Benedict M.
Gardner
a,
Peter A.
Cleaves
a,
Christos E.
Kefalidis
b,
Jian
Fang
bc,
Laurent
Maron
*b,
William
Lewis
a,
Alexander J.
Blake
a and
Stephen T.
Liddle
*a
aSchool of Chemistry, University of Nottingham, University Park, Nottingham, NG7 2RD, UK. E-mail: stephen.liddle@nottingham.ac.uk
bLPCNO, CNRS & INSA, Université Paul Sabatier, 135 Avenue de Rangueil, Toulouse 31077, France. E-mail: laurent.maron@irsamc.ups-tlse.fr
cCollege of Chemistry and Chemical Engineering, Lanzhou University, Lanzhou 730000, China
First published on 26th February 2014
We report on the role of 5f-orbital participation in the unexpected inversion of the σ-bond metathesis reactivity trend of triamidoamine thorium(IV) and uranium(IV) alkyls. Reaction of KCH2Ph with [U(TrenTIPS)(I)] [2a, TrenTIPS = N(CH2CH2NSiPri3)33−] gave the cyclometallate [U{N(CH2CH2NSiPri3)2(CH2CH2NSiPri2C[H]MeCH2)}] (3a) with the intermediate benzyl complex not observable. In contrast, when [Th(TrenTIPS)(I)] (2b) was treated with KCH2Ph, [Th(TrenTIPS)(CH2Ph)] (4) was isolated; which is notable as Tren N-silylalkyl metal alkyls tend to spontaneously cyclometallate. Thermolysis of 4 results in the extrusion of toluene and formation of the cyclometallate [Th{N(CH2CH2NSiPri3)2(CH2CH2NSiPri2C[H]MeCH2)}] (3b). This reactivity is the reverse of what would be predicted. Since the bonding of thorium is mainly electrostatic it would be predicted to undergo facile cyclometallation, whereas the more covalent uranium system might be expected to form an isolable benzyl intermediate. The thermolysis of 4 follows well-defined first order kinetics with an activation energy of 22.3 ± 0.1 kcal mol−1, and Eyring analyses yields ΔH‡ = 21.7 ± 3.6 kcal mol−1 and ΔS‡ = −10.5 ± 3.1 cal K−1 mol−1, which is consistent with a σ-bond metathesis reaction. Computational examination of the reaction profile shows that the inversion of the reactivity trend can be attributed to the greater f-orbital participation of the bonding for uranium facilitating the σ-bond metathesis transition state whereas for thorium the transition state is more ionic resulting in an isolable benzyl complex. The activation barriers are computed to be 19.0 and 22.2 kcal mol−1 for the uranium and thorium cases, respectively, and the latter agrees excellently with the experimental value. Reductive decomposition of “[U(TrenTIPS)(CH2Ph)]” to [U(TrenTIPS)] and bibenzyl followed by cyclometallation to give 3a with elimination of dihydrogen was found to be endergonic by 4 kcal mol−1 which rules out a redox-based cyclometallation route for uranium.
The extent to which f-orbital bonding interactions occur at uranium is still hotly debated, as is their influence on reactivity and potential nuclear waste separation applications.34–37 However, studies have shown that uranium bonding can involve moderate 5f orbital participation leading to modification of reactivity with consequences for the nature of the chemical outcome.38–40 In contrast, the thorium(IV) ion is generally perceived as being unable to access the 5f-orbital manifold. Thus, its bonding is viewed as being restricted to electrostatics resulting in thorium–ligand bonds that are generally more labile than their uranium(IV) counterparts. Added to the greater ionic radius of Th(IV) (94 pm) vs. U(IV) (89 pm),41 thorium–ligand bonds are generally expected to be more reactive compared to uranium–ligand bonds.
The above arguments suggest that the reactivity of thorium and uranium should be different, but the picture is complicated and not well understood and reports showing divergent experimental reactivity patterns of closely comparable uranium and thorium systems are rare.38,42–45 Intramolecular amino-alkene hydroamination reactions report a trend of thorium being more reactive than uranium; however, there are some notable exceptions for which there is no explanation, but similar trends have been observed for lanthanide complexes suggesting that f-orbital participation is not a key factor.39,46 Studies by Marks on bis(cyclopentadienyl) actinide dialkyls showed that thorium derivatives are often more stable than their uranium analogues.2 However, in some cases reduction of uranium(IV) to uranium(III) provided a decomposition route for uranium not available to thorium. Whilst bond polarities and accessible oxidation states were considered, f-orbital participation was not examined.29 Recent studies of bis(cyclopentadienyl) actinide dialkyl reactivity by Kiplinger et al. have shown varied reactivity trends for thorium vs. uranium,43,47,48 but their origins were not resolved. Indeed, the factors that contribute to an isostructural pair of uranium and thorium complexes exhibiting similar or different reactivities are legion and a recent computational study could not derive any clear conclusion.49 Where f-orbital participation has been probed, this has compared the differences of the f-block to d-block systems.40 Recently, the formation of a uranium benzyne complex vs. a thorium tetraaryl derivative was reported.38 In that report greater f-orbital participation in the bonding for the uranium product was found and it was postulated that this provided kinetic facilitation of the benzyne.
As part of our work on triamidoamine chemistry,50–61 our attention turned to comparing f-orbital participation in the bonding of uranium and thorium and how this might affect reactivity. Since certain cyclometallated actinide complexes,62–68 in particular those with triamidoamine ligands, have novel properties,61,62 uranium and thorium metallacyclic complexes supported by N(CH2CH2NSiPri3)33− (TrenTIPS) were targeted since this ligand has stabilised reactive uranium complexes in multiple oxidation states.50,52 It should be noted that facile cyclometallation of N-silyl-alkyl groups is always observed for Tren thorium and uranium alkyls because the metallocycle alkyl groups are stabilised by negative hyperconjugation to silicon as well as the entropic effects from liberating an alkane. Indeed, in a wider context out of dozens of examples of Tren N-silyl metal complexes only one benzyl derivative has been authenticated making this ligand combination very rare.69 Uranium and thorium benzyl derivatives are known,21,30,45,64,70–76 but where stable ligand metal benzyl combinations are known this is with ligands that do not cyclometallate; where Tren N-silylalkyl ligands are concerned this is facile.61
Here, we report the synthesis of cyclometallated and benzyl triamidoamine derivatives of uranium and thorium, which surprisingly display inverted reactivity trends. Although the thorium system would be expected to be the most ionic and hence most reactive it is the least reactive and a cyclometallate and its benzyl precursor can both be isolated. In contrast, the uranium system, which would be predicted to be most stable, is the most reactive and only the cyclometallate and not the benzyl intermediate can be isolated. These observations are surprising on two counts. Firstly, the thorium benzyl complex should be unstable with respect to cyclometallation and thus its stability is notable. Secondly, of either of the two complexes uranium should, from an a priori assessment, present the best chance for a Tren metal benzyl complex but this is not the case. We show by an experimentally calibrated computational study that: (i) decomposition involving reduction of uranium(IV) to uranium(III) with elimination of bibenzyl is not operative; (ii) the reversal of anticipated reactivity is due to the σ-bond metathesis transition state for uranium being stabilised by uranium 5f-orbital participation that is not present for thorium. Thus, the additional involvement of uranium 5f orbitals actually enhances the reactivity. This study provides a rare account of how 5f-orbital participation in reactive intermediate transition states can alter the chemical reactivity of isostructural systems in counter-intuitive ways that cannot be predicted but which are important to understand.
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Scheme 1 Experimental synthesis of thorium and uranium halide, benzyl, and cyclometallated complexes 1–4. |
The Th centre in 1b is five-coordinate, adopting a distorted trigonal bipyramidal geometry with the N4 and Cl1 centres occupying the axial sites [N4–Th1–Cl1 = 173.51(6)°]. The bond lengths and angles in 1b are unremarkable, with Th–Namide, Th–Namine and Th–Cl bond lengths of 2.299 (av.), 2.668(3) and 2.693(2) Å, respectively, typical of Th(IV)–Namide Th(IV)–Namine and Th(IV)–Cl bond distances.78
The iodide derivative of 1b, [Th(TrenTIPS)(I)] (2b), was targeted since iodide elimination from actinide centres is often easier to achieve than elimination of chloride.61,79,80 Accordingly, a toluene solution of 1b was treated with a slight excess of Me3SiI to afford [Th(TrenTIPS)(I)] (2b) and Me3SiCl (Scheme 1). Despite numerous attempts the structure of 2b could not be unambiguously confirmed by single crystal X-ray diffraction due to persistently poor data. However, the proposed formulation is supported by the characterisation data which additionally confirms the absence of coordinated donor solvents (full details are provided in the ESI†).
A green-brown toluene solution of [U(TrenTIPS)(I)]52 (2a) reacted with KCH2Ph to give a dark orange-red solution. Following work-up and recrystallisation from hexane, a single crystal X-ray diffraction study was performed, which confirmed the structure of the anticipated alkyl complex to be [U{N(CH2CH2NSiPri3)2(CH2CH2NSiPri2C[H]MeCH2)}] (3a). The molecular structure of 3a is illustrated in Fig. 2 with selected bond lengths and angles.
The U centre in 3a is five-coordinate, adopting a distorted trigonal bipyramidal geometry with the carbon C2 and amine centre N4 occupying the axial positions. The U–Namide and U–Namine bond lengths of 2.282 (av.) and 2.514(15) Å, respectively, are typical of U(IV)–Namide and U(IV)–Namine bond distances. The U1–C2 bond length of 2.55(2) Å is within the reported range of U–C single bonds [2.40–2.55 Å].78 In contrast, the cyclometallate [U{N(CH2CH2NSiMe2But)2(CH2CH2NSiMeButCH2)}]62 features a longer U–C bond [2.752(11) Å], attributed to increased geometric strain relative to 3a due to its incorporation within a four-membered [U–N–Si–C] ring as opposed to the five membered ring present in 3a. This is supported by the less acute bite angle in 3a [76.1(7)° vs. 66.1(2)°].
The 1H NMR spectrum of 3a in C6D6 at room temperature consists of 27 resonances spanning the chemical shift range +47 to −35 ppm. This is consistent with the expected unsymmetrical C1 Tren environment, which is also highlighted by the observation that three resonances are observed in the 29Si{1H} NMR spectrum of 3a, and confirms the presence of a paramagnetic uranium centre. The room temperature Evans method magnetic moment of 3a in C6D6 was found to be 2.90 μB, which is lower than the theoretical free ion value for the formal 3H4 ground state of 5f2 U(IV) of 3.58 μB,81 but uranium(IV) compounds usually fall within the range 2.50–3.20 μB.14,30,82,83
The thorium(IV) analogue of 3a was targeted via the treatment of 2b with KCH2Ph. Following this reaction, 1H NMR revealed the consumption of 2b along with the formation of a single new product; however the 1H NMR spectrum of this product consisted of only 8 resonances. Following work-up and crystallisation from methylcyclohexane, colourless crystals suitable for single crystal X-ray diffraction analysis were isolated. These revealed the new compound to be the Tren–thorium benzyl complex [Th(TrenTIPS)(CH2Ph)] (4), which is notable for being stable under ambient conditions rather than undergoing cyclometallation. The molecular structure of 4 is illustrated in Fig. 3 with selected bond lengths and angles.
The asymmetric unit of the solid state structure of 4 comprises four crystallographically independent molecules, but in each case the thorium centre is 5-coordinate adopting a distorted trigonal bipyramidal geometry where the amine resides trans to a terminal η1-benzyl group. The mean Th–Namide bond lengths within each independent molecule of 4 range from 2.294(6) to 2.311(7) Å and the four Th–Namine bond lengths are statistically invariant with a mean value of 2.706 Å. The Th–C bond lengths in 4 range from 2.536(8) to 2.622(7) Å (mean Th–C−Cispo ∠ = 123.2°). All the Th–Namide, Th–Namine and Th–C bond lengths in 4 lie within the reported ranges for Th(IV) complexes.78 In addition the 1H NMR spectrum of 4 in C6D6 at room temperature consists of 8 resonances located in the chemical shift range of 0–10 ppm and the 13C{1H} NMR spectrum of 4 comprises 9 resonances with the signal for the benzyl-CH2 group observed at 113.7 ppm.
With 4 in-hand, it was envisaged that C–H activation to produce the desired Tren–thorium metallacycle might require thermolytic activation since a benzyl complex has been proposed to be an intermediate en route to reported Tren–uranium cyclometallates.61,62 It was observed that warming NMR samples of 4 at 80 °C produced a markedly different 1H NMR spectrum after 2 hours consistent with: (i) complete consumption of 4; (ii) production of a new Tren-containing product; and (iii) elimination of one equivalent of toluene. This reaction was reproduced on a bulk scale and following work-up and recrystallisation from hexane, colourless single crystals were subjected to an X-ray diffraction analysis that revealed the new complex to be [Th{N(CH2CH2NSiPri3)2(CH2CH2NSiPri2C[H]MeCH2)}] (3b). The molecular structure of 3b is illustrated in Fig. 4 with selected bond lengths and angles.
Complex 3b is essentially isostructural to 3a, with any significant deviation between the metal–ligand bond distances presented by the two complexes ascribed to the smaller ionic radius of U(IV) versus Th(IV).41 Similar to 3a, complex 3b exhibits a highly unsymmetrical ligand environment with its room temperature 1H NMR spectrum revealing 16 resonances spanning the narrow range 0.68 to 3.90 ppm. The large reduction in the number of signals in the 1H NMR spectrum of 3b compared to 3a almost certainly arises from the large difference in chemical shift range of 3avs.3b leading to multiple overlapped resonances in the latter. The metallated carbon exhibits the expected downfield chemical shift (105.7 ppm) in the 13C{1H} NMR spectrum of 3b and like 3a three resonances are observed in the 29Si{1H} NMR spectrum of 3b.
Given the generally electrostatic bonding of Th(IV) and the larger ionic radius leading to an overall increase in thorium–ligand bond lability, it would be expected that 4 would be more unstable toward cyclometallation than its hypothetical uranium congener. Counter-intuitively, what is experimentally observed is the reverse of this where 4 is a stable crystallisable intermediate, albeit one that will convert to the metallacycle upon thermolysis.
The observation that 4 is isolable in the reaction from 2b to 3b raises the question of whether “[U(TrenTIPS)(CH2Ph)]” is stable. However, variable-temperature NMR measurements of the reaction between 2a and KCH2Ph always proceed smoothly to give 3a with no intermediates observable over the temperature range 193 to 298 K and thus it was not possible to obtain any experimental mechanistic data on the conversion of 2a to 3a. Attempts to trap the putative benzyl intermediate with the known benzyl traps73,74 [Ph3C][BArf4] [Arf = 3,5-(CF3)2-C6H3] and B(C6F5)3 were also unsuccessful but it should be noted that benzylpotassium is not capable of deprotonating the N-silyl alkyl groups of Tren compounds.
Marks and coworkers showed that bis(cyclopentadienyl) uranium(IV) dialkyls can decompose to uranium(III) derivatives,29 so we considered the possibility that addition of benzyl potassium to 2a affords “[U(TrenTIPS)(CH2Ph)]” which then reductively decomposes to [U(TrenTIPS)] and half an equivalent of bibenzyl; the former could in principle then cyclometallate with concomitant elimination of dihydrogen to form 3a. However, [U(TrenTIPS)] has been prepared by us previously and it does not cyclometallate to give 3a, even at elevated temperatures. Also, we did not observe any resonances in the 1H NMR spectra from reactions of 2a with benzyl potassium that would be consistent with the formation of bibenzyl or dihydrogen.
We considered the possibility that steric effects could be driving the observed reactivity since uranium is smaller than thorium. However, we note that [U(TrenTMS)(Cl)(THF)] [TrenTMS = N(CH2CH2NSiMe3)3], which is open enough to leave space for a THF molecule to coordinate to uranium, also spontaneously cyclometallates when treated with benzyl potassium61 so we conclude that steric effects are not a factor (see below).
Since a redox-based reaction mechanism seemed highly unlikely, the observed contrast between the reactivity modes for uranium and thorium was probed computationally to determine the origin of this discrepancy since a σ-bond metathesis reaction would intuitively be the most likely mechanism by which cyclometallation of the N-silyl alkyl groups could occur.
The cyclometallation transition states (TS) were located on the potential energy surface and are depicted in Fig. 6. The geometries of the TSs are essentially identical to the classical σ-bond metathesis arrangement,91 with the hydrogen atom that is ultimately transferred lying between the two alkyl groups as reported in previous studies of σ-bond metathesis for U–Th catalyzed C–H activation.92 In particular, the M–H distance is the shortest interatomic distance and the C–H–C angle is close to 180° (176° for U and 172° for Th). Interestingly, Natural Bond Orbital (NBO) analyses at the transition states indicate that the metal–benzyl bonds are already broken (no interactions are found either at the first nor at the second order donor–acceptor level) and that a M–CH2 bond is formed (found at the first order NBO level). The activation barriers were computed to be 19.0 and 22.2 kcal mol−1 for the uranium and thorium cases, respectively. It is germane to note that the calculated activation barrier for the Th case is in excellent agreement with the experimental value of 22.3 kcal mol−1 and compares well to computed f-block σ-bond metathesis reaction activation barriers of ∼20 kcal mol−1.93–95
In order to rationalise the slight kinetic preference for U over Th, natural population analysis (NPA) was carried out (Fig. 6). The charge is slightly lower at the uranium centre than at thorium, which is consistent with a slightly more ionic TS for the latter than for the former. This is further highlighted by scrutinising the natural charges of the carbon centres of the alkyl groups that are somewhat higher in the thorium case than for uranium. Overall, the description of the charge distribution shows the characteristic hallmarks of a σ-bond metathesis TS.94 It has been proposed that the observed difference between uranium and thorium can be attributed to the lack of 5f involvement in the bonding for the latter, hence inducing a difference in covalency between the two metals (with uranium being more covalent).38 To further test the hypothesis of the difference in ionicity/covalency due to the 5f electron involvement at the TS, the molecular orbitals (MOs) were analyzed (see ESI†). In the uranium case, four occupied orbitals describe metal–alkyl interactions (mainly employing 5f orbitals) whereas only two are found in the thorium case (mainly involving 6d orbitals). This is in-line with reports38,40 of the involvement of 5f orbitals in bonding but there is no clear correlation between this and a difference in covalency between thorium and uranium. The cyclometallation reaction step was computed to be slightly exothermic for uranium by 2.8 kcal mol−1 overall whereas it is almost athermic for Th overall (0.8 kcal mol−1).
This reactivity might be explained by either the steric hindrance around the metal centre (sterically induced reactivity) or the participation of the 5f orbitals. In order to test the hypothesis of the importance of 5f orbital participation and their effect on the observed reactivity, we computed the enthalpy profiles for both metals without including the 5f electrons and orbitals in the calculation using large core relativistic effective core potentials (RECPs) that were thus treated as 6d transition metals. The use of large core RECPs has been demonstrated to be appropriate to describe U(IV) and Th(IV) chemistry95–97 and it has even been possible to show previously that the major effect was the core polarisation rather than the 5f involvement. When f-orbitals and electrons are excluded from the calculation, the profiles for uranium and thorium are found to be the same, with the same activation barrier (see ESI†). Moreover, the barrier for thorium is exactly the same with both approaches, in-line with a lack of 5f involvement for this atom. For uranium, the barrier is approximately 3 kcal mol−1 higher without 5f electrons than when these electrons are included in the calculation. In this case, the charge at the uranium centre is higher and similar to the thorium example. This suggests that the lack of 5f orbitals increases the charges and thus makes the bonds more ionic. Furthermore, calculations were carried out on the hypothetical Zr and Hf complexes. The computed barriers were also found to be around 24–26 kcal mol−1, which is higher than for uranium. As the steric congestion is really enhanced in the two latter complexes compared to the thorium or uranium ones, these results rule out sterically induced reactivity. Thus, the calculations suggest that 5f orbital participation in the bonding indeed induces a clear change in the bonding, which can superficially be interpreted as covalency,98–100 and this in turn has a profound effect on the experimentally observed reactivity.
Footnote |
† Electronic supplementary information (ESI) available: Experimental considerations, thermodynamic plots, crystallographic and computational details for compounds 1b, 3a, 3b, and 4. CCDC 981878–981881. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/c4sc00182f |
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