is highly dependent on season and ecosystem. Bi and Isaacman-VanWertz24 also predicted general removal timescales for dry deposition, showing a decreasing trend with increasing HLC and reaching a minimum plateau for HLC > 105 M atm−1, in a manner similar to wet deposition. They estimated that, in the particular case of a heavily forested area of the summertime south-eastern U.S., more soluble compounds have dry-deposition lifetimes of only about 7 hours (0.3 days). Furthermore, data presented in Table 1 of Zhang et al.27 show that for compounds with HLCs similar to that proposed here for CF3CHO, mean dry deposition velocities (Vd) are much greater than those assumed in PP23 for CF3CHO (0.024–0.21 cm s−1). For example, the mean Vd for H2O2 with an HLC of 8.7 × 104 M atm−1 (ref. 13) is 0.643 cm s−1. This latter value refers to the North America domain, in which deposition is mainly to vegetation-covered land. However, dry deposition to water also needs to be considered, since water covers the greater part of the planet. It is not clear, from Fig. 3 of the ESI of PP23, if dry deposition to the oceans was assessed and included in the model used in PP23.
The potential importance of wet and dry deposition of CF3CHO, compared to the conclusions of the PP23 study, raises the question of the fate of CF3CHO, and indeed of its hydrate, in the terrestrial and oceanic environment. It is possible that the hydrates can react with OH in the aqueous phase, thus being a potential source of TFA. It is also possible that the hydrate can undergo biodegradation to trifluoroacetate ions.28
Recently Franco et al.31 reported and modelled the analogous atmospheric processing of formaldehyde to formic acid, which was presented as a “previously unknown pathway” by de Gouw and Farmer.32 The heterogeneous “processing” of CF3CHO in hydrometeors to its hydrate, followed by desorption of the latter and its subsequent gas-phase oxidation to TFA was not included in the modelling in PP23. Granted, the inclusion of such a mechanism in the model would be hampered by the lack of quantitative characterization of the processes involved. In fact, other regional to global model studies on the atmospheric processing of CF3CHO from specific HFOs have chosen to omit the wet and dry deposition of CF3CHO (e.g., Sulbaek Andersen et al.33 Tewari et al.34).
If CF3CHO is converted into its hydrate, in the atmosphere or after deposition to the Earth's surface, at a rate comparable to those for photolysis and reaction with OH radicals, the hydrate could be a substantial source of TFA. As suggested by Sulbaek Andersen et al.,29 the hydrate could be released from cloud or rain water (via Henry's law partitioning or total evaporation of the hydrometeor) followed by atmospheric oxidation to TFA. This latter conclusion tacitly assumes that the gaseous hydrate will not revert to non-hydrated CF3CHO on a shorter timescale than that required for oxidation. Alternatively, biotic or abiotic transformation of CF3CHO and its hydrate in the terrestrial or oceanic environment, subsequent to deposition, may also lead to TFA.
Experimental data on Khyd and H* for CF3CHO are urgently needed to settle some of these questions. Then further modelling with revised input parameters is warranted.
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