Benjamin L. L.
Réant
,
Stephen T.
Liddle
* and
David P.
Mills
*
Department of Chemistry, School of Natural Sciences, The University of Manchester, Oxford Road, Manchester, M13 9PL, UK. E-mail: steve.liddle@manchester.ac.uk; david.mills@manchester.ac.uk
First published on 24th September 2020
The last three decades have seen a significant increase in the number of reports of f-element carbon chemistry, whilst the f-element chemistry of silicon, germanium, tin, and lead remain underdeveloped in comparison. Here, in this perspective we review complexes that contain chemical bonds between f-elements and silicon or the heavier tetrels since the birth of this field in 1985 to present day, with the intention of inspiring researchers to contribute to its development and explore the opportunities that it presents. For the purposes of this perspective, f-elements include lanthanides, actinides and group 3 metals. We focus on complexes that have been structurally authenticated by single-crystal X-ray diffraction, and horizon-scan for future opportunities and targets in the area.
Fig. 1 Graph depicting the number of structures deposited into the CCDC per year (as of August 2020) for Ln/An–C/Si σ-bonds.24 Total figures: Ln–C = 3049, Ln–Si = 58, An–C = 653, An–Si = 5. |
Although interest in f-element silicon chemistry has started to grow in recent years, the current number of f-element–silicon bonds reported (63 examples) is comparable to the total number of f-element–carbon bonds that were reported by 1986.24 The most investigated application of complexes containing M–Si bonds to date is the (hydro)-silylation of unsaturated hydrocarbons; TM complexes have been shown to promote this chemistry for decades, and attention has turned to the f-block for comparative studies.27–30 Also of significance is the potential application of uranium silicides (e.g. U3Si2, USi2) as alternatives to conventional UO2 fuel due to an increase in uranium density and a larger thermal conductivity in the former materials, potentially allowing prolonged generation of energy from nuclear fuels.31–33 Given historical experimental and computational limitations, early reports of f-element silicon chemistry lack in-depth analysis of the bonding and properties of the M–Si linkage compared to what can be done now; a higher level of analysis has only started to be practicable recently and these fundamental studies are the necessary first step for this field to develop further. The increasing rate of development in f-element silicon chemistry in the last two decades has provided the motivation for this perspective; the heavier tetrels are discussed herein to inspire the future development of the f-element chemistry of these elements also, but silicon remains the focus.
A silicon donor atom is commonly introduced to an f-element metal centre in one of two ways: (1) salt elimination/metathesis of a group 1 or 2 metal silanide anion (SiR3−) transfer agent (Group 11 and 12 metal silanides are also known but are less commonly used) with an f-element halide-precursor to produce a polarised-covalent f-element tetrel linkage; or, (2) dative coordination of a neutral Si(II) silylene reagent to form an adduct with an f-element complex that has a vacant coordination site, or, where these sites can be generated in situ by the displacement of weakly bound donor solvent molecules. The chemistry of both of these silicon reagent families have previously been reviewed.34–36 Examples of f-element silylene adducts are relatively scarce, and f-element silanide complexes are dominated by the tris-(trimethylsilyl)silanide anion, ({Si(SiMe3)3})−, frequently referred to as hypersilanide, and its derivatives.
This perspective highlights work reported in the field of f-element silicon and heavier tetrel chemistry to August 2020, focusing on structurally characterised examples Table 1. Our aims are to show the state-of-the-art in the field, the limitations of our current understanding, and to inspire researchers to develop and progress f-element silicon chemistry more rapidly in future. This perspective is split into four sections, with separate components on Ln(II)–, Ln(III)–, and An–Si chemistry, and a final section on f-element heavy tetrel chemistry, with subsections for ease of reference.
Complex name | Complex number | M–E distance/Å | Ref. |
---|---|---|---|
a Mean bond distance. b X-ray structure determination not reported. c Highly disordered crystallographic characterisation. | |||
M–Si complexes | |||
[Yb(SiPh3)2(THF)4] | 1 | 3.158(2) | 40 |
[Sm{Si(SiMe3)3}2(THF)3] | 2-Sm | 3.1716(11) | 41 |
[Eu{Si(SiMe3)3}2(THF)3] | 2-Eu | 3.1766(17) | 41 |
[Yb{Si(SiMe3)3}2(THF)3] | 2-Yb | 3.0644(7)a | 41 |
[Sm{[Si(SiMe3)2SiMe2]2}(THF)4] | 3-Sm | 3.2288(14) | 41 |
[Eu{[Si(SiMe3)2SiMe2]2}(THF)4] | 3-Eu | 3.2105(18)a | 41 |
[Yb{[Si(SiMe3)2SiMe2]2}(THF)4] | 3-Yb | 3.1385(4)a | 41 |
[Yb{Si(SiMe2H)3}2(THF)3] | 4 | 3.011(3) | 42 |
[Sm{[Si(SiMe3)2]2SiMe2}(THF)4] | 5-Sm | 3.1779(15)a | 44 |
[Yb{[Si(SiMe3)2]2SiMe2}(THF)4] | 5-Yb | 3.0615(18) | 44 |
[Sm{Si(SiMe3)2SiMe2}(THF)]2 | 6 | 3.1438(11)a | 44 |
[Sm{[Si(SiMe3)2SiMe2]2O}(THF)3] | 7-Sm | 3.1650(17)a | 44 |
[Yb{[Si(SiMe3)2SiMe2]2O}(THF)3] | 7-Yb | 3.0694(11)a | 44 |
[Yb{[Si(SiMe3)2SiMe2]OMe}2(THF)] | 8 | 3.055(3)a | 44 |
[Eu{Si(SiMe3)2Si(Me)[{OCH2CH2}2NMe]}2] | 9-Eu | 3.157(2) | 44 |
[Yb{Si(SiMe3)2Si(Me)[{OCH2CH2}2NMe]}2] | 9-Yb | 3.050(3) | 44 |
[Yb{Si(SiMe3)2Si([OCH2CH2]3N)}(THF)2] | 10 | 3.025(4) | 45 |
[Yb(Cp*){Si(SiMe3)3}(THF)2] | 11 | 3.032(3) | 46 |
[Sm(Cp*)2(SiH3){K(THF)}]n | 12-Sm | ––b | 47 |
[Eu(Cp*)2(SiH3){K(THF)}]n | 12-Eu | 3.239(3) | 47 |
[Yb(Cp*)2(SiH3){K(THF)}]n | 12-Yb | 3.091(3) | 47 |
[Yb{Si(SiMe3)3}{μ-N(SiMe3)2}2K] | 13 | 3.039(2) | 48 |
[Sm(Cp*)2{Si(NtBuCH)2}] | 14 | 3.191(1) | 51 |
[Sm(Cp*)2{Si(OtBu)[(NtBu)2CPh]}] | 15 | 3.4396(15) | 53 |
[Sm(Cp*)2{Si(OC6H4-2-tBu)[(NtBu)2CPh]}] | 16 | 3.3142(17) | 53 |
[Eu{C5H3N[2,6-{NEt[Si{(NtBu)2CPh}]}{N(SiMe3)2}2] | 17-Eu | 3.284(2) | 54 |
[Yb{C5H3N[2,6-{NEt[Si{(NtBu)2CPh}]}{N(SiMe3)2}2] | 17-Yb | 3.175(2) | 54 |
[Yb{C5H3N-2-NEt,6-{NEt[Si{(NtBu)2CPh}]}{N(SiMe3)2}2] | 18 | 3.0426(15) | 54 |
[Sc(Cp*)2{SiH(SiMe3)2}] | 19-Sc | 2.832(2)a | 57 |
[Y(Cp*)2{SiH(SiMe3)2}] | 19-Y | ––b | 56 |
[Nd(Cp*)2{SiH(SiMe3)2}] | 19-Nd | ––b | 55,56 |
[Sm(Cp*)2{SiH(SiMe3)2}] | 19-Sm | 3.052(8) | 55,56 |
[Nd(C5Me4Et)2{SiH(SiMe3)2}] | 20-Nd | ––b | 56 |
[Sm(C5Me4Et)2{SiH(SiMe3)2}] | 20-Sm | ––b | 56 |
[Sc(Cp*)2{SiH2(SiPh3)}] | 21 | 2.797(1) | 57 |
[Sc(Cp)2{Si(SiMe3)3}(THF)] | 22 | 2.862(3) | 58 |
[Lu(Cp*)2{SiH2(o-MeOC6H4)}] | 23 | 2.823(5) | 59 |
[Y{Si(SiMe3)2Et}(I)2(THF)3] | 24-Y | 2.9613(18) | 60 |
[Gd{Si(SiMe3)2Et}(I)2(THF)3] | 24-Gd | 2.989(2) | 60 |
[Y{Si(SiMe3)3}(I)2(THF)3] | 25-Y | 2.979(3) | 60 |
[Gd{Si(SiMe3)3}(I)2(THF)3] | 25-Gd | ––b | 60 |
[Sm3Cp*6(μ-Si2H4)(μ-SiH3)] | 26A | 2.954(2)–3.174(4) | 61 |
[Sm3Cp*6(μ-SiH3)3] | 26B | 3.134(6)–3.155(3)c | 61 |
[Sm3Cp*6(μ-Si3H6)(μ-SiH3)] | 26C | ––c | 61 |
[Tm{AlMe2(η5-NC4Me4)2}(AlMe3)(μ-CH2)(μ-SiH3)(AlMe2){AlMe2(NC4Me4)}] | 27 | 2.574(11)/3.087(6)c | 63 |
[Y{Si(SiMe2H)3}2(OEt2)(μ2-Cl)2(μ3-Cl)K2(OEt2)2]∞ | 28 | 3.035(1) | 42 |
[Li(DME)3][Dy(Cp)2(SiMe3)2] | 29-Dy | ––b | 65 |
[Li(DME)3][Ho(Cp)2(SiMe3)2] | 29-Ho | ––b | 65 |
[Li(DME)3][Er(Cp)2(SiMe3)2] | 29-Er | ––b | 65 |
[Li(DME)3][Tm(Cp)2(SiMe3)2] | 29-Tm | ––b | 65 |
[Li(DME)3][Lu(Cp)2(SiMe3)2] | 29-Lu | 2.888(2) | 64–66 |
[{K(18-crown-6)}2Cp][Sm(Cp)2{[Si(SiMe3)2SiMe2]2}] | 30-Sm | 3.056(4)a | 67 |
[{K(18-crown-6)}2Cp][Gd(Cp)2{[Si(SiMe3)2SiMe2]2}] | 30-Gd | 3.0277(20)a | 53 |
[{K(18-crown-6)}2Cp][Tb(Cp)2{[Si(SiMe3)2SiMe2]2}] | 30-Tb | 3.0189(26)a | 53 |
[{K(18-crown-6)}2Cp][Ho(Cp)2{[Si(SiMe3)2SiMe2]2}] | 30-Ho | 2.9925(24)a | 53 |
[{K(18-crown-6)}2Cp][Tm(Cp)2{[Si(SiMe3)2SiMe2]2}] | 30-Tm | 2.9733(21)a | 53 |
[K(18-crown-6)(THF)]2[{Ce(Cp)3}2{μ-Si(SiMe3)2SiMe2}] | 31 | 3.228(2) | 53 |
[K(2.2.2-crypt)][Y(C5H4Me)3(SiH2Ph)] | 32 | 2.9531(7) | 68 |
[K(18-crown-6)][Ho(Cp)3{Si(SiMe3)3}] | 33-Ho | 3.022(6) | 67 |
[K(18-crown-6)][Tm(Cp)3{Si(SiMe3)3}] | 33-Tm | 3.018(2) | 67 |
[{K(18-crown-6)}2Cp][Ce(Cp)3{Si(SiMe3)3}] | 34-Ce | 3.155(5) | 67 |
[{K(18-crown-6)}2Cp][Sm(Cp)3{Si(SiMe3)3}] | 34-Sm | 3.1031(17) | 67 |
[{K(18-crown-6)}2Cp][Gd(Cp)3{Si(SiMe3)3}] | 34-Gd | 3.067(3) | 67 |
[{K(18-crown-6)}2Cp][Tm(Cp)3{Si(SiMe3)3}] | 34-Tm | 3.014(2) | 67 |
[Y(Cp)3{Si[{N(CH2tBu)}2C6H4-1,2]}] | 35-Y | 3.038(2) | 69 |
[Yb(Cp)3{Si[{N(CH2tBu)}2C6H4-1,2]}] | 35-Yb | 2.984(2) | 69 |
[U(Cp)3(SiPh3)] | 36 | ––b | 72 |
[U(Cp)3{Si(SiMe3)3}] | 37 | ––b | 74 |
[Th(Cp*)2(Cl){Si(SiMe3)3}] | 38 | ––b | 75 |
[Th(Cp*)2(Cl)(SitBuPh2)] | 39 | ––b | 75 |
[U{N(tBu)C6H3-3,5-Me2}3{Si(SiMe3)3}] | 40 | 3.091(3) | 76 |
[U(Cp′)3{Si(NMe2)[PhC(NtBu)2]}] | 41 | 3.1637(7) | 77 |
[U(Cp′)3{Si[PhC(NiPr)2]2}] | 42 | 3.1750(6) | 77 |
[Th(Cp′)3{Si(SiMe3)3}] | 43-Th | 3.1191(8) | 80 |
[U(Cp′)3{Si(SiMe3)3}] | 43-U | 3.0688(8) | 80 |
M–Ge complexes | |||
[Yb(GePh3)2(THF)4] | 44 | 3.156(3) | 40 |
[Yb{(GePh2GePh2)2}(THF)4] | 45 | 3.104(2) | 85 |
[Eu(GePh3)2(DME)3] | 46 | 3.3484(3) | 86 |
[Dy(C5H4iPr)2(GePh3)(THF)] | 47 | 2.981(1) | 87 |
M–Sn complexes | |||
[U(Cp)3(SnPh3)] | 48 | 3.1661(15) | 70 |
[Yb{Sn(CH2tBu)3}2(THF)2] | 49 | 3.216(1) | 88 |
[Yb(SnPh3)2(THF)4] | 50 | 3.305(1) | 89 |
[(Ph3Sn)Yb(THF)2(μ-η:1η6-Ph)3Yb(THF)3] | 51 | 3.379(1) | 90 |
[Sm{Sn(SnMe3)3}2(THF)4] | 52-Sm | 3.394(6) | 91 |
[Yb{Sn(SnMe3)3}2(THF)4] | 52-Yb | 3.294(6) | 91 |
[La(Cp)3{Sn(2-py5Me)3Li(THF)}] | 53-La | 3.3175(4) | 92 |
[Yb(Cp)3{Sn(2-py5Me)3Li(THF)}] | 53-Yb | 3.0740(9) | 92 |
[Yb{Sn(2-py5Me)2La(Cp)3}2] | 54 | 3.3353(6) | 93 |
[U(TRENTIPS)(SnMe3)] | 55 | 3.3130(3) | 94 |
[Dy(Cp*)2(SnPh3)(THF)] | 56 | 3.239(0) | 87 |
M–Pb complexes | |||
[Sm(Cp)3{Pb(2-py6-OtBu)3Li}] | 57-Sm | 3.2656(3) | 95 |
[Eu(Cp)3{Pb(2-py6-OtBu)3Li}] | 57-Eu | 3.2038(3) | 95 |
Notable examples derive from the work of Baumgartner, Szilvási and co-workers; in 2015 they synthesised [Ln{Si(SiMe3)3}2(THF)3] (2-Ln; Ln = Sm, Eu, Yb, Fig. 2)41 from the separate salt metathesis reactions of two equivalents of potassium hypersilanide with [LnI2(THF)2], and they also employed a bidentate derivate of the hypersilanide ligand, {[Si(SiMe3)2SiMe2]2}2−, to access the chelated pseudo-cis-octahedral Ln(II) cyclopentasilane complexes, [Ln{[Si(SiMe3)2SiMe2]2}(THF)4] (3-Ln; Ln = Sm, Eu, Yb, Fig. 2),41 by extending these methodologies. Complexes 3-Sm and 3-Eu provided the first structurally characterised examples of Sm–/Eu–silanide complexes that do not feature any supporting ancillary ligands. In addition, this paper also included the first examples of using DFT calculations to probe the nature of the Ln–Si bonds; these computed results supported NMR spectroscopic data in the assignment of a highly shielded anionic silanide fragment.
In 2017 Sadow and co-workers reacted two equivalents of a smaller derivative of potassium hypersilanide, [K{Si(SiMe2H)3}], with solvated YbI2 to afford [Yb{Si(SiMe2H)3}2(THF)3] (4, Fig. 2).42 Complex 4 features β-Si–H groups, which have frequently been employed in silylalkyl and silylamide chemistry, to stabilise the complex with electrostatic interactions between the metal centre and the electron density associated with the β-Si–H bond.
Complexes 2-Ln and 4 exhibit approximate trigonal bipyramidal geometries, with the two silanide ligands and one THF molecule in the trigonal plane, and the remaining two THF molecules in axial positions. The Si–Ln–Si angles of complexes 2-Ln do not vary greatly with a change in Ln (mean 123.45(5)°), though the Si–Ln–Si angle for 2-Yb (124.51°) is significantly smaller than that of 4 (129.69(6)°) due to differences in the size of the silanide ligands. Complexes 3-Ln exhibit mean Si–Ln–Si angles of 90.727(10)° as a result of the two hypersilanide moieties being tethered together; this results in pseudo-cis-octahedral geometries with the remainder of the Ln coordination spheres completed by four THF molecules. Ln–Si bond lengths vary with the decreasing size of Ln radii across the series as expected;43 this is particularly apparent for the 2-Ln and 3-Ln families, with the Yb–Si bond lengths approximately 0.1 Å shorter than the respective Sm/Eu–Si distances for the same ligand set. The Ln–O distances corresponding to the THF molecules in 1–4 appear to be essentially independent of the identity of the silanide ligand.
Following Baumgartner's initial publication, the same group later targeted solvent-poor silanide Ln(II) complexes in 2017.44 This more recent work utilised a more constrained bidentate ligand to yield the Ln(II) silanide complexes [Ln{[Si(SiMe3)2]2SiMe2}(THF)4] (5-Ln; Ln = Sm, Yb, Fig. 3); the mean Si–Ln–Si angles in these chelated complexes of 75.48(5)° engender more distorted pseudo-cis-octahedral geometries compared to 3-Ln. Recrystallisation of 5-Sm in pentane resulted in a dinuclear samarium complex [Sm{Si(SiMe3)2SiMe2}(THF)]2 (6, Fig. 3); as one of the silanide moieties of each chelating ligand bridge between the Sm(II) centres of 6 they contain only one bound THF molecule per Sm and these ions exhibit coordination numbers of four.
In the same publication, Baumgartner, Marschner and co-workers also explored functionalised silanide ligands featuring oxygen donor atoms to suppress THF coordination to a greater extent.44 Although THF molecules remained coordinated in the products isolated from initial work towards this goal, these complexes exhibited distinctive geometrical features. The bis-silanide ligands in [Ln{[Si(SiMe3)2SiMe2]2O}(THF)3] (7-Ln; Ln = Sm, Yb, Fig. 3) contain Si–O–Si linkages that additionally coordinate the Ln(II) ions on the same hemisphere as the two silanide groups, providing distorted fac-octahedral geometries. The two chelating silyl-ether ligands in [Yb{[Si(SiMe3)2SiMe2]OMe}2(THF)] (8, Fig. 3) are derived from the addition of a methoxy group at the terminus of the oligosilane. The Yb(II) centre in 8 exhibits an approximate square-based pyramidal geometry, with a THF molecule occupying the axial position and the Si- and O-donors of the two ligands coordinated in a mutually trans-arrangement. The authors concluded in this work that THF could not be readily avoided as a reaction solvent, and that increased steric bulk and coordinating heteroatoms in the ligand scaffold would be required to furnish Ln(II) silanide complexes that are free of coordinated donor-solvents.44
Further work targeting donor solvent-poor or -free complexes in Ln(II) silanide chemistry saw the development of a multidentate silocanylsilanide ligand, {Si(SiMe3)2Si(Me)[{OCH2CH2}2NMe]}−, which contains four heteroatoms that can potentially donate electron density to metal centres; three of these sites are coordinated to Ln(II) centres in the first homoleptic donor solvent-free silanide complexes [Ln{Si(SiMe3)2Si(Me)[{OCH2CH2}2NMe]}2] (9-Ln; Ln = Eu, Yb, Fig. 4).44 Complexes 9-Ln were prepared by the salt metathesis reactions of two equivalents of the group 1 ligand transfer agent [K{Si(SiMe3)2Si(Me)[{OCH2CH2}2NMe]}] with the parent [LnI2(THF)2], where the donor sites in complex 9-Ln occupy one face of the metal centre. Similarly to their previous work,41 Baumgartner, Marschner and co-workers noted that a combination of DFT calculations and 29Si NMR spectroscopy support the highly ionic nature of the Ln–Si bond and strong downfield shifted resonances of the metal-bound silicon atoms in 9-Yb (δSi: −182.0 ppm) indicate predominantly silanide character.44 Although 9-Ln were found to be sensitive to visible light, the lack of donor solvent led to a drastic improvement in their stability compared to the solvated complexes reported previously. Around the same time, Baumgartner and co-workers explored differing degrees of electron density on a silatrane-substituted silicon atom and the effect on the Si–N interaction detected by 29Si NMR spectroscopy and single crystal XRD analysis.45 In this study the authors synthesised a variety of metal silanide complexes, including the Yb(II) complex [Yb{Si(SiMe3)2Si([OCH2CH2]3N)}(THF)2] (10, Fig. 4). One of the silatrane oxygen atoms was found to coordinate to the Yb centre in the solid state structure of 10, which was in contrast to other complexes presented in this study i.e. an analogous reaction of the potassium silyl-silatrane with ZnBr2 lead to the formation of a completely linear Si–Zn–Si (180°) arrangement with no Zn–O silatrane interactions and no solvation with THF.45
In 2003, Hou and co-workers also used Cp* as a supporting ancillary ligand when targeting the synthesis of the phenylsilanide complexes [Ln(Cp*)2(SiH2Ph){K(THF)x}] (Ln = Sm, Eu, Yb) through the reaction of parent [Ln(Cp*)2(THF)2] with in situ-generated KSiH2Ph. However, as the phenylsilanide reagent was not purified, trace amounts of the Ln(II)–SiH3 complexes, [Ln(Cp*)2(SiH3){K(THF)}]n (12-Ln; Ln = Sm, Eu, Yb, Fig. 5), were isolated instead.47 Yields of 12-Ln drastically improved upon the addition of a second equivalent of H3SiPh, and independent studies of the synthesis of [KSiH2Ph] indicated that [KSiH3] is also produced as a major product. Complexes 12-Ln have shown high activities for the polymerisation of ethylene and styrene, which is postulated to proceed by initial migratory hydrosilylation reactions with these unsaturated hydrocarbons.47
In 2006, Niemeyer reported that reaction of [Yb{N(SiMe3)2}{μ-N(SiMe3)2}]2 with half an equivalent of [K{Si(SiMe3)3}] yields the solvent-free ‘ate’ complex [Yb{Si(SiMe3)3}{μ-N(SiMe3)2}2K] (13, Fig. 5).48 Unlike in the previous example of the synthesis of 11, there was no elimination of the expected by-product [K{N(SiMe3)2}] in this reaction. Complex 13 exhibits an approximate trigonal planar geometry about Yb with respect to the silanide and amide donor atoms, and is additionally stabilized by Siβ–Cγ agostic-type interactions from the framework of the silylamide ligand.48 The K–N bond distances observed in 13 (2.909(3) Å) are longer than those found in the structurally similar dimer [K{N(SiMe3)2}]2 (2.787(3) Å); from these data Niemeyer suggested the interactions of the silylamide with ytterbium and potassium are competing with a stronger Yb–N interaction observed due to preferential binding to the harder Lewis acid, resulting in longer K–N bonds. The Yb–Si bond length in 13 (3.0387(10) Å) is not significantly different to other reported Yb–Si bond lengths [range: 3.017(4)–3.0644(7) Å],24 suggesting the potassium cation plays a spectator role in the formation of 13.
In 2015 Baumgartner investigated Sm(II) silylene complexes, this time employing an amidinate substituent and a supporting alkoxide or aryloxide substituent to generate the 3-coordinate silylenes [Si(OR){(NtBu)2CPh}] (R = tBu, C6H4-2-tBu), and adding these reagents to [Sm(Cp*)2(OEt2)] to give [Sm(Cp*)2{Si(OR)[(NtBu)2CPh]}] (R = tBu, 15; R = C6H4-2-tBu, 16, Fig. 6).53 These complexes exhibit significantly lower room temperature magnetic moments (15: 2.7 μB; 16: 2.6 μB) than the starting material [Sm(Cp*)2(OEt2)] (3.6 μB). Although there is a considerable difference in the magnetic moments of 15, 16, and the starting material [Sm(Cp*)2(OEt2)], DFT analyses indicated a predominantly electrostatic donor–acceptor type interaction.53
Roesky and co-workers have recently reported the synthesis and reactivity of the bis(silylene)-coordinated Eu(II) and Yb(II) complexes [{Ln{SiNSi}{N(SiMe3)2}2] (17-Ln; Ln = Eu, Yb, {SiNSi} = {C5H3N[2,6-{NEt [Si{(NtBu)2CPh}]}, Fig. 6),54 by the addition of one equivalent of {SiNSi} to [Ln{N(SiMe3)2}2(THF)2]. The Ln(II) ions in 17-Ln adopt distorted tetrahedral arrangements and the long Ln–Si bonds (17-Eu = 3.284(2) Å; 17-Yb = 3.175(2) Å) are indicative of weak metal–silicon interactions, which was verified by the separate addition of d8-THF or small nucleophilic carbenes to 17-Yb resulting in the displacement of the bis(silylene) ligand. Complex 17-Yb undergoes oxidative thermolysis after heating in toluene for two days to yield the Yb(III) complex [Yb{C5H3N-2-NEt,6-{NEt[Si{(NtBu)2CPh}]{N(SiMe3)2}2] (18, Fig. 6); the same process was not observed for 17-Eu due to the less favourable redox potential of Eu(II) vs. Yb(II) [Ln3+/Ln2+; −0.35 V (Eu(II)), −1.15 V (Yb(II)) vs. NHE].54
Subsequently, Tilley and co-workers investigated the reactivity of the first Sc–Si linkage in [Sc(Cp)2{Si(SiMe3)3}(THF)] (22, Fig. 7), which was prepared from the reaction of the Sc(III) dimer [{Sc(Cp)2(μ-Cl)}2] with two equivalents of [Li{Si(SiMe3)3}].58 Analogous Sc(III) complexes containing other silanide ligands ({Si(SiMe3)2Ph}−, {SitBuPh2}− and {SiPh3}−) were characterised by elemental analysis, and IR and NMR spectroscopy, but no single crystal XRD data was reported for these analogues. Complex 22 was found to polymerise ethylene, but larger alkenes were not oligomerised by this complex; 22 also undergoes carbonylation in a CO atmosphere in 2-methyltetrahydrofuran solution to yield the double insertion product [{Sc(Cp)2OC{Si(SiMe3)3}CO}2].
Following the same alkane elimination procedures used in the preparation of 19-Ln and 21-Ln, in 2001 Castillo and Tilley reported the synthesis of the Lu(III) complex [Lu(Cp*)2{SiH2(o-MeOC6H4)}] (23, Fig. 7), which contains a rare example of a Lu–Si bond.59 Although the authors did not explicitly explore the reactivity of the Lu–Si linkage in 23, they did investigate the utility of Lu complexes in the hydrogenolysis of organosilanes, including the conversion of phenylsilane into benzene and polysilanes under an atmosphere of dihydrogen; this work concluded that these catalytic processes proceed via a Lu⋯Si transition state.59 Sgro and Piers reported the synthesis of the Ln(III) silanide complexes [Ln{Si(SiMe3)2Et}(I)2(THF)3] (24-Ln, Ln = Y, Gd, Fig. 7) and [Ln{Si(SiMe3)3}(I)2(THF)3] (25-Ln, Ln = Y, Gd, Fig. 7) in 2014.60 Unusually for f-element silicon chemistry, 24-Ln and 25-Ln feature halides as ancillary ligands; these distorted octahedral complexes exhibit mer-configurations and were found to rapidly decompose when exposed to vacuum, signifying the facile loss of THF and the importance of the saturation of the metal coordination spheres to their stability. Migratory insertion reactions of isocyanide and carbodiimides into the Ln–Si bonds of 24-Ln and 25-Ln were performed, exemplifying the reactivity of these linkages and mirroring that which is known for f-element alkyl complexes.15 Analysis of the multiplicity of the 29Si NMR spectra in diamagnetic 24-Y and 25-Y was shown to be a useful tool for monitoring these insertion reactions.
In 1996, Tilley and Rheingold reported that reaction of the Sm(III) alkyl complex [Sm(Cp*)2{CH(SiMe3)2}] with the secondary phenyl silane Ph2SiH2 produces the trinuclear cluster [Sm3Cp*6(μ-Si2H4)(μ-SiH3)] (26A, Fig. 8) by alkane elimination and silane redistribution, with triphenylsilane (Ph3SiH) as a by-product.61 On the assumption that all the Sm centres in 26A remain in the 3+ oxidation state and guided by the Si–Si bond length of 2.458(7) Å, the depiction of 26A in Fig. 8 is an accurate representation of the product. In contrast, the reaction of [Sm(Cp*)2{CH(SiMe3)2}] with the primary silane PhSiH3 furnished a distribution of phenylsilanes as well as three trinuclear clusters: 26A, [Sm3Cp*6(μ-SiH3)3] (26B) and [Sm3Cp*6(μ-Si3H6)(μ-SiH3)] (26C); in all of these aggregates the SiH3 ligands each bridge two Sm(III) centres (Fig. 8). Analysis of disorder in the crystal structure determined that the product distribution ratio was 1:5:4 for 26A:26B:26C.61 The authors reasoned that the reaction with a less substituted and more hydride-rich silane is the reason for 26B and 26C being present in a higher abundance than 26A in these mixtures. In later work, Tilley and Castillo showed that the addition of hard Lewis bases such as Ph3PO and (Me2N)3PO to reaction mixtures led to the trinuclear aggregates being broken down into mononuclear complexes of the general formula [Sm(Cp*)2(SiH3)(L)] (L = Lewis base), although no solid state structures were reported; these species presumably contain terminal Sm–SiH3 linkages, which were found to be more amenable to reactivity studies, including the 1,2-migratory insertion of benzophenone into the Sm–Si bond.62
Gambarotta and Korobkov reported the first structurally characterised example of a Tm(III)–Si bond in 2009, when [Tm{AlMe2(η5-NC4Me4)2}(AlMe3)(μ-CH2)(μ-SiH3)(AlMe2){AlMe2(NC4Me4)}] (27, Fig. 8) was found to form from a Tm–pyrrolide/aluminate complex.63 The Tm centre in 27 was assigned a 3+ oxidation state based on the pale colour of the complex. The SiH3 unit of the aluminate-based ligand in 27 was disordered over two positions in a ratio of 64:36 in the single crystal XRD data, with Tm–Si distances of 3.087(6) Å and 2.573(6) Å in the respective components, indicating that there is some delocalisation of charge in this ligand that engenders a high degree of flexibility in how it binds to the metal.
In the same paper where the synthesis of 4 was disclosed, Sadow and co-workers reported the reaction of YCl3 with three equivalents of [K{Si(SiMe2H)3}] in diethyl ether at −78 °C for 8 hours to afford a polymeric yttrium silanide ‘ate’ complex, [Y{Si(SiMe2H)3}2(OEt2)(μ2-Cl)2(μ3-Cl)K2(OEt2)2]∞ (28, Fig. 8).42 The authors found the characterisation of 28 problematic due to its rapid decomposition at room temperature in both solution and the solid state into unidentified silyl-containing species. The solid state structure of 28 features monomeric units with approximately octahedral Y(III) centres, with trans-disposed silanide groups with mean Y–Si bond lengths of 3.035(1) Å, which are significantly longer than the corresponding distances in 24-Y (2.9613(18) Å) and 25-Y (2.979(3) Å).60 The equatorial plane about the Y(III) centres in 28 is composed of one molecule of diethyl ether and three chlorides, with the halides bridging to two potassium cations to form a six-membered YCl3K2 ring; each potassium vertex is capped with a molecule of diethyl ether. The 1D polymeric chain in the solid state structure of 28 is formed by the potassium centres completing their coordination spheres by each bridging to a chloride and one of the H–Si groups of the SiMe2H substituents. A low temperature (200 K) 29Si NMR spectrum of 28 exhibited a resonance at −141.6 ppm for the Y–Si atoms and a signal at −9.1 ppm for the SiMe2H moieties.42
The second family of charged Ln(III) complexes containing Ln–Si bonds was reported 30 years after Schumann's first report; in 2015 Baumgartner disclosed the ligand scrambling and rearrangement of tris-cyclopentadienyl lanthanide complexes with the same bidentate oligosilanylsilanide potassium ligand transfer agent used in the synthesis of 3-Ln (see above) to yield [{K(18-crown-6)}2Cp][Ln(Cp)2{[Si(SiMe3)2SiMe2]2}] (30-Ln; Ln = Gd, Tb, Ho, Tm, Fig. 9).53 In the same work the authors carried out an analogous reaction with CeCp3, however, unlike for the heavier analogues, the acyclic complex [K(18-crown-6)(THF)]2[{Ce(Cp)3}2{μ-Si(SiMe3)2SiMe2}2] (31, Fig. 9) formed, where the oligosilanylsilanide ligand bridges between two {CeCp3} termini, and the two [K(18-crown-6)(THF)]+ cations balance the overall charge.53 Complexes 30-Gd, 30-Tb and 31 respectively contain the first examples in the literature of Gd–Si, Tb–Si and Ce–Si bonds. There is a strong correlation of the Ln–Si bond length decreasing with Ln ionic radii across the Ln series.43 DFT calculations indicated that the amount of covalency in the Ln–Si bond also decreases across the Ln series; although the bonding is predominantly ionic in all cases, less orbital extension of the silicon sp3-hybridized lone pair towards the metal was suggested for the smaller Ln.53 In a later report, Baumgartner and co-workers reported a samarium analogue 30-Sm to add to the 30-Ln series.67
In 2018, Evans and co-workers investigated the reduction of a Y(III) complex [Y(C5H4Me)3] with K in the presence of 2.2.2-cryptand to generate the Y(II) anion [Y(C5H4Me)3]−, and added phenylsilane to this reaction mixture in efforts to open up new reactivity patterns of non-traditional Ln(II) species.68 Although the authors anticipated the formation of a yttrium hydride complex, they were able to crystallise [K(2.2.2-crypt)][Y(C5H4Me)3(SiH2Ph)] (32, Fig. 10).68 Evans and co-workers attempted to characterise 32 by 1H NMR spectroscopy, but they could not identify the –SiH2Ph moiety, instead observing resonances associated with {C5H4Me} as well as a triplet signal with a coupling constant of 34.3 Hz, which is characteristic of a bridging hydride. By repeating the reaction with an excess of phenylsilane colourless crystals of the expected complex [Y(C5H4Me)2(μ-H)]2 were isolated. The authors postulated that 32 may decompose in solution at room temperature into the bridging hydride complex.68
Most recently, Baumgartner, Marschner and co-workers performed the reactions of LnCp3 (Ln = Ce, Sm, Gd, Ho, Tm) with [(18-crown-6)K{Si(SiMe3)3}].67 For Ln = Ho and Tm [K(18-crown-6)][Ln(Cp){Si(SiMe3)3}] (33-Ln; Ln = Ho, Tm, Fig. 10) were isolated, however, in the case of Tm, crystals of [{K(18-crown-6)}2Cp][Tm(Cp)3{Si(SiMe3)3}] (34-Tm, Fig. 10) were also observed. For Ln = Ce, Sm and Gd 34-Ln was isolated exclusively. The formation of 34-Ln for all the Ln investigated except Ho indicates that this is the favoured product of these reactions, where a second equivalent of both starting materials is required to provide the extra {K(18-crown-6)Cp} moiety found in the cation. EPR spectroscopy was attempted on samples of 33-Ln and 34-Ln but the large spin–orbit interaction coupled with short relaxation times precluded interpretable spectra in the temperature regimes investigated. NMR spectroscopy of these paramagnetic complexes also proved difficult to interpret due to concentration-dependent chemical shifts.67
In continued efforts to explore the energetics of metal–silicon bonds, in 1995 Marks and King synthesised a variety of group 4 and f-element silicon complexes and collected thermochemical data to provide insights on the bonding and reactivity of these complexes.74 Within this report they synthesised [U(Cp)3{Si(SiMe3)3}] (37, Fig. 12) from the salt metathesis reaction of [U(Cp)3Cl] with [(THF)3Li{Si(SiMe3)3}] in diethyl ether. Elemental analysis and 1H NMR spectroscopy both supported the formulation of 37; the bond dissociation energy calculated for 37 was determined to be 37(3) kcal mol−1, indicating that the U–Si linkage in this complex is stronger than the corresponding bond in 36.
Also in 1995, Tilley and Rheingold reported the double insertion reaction of carbon monoxide into Th–Si bonds.75 The authors first reacted [Th(Cp*)2(Cl)2] with [(THF)3Li{Si(SiMe3)3}] to give [Th(Cp*)2(Cl){Si(SiMe3)3}] (38, Fig. 12), however, this yellow complex readily decomposed into [Th(Cp*)2(Cl)2], HSi(SiMe3)3 and other products. As a result of this instability 38 was only characterised by 1H NMR spectroscopy, but when it was formed in a pressurised CO atmosphere carbonylation occurred to yield the silylated ketene product [Th(Cp*)2(Cl)(OC{Si(SiMe3)3}CO)], which could be isolated and identified by single crystal XRD. As carbonylation reactions are well known in d-transition metal chemistry the formation of a thorium ketene in this reaction is additional evidence that a Th–Si bond was present in the proposed intermediate 38. Analogous results were also observed for the mixed aryl-alkylsilanide ligand {SitBuPh2}, with [Th(Cp*)2(Cl)(SitBuPh2)] (39, Fig. 12) proposed as an intermediate.75
In 2020, Arnold and co-workers reported the synthesis and solid state structures of two U(III)–silylene complexes.77 As [U(Cp′)3] (Cp′ = C5H4SiMe3) had previously been used as a starting material to generate dative U(III)–E(I) bonds (E = Al, Ga),78 and [U(Cp′)3] was the first molecular uranium complex shown to bond with CO at room temperature,79 this starting material was selected to stabilise the first structurally characterised examples of actinide heavy tetrylene complexes. The separate reactions of the amidinate-supported silylenes [Si{PhC(NtBu)2}(NMe2)] and [Si{PhC(NiPr)2}2] with [U(Cp′)3] provided the first examples of U(III)–Si complexes, [U(Cp′)3{Si(R)[PhC(NR′)2]}] (41; R = NMe2, R′ = tBu, 42; R = PhC(NiPr)2, R′ = iPr; Fig. 13).77 Complexes 41 and 42 have U–Si bond lengths of 3.1637(7) and 3.1750(6) Å, respectively. As a result of containing a bulkier silylene, one of the amidinates bound to silicon in 42 has switched to a monodentate binding mode upon coordinating to uranium to minimise steric strain (see Fig. 13). No signal was observed in the 29Si NMR spectra of 41 and 42 for the silicon atoms bonded to uranium, but these spectra revealed that the Cp′ silicon signal was largely unchanged from the starting material. These data, coupled with relatively strong f–d transitions in the visible region of UV-Vis-NIR spectra indicate a U(III) oxidation state in 41 and 42. Moreover, for 42 the UV-Vis-NIR spectrum is largely the summation of the individual starting materials, whereas FTIR spectroscopy indicates that the U–Si bond is intact in the solid state, suggesting that in solution 42 is in a dynamic equilibrium. These data imply that the strength of the U–Si bonding interactions in 41 and 42 is strongly dependent upon the steric effects of the silylene used. DFT calculations support the experimental evidence of weak U–Si interactions in 41 and 42, with respective bond dissociation energies of 11.9 and 6.9 kcal mol−1 determined. Complex 41 was found to have a low-lying bonding molecular orbital for the U–Si bond, whereas this is more accessible for 42 and is therefore more easily perturbed. The U–Si interactions in both complexes are best described as polarised σ-bonding, with the second-order NBO level revealing a significant π-back bonding component in 41, which is not as prevalent in 42.
We have recently contributed to the field of actinide silicon chemistry with the synthesis of the structurally analogous Th and U silanide complexes [An(Cp′)3{Si(SiMe3)3}] (43-An, An = Th, U, Fig. 13) by the salt metathesis reactions of parent [An(Cp′)3Cl] with one equivalent of [K{Si(SiMe3)3}].80 The isolation of 43-An provided the first structurally authenticated Th–Si bond, allowing a meaningful comparison of the An–Si bonds of Th(IV) and U(IV) ions; the An–Si bond lengths of 3.1191(8) Å (43-Th) and 3.0688(8) Å (43-U) revealed the shortest U–Si bond reported to date. Additionally, we reported the first 29Si NMR spectral chemical shifts of actinide-bonded silicon atoms for 43-An [43-Th = −108.92 ppm; 43-U = −137.09 ppm]. Quantum chemical calculations revealed strongly polarised single An–Si σ-bonds, with largely similar 7s/6d/5f An contributions to the An–Si bonds for Th and U; these were quantified by the QCT interatomic exchange–correlation energy, VXC, to provide a covalency metric for the An–Si interaction of −0.092 and −0.096 for 43-Th and 43-U respectively, which agree with both NBO-based metrics and delocalisation indices. The An–Si interactions in 43-An were found to be kinetically stable in the solid state and in solution for a range of non-aqueous solvent systems, which was attributed to the strong polarised covalent An–Si bonds between the actinide ion and the hypersilanide ligand.80
In 1999, Schumann and co-workers reported the synthesis and structure of [Eu(GePh3)2(DME)3] (46, Fig. 14) from the reaction of [Eu(C10H8)(THF)2] with two equivalents of Ph3GeH liberating dihydrogen as a by-product to yield 46.86 Additionally, the synthesis of the mono-germanide complex [Eu(GePh3)(I)(DME)2] was reported from the reaction of C10H8[EuI(DME)2]2 with two equivalents of Ph3GeH, although the product was found to be unstable in solution and rapidly disproportionated to 46 and [EuI2(DME)2], precluding structural elucidation.86 In 2019, Gao and co-workers reported the synthesis of [Dy(C5H4iPr)2(GePh3)(THF)] (47, Fig. 14) from the salt metathesis reaction of the separated ion pair [Dy(C5H4iPr)2(THF)2][BPh4] with KGePh3.87 Complex 47 showed slow magnetic relaxation at zero field with a barrier to magnetisation reversal of 485 K and a hysteresis temperature of 6 K. DFT calculations performed on a model of 47 suggest a significant amount of covalency in the Dy–Ge bond in comparison to lanthanide alkyl complexes, which are predominantly ionic in nature.87
In 2010, Zeckert and co-workers utilised a lithium-stabilised stannylene to form donor–acceptor Ln–Sn bonds with lanthanum and ytterbium tris-cyclopentadienyl complexes to provide [Ln(Cp)3{Sn(2-py5Me)3Li(THF)}] (2-py5Me = 2-C5H3N-5-Me; 53-Ln; Ln = La, Yb, Fig. 16).92 The authors performed DFT calculations on models of 53-Ln and proposed that the dative bonds have an appreciable covalent contribution, though should still be considered as predominantly electrostatic. Gratifyingly, the authors were able to record both 119Sn and 139La NMR spectroscopy of the diamagnetic complex 53-La, indicating a relatively strong La–Sn interaction that persists in solution, unlike other Ln(III)–tetrylene complexes (notably 35-Ln).69,92 In subsequent work Zeckert et al. showed that the reaction of two equivalents of 53-La with [Yb(Cp*)2(OEt2)] yielded [Yb{Sn(2-py5Me)2La(Cp)3}2] (54, Fig. 16) by a metal displacement reaction, with the concomitant elimination of two equivalents of LiCp*.93 The mean La–Sn bond length of 55 (3.3353(6) Å) is longer than found in 53-La (3.3175(4) Å).92 Boncella and co-workers have recently reported a second structurally authenticated uranium–stannanide bond utilising a N-silyl-Tren manifold to stabilise the polarising U–Sn linkage (Tren = tris(2-amidoethyl)amine).94 Treatment of [U(TrenTIPS)Cl] (TrenTIPS = {N(CH2CH2NSiiPr3)3}) with [Li{SnMe3}] yielded [U(TrenTIPS)(SnMe3)] (55, Fig. 16) by a salt metathesis reaction. Complex 55 was revealed to have a U–Sn bond length of 3.3130(3) Å, which is in stark contrast to the shorter U–Sn distance in 48 of 3.1661(15) Å reported by Porchia,70 indicating the steric encumbrance imposed in 55 by the ancillary TrenTIPS ligand. It was noted that 55 decomposed over an extended period of time to eliminate Me3SnH and form a U(IV)–cyclometallate, which is a known alternative reaction pathway for many {U(IV)Tren} systems.12 DFT calculations of 55 revealed a strongly polarising single U–Sn bond with significant, and directional, contributions from uranium. The paramagnetism of 55 precluded the observation of resonances by 119Sn NMR spectroscopy.94 In 2019, Gao and co-workers reported the synthesis of [Dy(Cp*)2(SnPh3)(THF)] (56, Fig. 16) alongside the disclosure of 47; in contrast to the salt metathesis reaction used to synthesise 47, complex 56 was prepared by the acid–base reaction of [Dy(Cp*)2(CH2Ph)(THF)] with HSnPh3, eliminating toluene as a by-product.87 Similar to the analysis of 47, DFT calculations on a model of 56 were interpreted by the authors to propose a polarised covalent Dy–Sn single bond, and 56 was also found to show single-molecule magnet behaviour with an effective barrier to magnetic reversal of 620 K and a hysteresis temperature of 6 K.87
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