Zhipeng Wang‡
a,
Yixiang Zhang‡b,
Jingjing Liub,
Lianjun Songa,
Xueyu Wanga,
Xiuying Yanga,
Chao Xuc,
Jun Li*b and
Songdong Ding*a
aCollege of Chemistry, Sichuan University, Chengdu 610064, China. E-mail: dsd68@163.com
bDepartment of Chemistry, Key Laboratory of Organic Optoelectronics, Molecular Engineering of the Ministry of Education, Tsinghua University, Beijing 100084, China
cCollaborative Innovation Center of Advanced Nuclear Energy Technology, Institute of Nuclear and New Energy Technology, Tsinghua University, Beijing 100084, China
First published on 4th November 2020
Dithiophosphinic acids (DPAHs, expressed as R1R2PSSH) are a type of sulfur-donor ligand that have been vastly applied in hydrometallurgy. In particular, DPAHs have shown great potential in highly efficient trivalent actinide/lanthanide separation, which is one of the most challenging tasks in separation science and is of great importance for the development of an advanced fuel cycle in nuclear industry. However, DPAHs have been found liable to undergo oxidative degradation in the air, leading to significant reduction in the selectivity of actinide/lanthanide separation. In this work, the atmospheric degradation of five representative DPAH ligands was investigated for the first time over a sufficiently long period (180 days). The oxidative degradation process of DPAHs elucidated by ESI-MS, 31P NMR, and FT-IR analyses is R1R2PSSH → R1R2PSOH → R1R2POOH → R1R2POO–OOPR1R2, R1R2PSSH → R1R2PSS–SSPR1R2, and R1R2PSSH → R1R2PSOH → R1R2POS–SOPR1R2. Meanwhile, the determination of pKa values through pH titration and oxidation product by PXRD further confirms the S → O transformation in the process of DPAH deterioration. DFT calculations suggest that the hydroxyl radical plays the dominant role in the oxidation process of DPAHs and the order in which the oxidation products formed is closely related to the reaction energy barrier. Moreover, nickel salts of DPAHs have shown much higher chemical stability than DPAHs, which was also elaborated through molecular orbital (MO) and adaptive natural density portioning (AdNDP) analyses. This work unambiguously reveals the atmospheric degradation mechanism of DPAHs through both experimental and theoretical approaches. At the application level, the results not only provide an effective way to preserve DPAHs but could also guide the design of more stable sulfur-donor ligands in the future.
To uncover the underlying chemical mechanism accounted for the decrease of An3+/Ln3+ selectivity by DPAHs and help improve the stability of dithiophosphinic acids, a few investigations have been carried out on the oxidation behavior of DPAHs in aqueous solution. It has been shown that a high concentration of non-oxidizing mineral acid such as H2SO4 and HCl hardly had obvious detrimental influence on the structure of CYANEX® 301, whereas the oxidizing HNO3 could destruct the ligand rapidly even at low acidity and for a short testing time.8,9 With respect to the oxidation products and the possible oxidation pathways of the aliphatic substituted DPAH, there are still different understandings and insights. Wang et al. discovered the formation of monothiophosphinic acid (RRPOSH) as the degradation product of (n-pentyl)2PSSH and (n-butyl)2PSSH in the case of contacting with 1.0 mol L−1 or 3.0 mol L−1 HNO3 for 10 hours via 31P NMR and FT-IR analyses.10 However, Menoyo et al. proposed that CYANEX® 301 could be oxidized to RRPSOH, RRPS, RRPOOH and RRPO after contacting with 5.0 mol L−1 HNO3 for 10 days using FT-IR, FT-Raman and GC-MS monitorings.11 The oxidation pathway was afforded as follow: RRPSSH → RRPSOH → RRPOOH. Nevertheless, a further study by Marc et al. indicated the formation of dimer product of CYANEX® 301 in contact with 1.0 mol L−1 HNO3 for 18 hours by means of 31P NMR spectra and single crystal analyses,12 which was also supported by Groenewold et al. via ESI-MS spectra and collision-induced dissociation spectra tests.13 The assessing oxidation pathway was presented as RRPSSH → RRPSS–SSPRR → RRPOS–SOPRR → RRPOO–OOPRR → RRPO–O–OPRR. So far, there has been no scientific consensus about the oxidation mechanism of DPAH.
The stability properties of aromatic group substituted DPAHs have also been studied. (ClPh)2PSSH is one of the most representative structures of aromatic DPAHs. Modolo et al. performed the hydrolysis experiments of (ClPh)2PSSH in 0.5–3.0 mol L−1 HNO3, HCl, or H2SO4.14 It was found that (ClPh)2PSSH decomposed completely after contacting with 3.0 mol L−1 HNO3 for more than 20 days. To avoid this adverse impact, reducing agents or radical scavengers such as amidosulfuric acid, urea, or hydrazine must be added into the biphasic extraction system.15,16 However, this stabilizing method has led to a more complex extraction system and, unfortunately, did not completely solve the problem of oxidative degradation of DPAHs. Moreover, it was also found DPAH could be oxidized in ambient environment.17,18 For example, CYANEX® 301 could degrade obviously in 3 hours when exposed to the air. In contrast, this ligand would be very stable in an inert atmosphere, suggesting that DPAH are very sensitive to the oxidizing atmosphere. This oxidation issue in ambient environment not only deteriorate the extraction performances of DPAHs, but also requires special protection measures during their transportation and storage, which in turn limits their applications in advanced fuel cycle. Therefore, investigation on DPAH oxidation behavior at ambient environment is of great significance. Unfortunately, to the best of our knowledge, data are very scarce on the oxidation stability of DPAHs at ambient environment. As a result, the understanding on the oxidation processes of DPAHs at ambient environment is superficial due to the lack of sufficient experimental evidences and theoretical supports.
In the present work, by taking consideration of the impact of substituent on the oxidation, five representative DPAHs (Fig. S1†) bearing different alkyl and/or aryl substituent groups were intentionally synthesized and their oxidation processes were systematically monitored at ambient environment for 180 days using ESI-MS, 31PNMR, FT-IR, PXRD, and pH titration methods. Meanwhile, along with the oxidation of DPAHs, the extraction behavior of Am3+ and Eu3+ by these ligands was also investigated. Moreover, a detailed oxidation mechanism of DPAHs was proposed through the help of density functional theory and ab initio study.
The ESI-MS spectra were collected on Bruker Amazon SL spectrometer (Bruker Inc., Switzerland). 31P NMR spectra were recorded by Varian Inova NMR spectrometer (240 MHz) (Bruker Inc., Switzerland). FT-IR spectra were recorded on Nicolet 6700 Fourier transform infrared spectrometer (Thermo Fisher Scientific Inc., USA). Powder X-ray diffraction (PXRD, Shimadzu 6100, Japan) patterns were obtained using Cu Kα radiation (0.1542 nm) at 40 kV and 30 mA. The Lei Ci PHS-3C type pH meter (Shanghai Precision & Scientific Instrument Co. Ltd., China) was used for determining pKa values of DPAH compounds as well as pH values of aqueous phase. The NaI(Tl) scintillation counter (China National Nuclear Inc., China) was used for detecting the radioactivity of 241Am3+ in each phase. The inductively coupled plasma atomic emission spectrometer (ICP-AES, IRIS Advantage, Thermo Elemental Inc., USA) was applied to determining the concentration of Eu3+ in aqueous phase.
The hydroxyl radical has been recognized as the most important oxidant in the atmosphere, which always acts as initiator of oxidation and degradation of organic compound.26–32 As a result, the hydroxyl radical was also considered as the main oxidant for the oxidation of these dithiophosphonic acids investigated in this work. It is noted that, the effects of oxygen and water molecules in the atmospheric degradation of MeDPAH were also considered. However, these reactions were not competitive with respect to the reactions with hydroxyl radical. Therefore, we only detailed the reaction mechanism of hydroxyl radical with MeDPAH below, and the other reactions were presented in the ESI.†
The Ni(MeDPA)2 complex was fully optimized using the Amsterdam Density Functional program (ADF2016.106).33 The generalized gradient approximation (GGA) with the PBE functional and the TZ2P Slater type basis set34 were used for all atoms. The scalar-relativistic ZORA formalism was adopted to account for the relativistic effects.35,36 In order to gain further insights into the chemical bonds of Ni(MeDPA)2, we performed AdNDP analysis to generate the multi-centered localized orbitals using Multiwfn codes.37
The oxidative degradation process of DPAHs was strictly monitored by ESI-MS. The ESI-MS spectra of L1 with oxidation time of 0 d and 180 d are shown in Fig. 1. The numbers in brackets are the generation order of species. Other mass spectra of L1 with oxidation time of 5 d, 10 d, 20 d, 30 d, 60 d, 90 d, 120 d, and 150 d are summarized in ESI as Fig. S2.† As we can see, the pure ligand L1 with molecule formula of R1R2PSSH can be observed at m/z = 287.1057. After 180 days oxidation, several oxidation products successively appeared at m/z = 271.1285, 571.1880, 255.1514, 539.2336, and 507.2793, which can be attributed to R1R2PSOH, R1R2PSS–SSPR1R2, R1R2POOH, R1R2POS–SOPR1R2, and R1R2POO–OOPR1R2, respectively.12,13,16,17 The emergence of different types of impurities means that DPAH can degrade not only through the replacement of sulphur atom by oxygen atom, but also via coupling reaction to form dimers. This result indicates that the appearance of both oxo-substitute monomer and coupling-dimer of the previous works is possible even the oxidation environment is not exactly the same. Regularly, all of the products were observed step by step, in the sequence of R1R2PSSH → R1R2PSOH → R1R2POOH → R1R2POO–OOPR1R2, R1R2PSSH → R1R2PSS–SSPR1R2, and R1R2PSSH → R1R2PSOH → R1R2POS–SOPR1R2, severally. Meanwhile, ESI-MS spectra of L2–L5 (Fig. S3–S6 in ESI†) show the same variation process as L1, revealing the common degradation regularities of DPAH ligands in air atmosphere. Even so, it should be noted that the occurrence time of new decomposition species is different for each ligand. Specifically, the first oxidative product R1R2PSOH appeared at 5 d for L1, whereas that of L2, L3, L4, and L5 is 20 d, 10 d, 10 d, and 20 d, separately. In addition, the appearance time of the last oxidative species is 90 d for L1, 150 d for L2, 120 d for L3, 120 d for L4, and 180 d for L5. Herein, the stability of five ligands can be preliminarily arranged as follows: L5 > L2 > L4 ≈ L3 > L1.
The 31P NMR spectra of L1 with different oxidation degrees are shown in Fig. 2(a). It is clear that the decomposition species increase with the extension of testing time. The signal peaks at 62.12, 86.32, 71.95, 58.26, 72.71, and 73.85 ppm are assigned to R1R2PSSH, R1R2PSOH, R1R2PSS–SSPR1R2, R1R2POOH, R1R2POS–SOPR1R2, and R1R2POO–OOPR1R2, respectively,10–12,14,16,17 which coincided with the occurrence order of mass spectra. Further, the ratios of each product can be roughly calculated through the integrals of corresponding peaks and shown in Fig. 2(b). It can be seen that proportions of the impurities grow with the increasing of oxidation time. After degradation of 180 days, only 31% of the pure L1 is left. Whilst the residual ratios of pure L2, L3, L4, and L5 are 49%, 38%, 41%, and 64%, severally (Fig. S7–S10 in ESI†). The above intercomparison reveals that the stabilities of ligands are correlated with the variation in substituents. The DPAH molecules attached with o-trifluoromethyl phenyl (L5, L2, and L4) show good resistance to the air, indicating that the introduction of o-trifluoromethyl phenyl group is conducive to the air oxidation resistance. On the basis of ESI-MS and 31P NMR analyses, L5 is considered as the most stable ligand.
Fig. 2 31P NMR spectra (a) and percentages of oxidation products (b) of L1 at ambient environment for different oxidation time. |
To further determine the molecular structure of the oxidation products, we examined the ligands by FT-IR spectroscopy in succession. Spectra of L1–L5 are presented as Fig. S11 in ESI.† The variations in the IR spectra are rather complicated. Nonetheless, some regularities on the functional groups evolution can be summarized. The characteristic peaks of PS at 631 cm−1 and 501 cm−1 gradually flatted with the extension of exposure time in the air.9,11,38 At the same time, the peaks distributed from 1000 cm−1 to 1280 cm−1 become more obvious, which can be attributed to the formation of PO and P–OH functional groups. Beyond the general phenomena of L1–L5, some detailed distinctions have also been captured. In the spectra of L1, L3, L4, and L5, peaks ascribed to PS ranging from 750 cm−1 to 830 cm−1 disappear gradually, indicating the reduction of R1R2PSSH molecules. Besides, the P–OH absorptions in the spectra of L2, L3, and L4, distributed in the range of 870 cm−1 to 985 cm−1, become stronger over the examined time, which further reveals the replacement of sulfur by oxygen during oxidation. Moreover, an unusual band belonging to S–S group vibration was observed near 480 cm−1 in the graphs of L3 and L4, indicating the occurrence of coupling reaction during degradation.
In the process of the experiment, slight rotten egg smell diffused from the samples, which may demonstrate the generation of hydrothion (H2S). In addition, the color of L1 and L3 changed from dark green to light yellow, whereas L2, L4, and L5 with the color of orange get darker over the measurement period. Interestingly, yellow solid separated out from the samples (Fig. S12†), which is speculated to be sulfur. For further analysis of the precipitate composition, the yellow solid was characterized by PXRD and compared with the diffraction standard spectrogram of sulfur. Corresponding characterization results are shown in Fig. S13.† The diffraction peaks of the test sample match with those of the simulated rhombic sulfur39 very well, proving the formation of S powder during the degradation of DPAHs.
As a phosphonic acid ligand, structural changes may have effects on its properties, such as the degree of H+ dissociation. Thus, the variation on the pKa values of five ligands was also recorded in the examined 180 d. As can be seen from Fig. 3, all the pKa values of the five ligands increase with the extension of monitoring time, which further indicates the replacement of S atom by O atom during the oxidation.40 Through a comparison, the ΔpKa values between 0 d and 180 d of five ligands are sequenced as L5 > L2 > L4 ≈ L3 > L1, which is in accordance with the foregoing experimental results.
According to the order of intermediates generation in the whole oxidation process, the entire reaction mechanism is divided into three stages. In each stage, three different reaction pathways have been considered, which are filled in black, red, and blue for visual differentiation. As indicated by the black path in Fig. 4, the reaction initiates from hydrogen bonded complex Int1, which locates 1.1 kcal mol−1 higher than the total energy of the initial reactant. As the reaction proceeds, Int1 connects to intermediate Int2 via transition state TS1-2, where the hydroxyl radical adds to the phosphorous atom with an energy barrier of 2.4 kcal mol−1. As Int2 forms, the reaction proceeds to pass through an energy barrier of 3.2 kcal mol−1 to produce a hydrogen-bonded complex Int3 via TS2-3. The SH radical leaves via the cleavage of P–SH bond in TS2-3 to generate Int3, followed by the production of P1 (R1R2PSOH) which is the first oxidation product detected in experiment. The first oxidation stage is accompanied by the substitution of SH in MeDPAH with OH to produce P1, where the cleavage of P–SH bond with 3.2 kcal mol−1 energy barrier is the rate-determined step.
Alternatively, the reaction can proceed via hydrogen abstraction reaction to produce Int4 (the blue path). In TS1-4, the hydrogen transfers from sulfur atom to oxygen atom with an energy barrier of 5.3 kcal mol−1. Once Int4 forms, it will get together immediately with the existing hydrated (CH3)2PS2 radical to produce Int5 followed by leaving of H2O to produce P2 (R1R2PSS–SSPR1R2). P2 is the second oxidation intermediate detected in experiment with the total energy barrier of 6.4 kcal mol−1.
As we all know, most radicals have very high reaction activity, so the byproduct SH radical43,44 produced in the reaction path labeled in black was also considered as one of the oxidants in the whole reaction pathways, which has been depicted in Fig. 4, S16 and S17† in red path. As shown in Fig. 4, the SH radical approaches the initial reactant to form a hydrogen bond complex Int6 with a Gibbs free energy of 4.8 kcal mol−1 because of entropy decrease. Then the reaction proceeds via the similar reaction pathways as that marked in blue. However, this path is different in that the H2S acts as a kind of byproduct (Fig. 4) instead of H2O. The generation of H2S here further confirmed the component of the rotten egg smell gas captured in the experiment.
By comparing the three different ways in Fig. 4, it can be seen that the whole energy barrier for P1 production is 3.6 kcal mol−1 (labeled black), while the energy barrier for P2 production is 6.4 kcal mol−1 (labeled blue). The lower energy barrier for P1 production is consistent with the appearance of P1 before P2 in the experiment. It is worth noting that, although the energy barrier for P2 production with the path labeled in red is only 9.0 kcal mol−1, the SH radical is one of the byproducts of the pathway for P1 production. Therefore, the reaction pathway labeled as red will take place after the blue one.
Remarkably, the geometries of P1 are very similar to the reactant, with only one alteration that the thiol was substituted by the hydroxyl. Therefore, as shown in Fig. S16,† the three reaction pathways of forming P3 and P4 from P1 are similar to those shown in Fig. 4. It is worth noting that, for the (CH3)2PS2 radical in Int12, the calculated spin density indicates that the single electron is mainly distributed over the sulfur atom (Fig. S18†), so the dimerization of Int12 takes place between two sulfur atom with an barrierless process. This could also explain the detected species R1R2POS–SOPR1R2 instead of R1R2PSO–OSPR1R2 in the experiment. Analogously, the similar three pathways of generating P5 from P4 are depicted in Fig. S17.† All energy barriers of these reaction pathways shown in Fig. 4, S16, and S17† are summarized in Table 1. Coincidentally, it can be seen from Table 1, the black reaction pathways are always more favorable than the red ones in Fig. 4 and S16,† which is consistent with the appearance order of the oxidation products.
Pathway | Energy barriers, (kcal mol−1) | ||
---|---|---|---|
In Fig. 4 | In Fig. S16 | In Fig. S17 | |
Black | 8.9 | 9.2 | 20.7 |
Blue | 5.3 | 1.2 | 20.3 |
Red | 9.1 | 11.3 | 28.9 |
Apart from hydroxyl radical, the oxygen and water molecules in the atmosphere might also degrade DPAH ligands to some extent. Thus, the effects of these species were considered, respectively. The oxidation pathways of oxygen are shown in Fig. S19.† The initiate complex Int24, locating at 1.5 kcal mol−1 relative to the total energy of DPAH and oxygen, reacts to generate P2 and P5 successively through a series of intermediate products and transition states. Meanwhile, oxysulfide will release in the process of Int27 → Int17, which may be one of the compositions of the pungent gas. In this profile, the whole energy barriers of P2 and P5 are 28.4 kcal mol−1 and 65.7 kcal mol−1, respectively, which are much higher than those of hydroxyl radical oxidation route. Therefore, the oxygen oxidation is not competitive. It is noteworthy that the byproduct hydroperoxyl radical is also considered to be an important oxidant in the atmosphere. Thus, the possible oxidation reactions involving hydroperoxyl radical was further analyzed as Fig. S20.† From the calculations, the whole energy barrier of P1 formation is 25.7 kcal mol−1, which is much higher than that of hydroxyl radical oxidation processes. As a result, the oxidation by hydroperoxyl radical is negligible.
In addition to the oxygen, the effect of water molecule in degrade process was described in Fig. S21.† The whole energy barrier of the generation of P1 is 42.9 kcal mol−1, which is higher than that of hydroxyl radical oxidation obviously. It is worth noting that the concentration of hydroxyl radical in the troposphere is approximately 10.9 × 105 molecules cm−3,45 which is rather low in comparison with that of oxygen and water molecules. However, the generation rate of ˙OH in the atmosphere includes two parts, formation of transient O atom from O3 by photodissociation and reaction between water vapor and transient O atom.46 In other words, ˙OH and O3 are dynamic equilibrated. In this work, the reaction between hydroxyl radical and dithiophosphinic acid molecules can be regarded as an initiation step in the entire oxidation process. With the consumption of hydroxyl radical, new ˙OH will be generated continuously through the ozone-hydroxyl radical dynamic equilibrium. Essentially, the O3 molecules are actually consumed and hydroxyl radical act as “catalyst” in this process. Besides, the concentration of O3 is 50–85 ppb by volume in air in Beijing,47 which is comparable with the content of O2 and H2O. Herein, the oxidation by oxygen and water molecules is confirmed as uncompetitive kinetically in comparison with hydroxyl radical.
Fig. 5 The MO bonding scheme of D2h Ni(MeDPA)2 at the level of PBE/TZ2P (isovalue = 0.03), illustrating the bonding interactions between (MeDPA)2 and Ni fragments. |
The chemical bonding in Ni(MeDPA)2 can be further understood by AdNDP analysis.50,51 As the AdNDP results (the 1c–2e and 2c–2e bonds are not listed) shown in Fig. S23,† there are two 4c–2c π bonds contributed by the S 3p orbitals, and these delocalized bonds strengthen the interactions between the two isolated MeDPA. The remaining delocalized bonds are all in-plane σ bonds. The interactions between Ni and (MeDPA)2 are mainly achieved by 5c–2e σ bonds constituted by S 3p orbitals as well as Ni 4 s and 3 d orbitals, respectively, which hold the whole complex together steadily. Meanwhile, the three 6c–2e σ bonds strengthen the S–P bonds. Overall, because of these delocalized bonds in compound Ni(MeDPA)2, it is difficult to break the S–P or S–Ni bond in the air, determining the high stability of Ni-salts.
Footnotes |
† Electronic supplementary information (ESI) available: Characterization data of all compounds; data of extraction and theoretical calculations. See DOI: 10.1039/d0ra08841b |
‡ These authors contributed equally to the work. |
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