A homologous family of low-coordinate complexes of the formulation trans-[M(2,2'-biphenyl)(PR3 )2 ][BArF4 ] (M=Rh, Ir; R=Ph, Cy, iPr, iBu) has been prepared and extensively structurally characterised. Enabled through a comprehensive set of solution phase (VT 1 H and 31 P NMR spectroscopy) and solid-state (single crystal X-ray diffraction) data, and analysis in silico (DFT-based NBO and QTAIM analysis), the structural features of the constituent agostic interactions have been systematically interrogated. The combined data substantiates the adoption of stronger agostic interactions for the IrIII compared to RhIII complexes and, with respect to the phosphine ligands, in the order PiBu3 >PCy3 >PiPr3 >PPh3 . In addition to these structure-property relationships, the effect of crystal packing on the agostic interactions was investigated in the tricyclohexylphosphine complexes. Compression of the associated cations, through inclusion of a more bulky solvent molecule (1,2-difluorobenzene vs. CH2 Cl2 ) in the lattice or collection of data at very low temperature (25 vs. 150 K), lead to small but statistically significant shortening of the M-H-C distances.
A homologous family of low-coordinate complexes of the formulation trans-[M(2,2'-biphenyl)(PR3 )2 ][BArF4 ] (M=Rh, Ir; R=Ph, Cy, iPr, iBu) has been prepared and extensively structurally characterised. Enabled through a comprehensive set of solution phase (VT 1 H and 31 P NMR spectroscopy) and solid-state (single crystal X-ray diffraction) data, and analysis in silico (DFT-based NBO and QTAIM analysis), the structural features of the constituent agostic interactions have been systematically interrogated. The combined data substantiates the adoption of stronger agostic interactions for the IrIII compared to RhIII complexes and, with respect to the phosphine ligands, in the order PiBu3 >PCy3 >PiPr3 >PPh3 . In addition to these structure-property relationships, the effect of crystal packing on the agostic interactions was investigated in the tricyclohexylphosphinecomplexes. Compression of the associated cations, through inclusion of a more bulky solvent molecule (1,2-difluorobenzene vs. CH2 Cl2 ) in the lattice or collection of data at very low temperature (25 vs. 150 K), lead to small but statistically significant shortening of the M-H-C distances.
The coordination chemistry of C−H bonds is an important facet of contemporary organometallicchemistry.1, 2, 3 Adoption of 3‐centre‐2‐electron M−H−C bonds can help stabilise otherwise reactive low‐coordinate metalcomplexes that are implicated in many catalytic reactions, and from a fundamental perspective represent an opportunity to gain insight into transition‐metal‐mediated C−H bond activation reactions.4 As a consequence of the weakly interacting nature of C−H bonds, well‐defined examples are almost exclusively limited to intramolecular systems that are promoted through the chelate effect. As first articulated by Brookhart and Green, the consistent interactions are termed “agostic” and typified by M−H−Ccontacts of <3 Å.1, 5 The characterisation of alkanecomplexes is significantly more experimentally demanding, but has been achieved in solution using time‐resolved spectroscopic methods under low temperature regimes,3, 6 and recently in the solid‐state by X‐ray crystallography through application of single‐crystal to single‐crystal transformations.7Given that the development of C−H bond activation chemistry has been closely connected with the organometallicchemistry of rhodium and iridium,8 it is perhaps unsurprising that a large number of well‐defined complexes of these group 9 metals featuring agostic interactions have been reported.9, 10, 11, 12, 13, 14, 15 Indeed amongst known examples a number of families can be identified, with MIII complexes of the formulation trans,cis‐[ML2H2]+ (A: M=Rh, Ir; L=phosphine or NHC),9 [M(Binor‐S)L]+ (B: Binor‐S=1,2,4,5,6,8‐dimetheno‐S‐indacene; L=phosphine),10 and bearing cyclometalated ItBu (C, D) the most outstanding (Figure 1).11 Structurally related clusters of this nature are of interest to gauge an understanding of the effect of the metal alongside subtle variations of the ligand composition on the constituent agostic interactions. Unfortunately, as they currently stand, neither the size nor specific membership of these three families is well suited to an analysis of this nature.
Figure 1
Structurally related sets of low‐coordinate RhIII and IrIII complexes featuring agostic interactions (r
min=closest M−H−C contact) characterised in the solid‐state by X‐ray diffraction.
Structurally related sets of low‐coordinate RhIII and IrIII complexes featuring agostic interactions (r
min=closest M−H−Ccontact) characterised in the solid‐state by X‐ray diffraction.Whilst it is conceivably possible to extend the membership of the aforementioned sets, the syntheticchemistry underlying the isolation of these highly reactive organometallics presents a number of practical challenges. Recognising a degree of commonality amongst A–C and others,12 namely sawhorse metal geometries with high trans influence ligands in the cis‐equatorial positions, and building upon the previous report of low‐coordinate RhIII complex trans‐[Rh(2,2′‐biphenyl)(PiPr3)2][BArF
4] (1 c; ArF=3,5‐(CF3)2C6H3),13 we reasoned that utilising 2,2′‐biphenyl as an ancillary ligand would be a straightforward means to gather a set of solution and solid‐state data for agostic interactions between phosphine ligand substituents and RhIII and IrIII centres. To this end, and with a view to elucidating structure‐property relationships within such data, we report the synthesis and extensive characterisation of low‐coordinate complexes of the formulation trans‐[M(2,2′‐biphenyl)(PR3)2][BArF
4] (M=Rh, 1; Ir, 2; R=Ph, a; Cy, b; iPr, c; iBu, d; Figure 2). This series of complexes encompasses both aryl and alkyl phosphine ligands (i.e. Ph vs. Cy), cyclic and acyclicalkyl phosphine substituents (i.e. Cy vs. iPr) and the possibility to adopt both γ‐ and δ‐agostic interactions (i.e. iPr vs. iBu). DFT calculations have also been carried out to aid structural interrogation.
Figure 2
Low‐coordinate rhodiumIII and iridiumIII complexes studied.
Low‐coordinate rhodiumIII and iridiumIII complexes studied.
Results and Discussion
Synthesis
The preparation of 1 c has previously been achieved via oxidative addition of biphenylene to the latent low coordinate complex [Rh(C6H5F)(PiPr3)2][BArF
4].13 Guided by methodology developed by Jones and Crabtree for the preparation of trans‐[M(2,2′‐biphenyl)(PPh3)2Cl] (M=Rh, 3 a; Ir, 4 a),16, 17 we instead chose to employ more systematic and synthetically robust protocols that proceed via facile substitution reactions of MIII precursors [Rh(2,2′‐biphenyl)(dtbpm)Cl] (5; dtbpm=bis(di‐tert‐butylphosphino)methane) and [Ir(2,2′‐biphenyl)(COD)Cl]2 (6; COD=1,5‐cyclooctadiene) with the desired phosphine, followed by chloride abstraction to afford low coordinate derivatives 1 and 2, respectively (Scheme 1). In this way, five‐coordinate intermediates 3 and 4 were readily obtained (37–83 % isolated yield) and subsequently treated with Na[BArF
4] in CH2Cl2 at RT (3, 4 b–d) or 50 °C (4 a) to afford target complexes 1 and 2 that, following filtration to remove insoluble sodium salts, were isolated by slow crystallisation from CH2Cl2/pentane (liquid‐liquid diffusion at RT; 32–80 % isolated yields) and extensively characterised (vide infra). Notably, samples of 1 and 2 obtained in this way were all suitable for interrogation in the solid‐state using X‐ray diffraction.
Scheme 1
Preparation of 1 and 2.
Preparation of 1 and 2.
Solid‐state structures of 1 and 2
Single crystalline samples of 1 and 2, grown as described above, were analysed in the solid‐state using X‐ray diffraction under typical experimental conditions (i.e. MoKα radiation, T=150 K).18 Agostic interactions are evident in the complexes bearing trialkylphosphines, while the triphenylphosphine derivatives are conspicuously obtained as adducts of solvent in the solid‐state, namely 1 a⋅CH and 2 a⋅CH.19 For a given phosphine, 1 and 2 are in general isomorphous; [20] those of 1 are depicted in Figure 3, with selected metrics for 1 and 2 compiled in Table 1. The salient features and experimental attempts to perturb crystal packing in 1 b and 2 b, are discussed below in turn.
Figure 3
Solid‐state structures of 1 a⋅CH, 1 b.CH2Cl2, 1 c, and 1 d* (left to right). All data collected at 150 K, thermal ellipsoids at the 50 % probability level. Only one of the two unique cations shown for 1 c (non‐disordered); anions, CH2Cl2 solvent molecules (1 a, 1 b), and minor disordered components (C70/C70A Cy group in 1 b) omitted for clarity. Selected bond lengths (Å) and angles (°): 1 a⋅CH, Rh1−Cl80, 2.6067(8); Cl82−H31, 3.375(2); Cl82−H41, 3.203(2); C4‐Rh1‐Cl80, 174.33(8); Equivalent metrics for 2 a⋅CH, Ir1−Cl80, 2.5567(12); Cl82−H31, 3.325(2); Cl82−H41, 3.134(3); C4‐Ir1‐Cl80, 175.25(11).
Table 1
Solid‐state metrics for 1 and 2.[a]
Selected distances [Å]
Compd.
T[K]
M1−P2
M1−P3
M1−C4
M1−C15
M1−C21
M1−C31
1 a⋅CH2Cl2
150
2.3648(7)
2.3437(7)
2.007(3)
2.000(3)
–
3.271(4)
2 a⋅CH2Cl2
150
2.3513(9)
2.3421(9)
2.020(4)
2.012(4)
–
3.349(5)
1 b.CH2Cl2
150
2.3755(7)
2.3636(7)
1.996(3)
1.994(3)
2.877(3)
2.899(3)
1 b.CH2Cl2
25
2.3754(9)
2.3618(9)
1.999(4)
1.999(3)
2.854(4)
2.891(3)
1 b.DFB
150
2.3758(6)
2.3617(5)
1.999(2)
1.993(2)
2.864(2)
2.877(2)
1 b.DFB
25
2.3765(5)
2.3607(5)
2.0006(18)
1.9990(18)
2.8605(18)
2.8729(18)
2 b.CH2Cl2
150
2.3614(7)
2.3608(7)
2.016(3)
2.010(3)
2.857(3)
2.875(3)
2 b.CH2Cl2
25
2.3602(7)
2.3579(7)
2.014(3)
2.012(3)
2.837(3)
2.869(3)
2 b.DFB
150
2.3651(6)
2.3581(6)
2.010(2)
2.016(2)
2.842(3)
2.856(2)
2 b.DFB
25
2.3665(7)
2.3580(6)
2.015(3)
2.025(3)
2.844(3)
2.859(3)
1 c
150
2.3593(7)
2.3542(7)
1.989(2)
1.995(2)
2.836(3)
3.185(3)
2 c
150
2.352(2)
2.347(2)
2.021(7)
2.015(8)
2.810(8)
3.115(9)
1 d*
150
2.3301(10)
2.3545(10)
1.992(4)
2.003(4)
2.863(5)
2.979(4)
2 d*[c]
150
2.3301(15)
2.3501(15)
2.017(6)
2.024(6)
2.781(7)
2.956(6)
Selected angles [°]
Compd.
T[K]
P2‐M1‐P3
C4‐M1‐C15
P2<npln[b]
C4‐M1‐P2
M1‐P2‐C20
P3<npln[b]
C15‐M1‐P3
M1‐P3‐C30
1 a⋅CH2Cl2
150
172.05(2)
81.75(12)
–
–
–
4.24(7)
91.49(8)
104.26(10)
2 a⋅CH2Cl2
150
172.63(3)
81.34(16)
–
–
–
4.48(10)
92.45(10)
106.40(13)
1 b.CH2Cl2
150
170.82(2)
82.49(11)
8.04(6)
97.89(8)
97.05(9)
5.97(6)
95.89(8)
96.77(8)
1 b.CH2Cl2
25
170.80(3)
82.60(15)
8.07(8)
97.81(10)
96.82(11)
6.00(8)
95.91(10)
96.61(11)
1 b.DFB
150
170.68(2)
81.96(9)
9.74(5)
98.98(6)
96.00(7)
4.53(6)
94.82(6)
96.33(7)
1 b.DFB
25
170.419(17)
81.97(8)
10.31(4)
99.42(5)
95.94(6)
4.41(5)
94.61(5)
96.23(6)
2 b.CH2Cl2
150
169.91(2)
82.29(11)
8.88(6)
98.57(8)
97.22(9)
6.41(7)
96.59(8)
96.66(9)
2 b.CH2Cl2
25
169.92(2)
82.35(11)
8.88(6)
98.46(8)
96.99(8)
6.37(6)
96.64(8)
96.64(9)
2 b.DFB
150
169.87(2)
81.64(10)
10.55(5)
99.58(7)
96.15(8)
4.89(6)
95.33(7)
96.23(8)
2 b.DFB
25
169.71(3)
81.67(11)
10.93(5)
99.81(7)
96.37(8)
4.52(7)
94.86(7)
96.12(8)
1 c
150
172.64(2)
82.34(11)
9.00(6)
98.06(7)
96.35(9)
4.16(7)
94.06(7)
102.71(9)
2 c
150
171.10(7)
81.9(3)
10.35(17)
99.2(2)
96.3(3)
4.4(2)
94.5(2)
101.1(3)
1 d*
150
171.77(4)
82.03(18)
5.28(7)
92.69(11)
105.58(15)
6.61(11)
95.57(11)
104.93(14)
2 d*[c]
150
170.94(6)
81.7(3)
6.71(10)
93.47(17)
105.4(2)
6.28(16)
96.00(16)
106.3(2)
[a] Data for non‐disordered cations only. More extensive data provided in the Supporting Information. [b] Angle between the M1−P2/3 vector and the normal vector of the M1‐C4‐C9‐C10‐C15 (metallacycle) least squares plane. [c] Structure exhibits two independent and non‐disordered cations; data presented for the cation with equivalent conformation to that of 1 d*.
Solid‐state structures of 1 a⋅CH, 1 b.CH2Cl2, 1 c, and 1 d* (left to right). All data collected at 150 K, thermal ellipsoids at the 50 % probability level. Only one of the two unique cations shown for 1 c (non‐disordered); anions, CH2Cl2 solvent molecules (1 a, 1 b), and minor disorderedcomponents (C70/C70A Cy group in 1 b) omitted for clarity. Selected bond lengths (Å) and angles (°): 1 a⋅CH, Rh1−Cl80, 2.6067(8); Cl82−H31, 3.375(2); Cl82−H41, 3.203(2); C4‐Rh1‐Cl80, 174.33(8); Equivalent metrics for 2 a⋅CH, Ir1−Cl80, 2.5567(12); Cl82−H31, 3.325(2); Cl82−H41, 3.134(3); C4‐Ir1‐Cl80, 175.25(11).Solid‐state metrics for 1 and 2.[a][a] Data for non‐disordered cations only. More extensive data provided in the Supporting Information. [b] Angle between the M1−P2/3 vector and the normal vector of the M1‐C4‐C9‐C10‐C15 (metallacycle) least squares plane. [c] Structure exhibits two independent and non‐disordered cations; data presented for the cation with equivalent conformation to that of 1 d*.Dichloromethane is typically considered a weakly coordinating ligand and complexes of the platinum group metals are uncommon (<25 deposited in the Cambridge Structural Database v. 5.38). Indeed, 1 a⋅CH and 2 a⋅CH represent the first crystallographically characterised homologous metal series. Binding of the halocarbon in these complexes occurs with essentially linear Cl80‐M1‐C4 bond angles and M1−Cl80 bond lengths of 2.6067(8) and 2.5567(12) Å, for the rhodium and iridium variants, respectively. The latter are in line with RhIII (2.488–2.763 Å)21 and IrIII (2.533–2.612 Å)22 precedents and consistent with the stronger metal‐ligand bonding expected in the heavier congener. Although chelation of dichloromethane to platinum group metals is known,23 the remaining coordination site on the metalcentre remains essentially vacant (M1⋅⋅⋅Cl82 >4 Å) without any significant stabilising (agostic or π) interaction with a phosphine substituent (M1⋅⋅⋅C31/C41 >3.2 Å). The phosphine ligands in closely related trans,cis‐[M(2,2′‐bipyridine)(PPh3)2H2]+ (M=Rh and Ir) are known to adopt a wide variety of conformations.24Under the aforementioned experimental conditions the tricyclohexylphosphinecomplexes crystallise with one molecule of dichloromethane in the asymmetric unit, namely 1 b.CH2Cl2 and 2 b.CH2Cl2. In each case, the adoption of two significant γ‐agostic interactions with the metalcentres is apparent in the solid‐state structures with M1−C21/C31 distances of 2.877(3)/2.899(3) and 2.857(3)/2.875(3) Å, for the rhodium and iridiumcongeners, respectively at 150 K. The close approaches of the C−H bonds to the metalcentre are accompanied by significantly distorted phosphine geometries: C4‐M1‐P2/C15‐M1‐P3 angles greater than 90° (i.e. deviation from ideal metalcoordination geometry) and compression of the M1‐P2‐C20/M1‐P3‐C30 angles compared to those of the other phosphine substituents (i.e. ligand yawing).The presence of a solvent molecule in the lattice presented an opportunity to explore the effect of crystal packing on the constituent agostic interactions. With this in mind, single crystals of 1 b and 2 b were also grown from weakly coordinating 1,2‐difluorobenzene (DFB)25 and pentane (liquid–liquid diffusion at RT) leading to inclusion of the fluoroarene into the lattice, namely 1 b.DFB and 2 b.DFB. The new crystals are isomorphic (P‐1), but, reflecting the larger solvent molecule, bear slightly larger unit cells (ΔV
cell ca. +2 %, Table 2). This enlargement does not directly parallel the associated increase solvent void volume (Vsolv.void), resulting in a small compression of the remaining unit cell contents at 150 K (Δ{Vcell−Vsolv.void}=−1.1 %, 1 b; −1.2 %, 2 b) and, interestingly, shorter agostic interactions (Rh1−C21, −1.3±1.1 pm; Rh1−C31, −2.2±1.1 pm; Ir1−C21, −1.5±1.3 pm; Ir1−C31, −1.9±1.1 pm). Compression of 1 b and 2 b can also be achieved by cooling the crystalline samples from 150 to 25 K (Δ{Vcell−Vsolv.void}=−1.5 %, 1 b.CH2Cl2; −1.3 % 1 b.DFB; −1.8 %, 2 b.CH2Cl2; −1.0 %, 2 b.DFB). Using this latter approach the most pronounced compression was achieved in the dichloromethane‐containing samples, where statistically significant contractions of the M1−C21 bond lengths are observed (−2.3±1.5 pm, 1 b.CH2Cl2; −2.0±1.3 pm, 2 b.CH2Cl2). Although the nature of the compression varies, analysis of the combined data reveals a noticeable correlation between molecular volume in the solid‐state and agostic bond length for the tricyclohexylphosphinecomplexes (Figure 4). Similar changes have been noted in a uraniumcomplex using variable pressure X‐ray crystallography.26
Table 2
Selected cell properties and metrics for 1 b and 2 b.
Compd.
T[K]
Vcell[Å3]
ρ[g cm−3]
Vsolv.void[Å3][a]
Vsolv.void/Vcell
M1−C21[Å]
M1−C31[Å]
1 b.CH2Cl2
150
4015.18(16)
1.459
241.84
6.0 %
2.877(3)
2.899(3)
1 b.CH2Cl2
25
3929.92(16)
1.491
211.50
5.4 %
2.854(4)
2.891(3)
1 b.DFB
150
4083.44(17)
1.458
351.21
8.6 %
2.864(2)
2.877(2)
1 b.DFB
25
4006.63(14)
1.486
322.48
8.0 %
2.8605(18)
2.8729(18)
2 b.CH2Cl2
150
4012.84(10)
1.534
244.00
6.1 %
2.857(3)
2.875(3)
2 b.CH2Cl2
25
3915.30(11)
1.572
214.31
5.5 %
2.837(3)
2.869(3)
2 b.DFB
150
4086.31(15)
1.530
364.19
8.9 %
2.842(3)
2.856(2)
2 b.DFB
25
4019.58(11)
1.555
335.86
8.4 %
2.844(3)
2.859(3)
[a] Solvent void calculated using the contact surface of the refined structure minus solvent (Mercury 3.9, probe radius of 1.2 Å and approximate grid spacing of 0.2 Å).
Figure 4
Bond length changes in 1 b and 2 b with molecular volume in the solid‐state.
Selected cell properties and metrics for 1 b and 2 b.[a] Solvent void calculated using the contact surface of the refined structure minus solvent (Mercury 3.9, probe radius of 1.2 Å and approximate grid spacing of 0.2 Å).Bond length changes in 1 b and 2 b with molecular volume in the solid‐state.In contrast to the preceding structures, the X‐ray structures of 1 c and 2 c feature two crystallographically independent triisopropylphosphine ligated metalcomplexes, one of which is extensively disordered (see the Supporting Information for full details). The well‐ordered cations (Rh1/Ir1) are stabilised by one strong γ‐agostic interaction as evidenced through M1−C21 contacts <3 Å (2.836(3) Å, 1 c; 2.810(8) Å, 2 c), marked deviation of the associated phosphine (P2) from ideal coordination geometry (C4‐M1‐P2=98.06(7)°, 1 c; 99.2(2)°, 2 c), and the orientation of the associated substituent (M1‐P2‐C20=96.35(9)°, 1 c; 96.3(3)°, 2 c). A case can also be made for a weaker supplementary γ‐agostic from the other phosphine ligand (P3). The associated M1−C31 contacts are >3 Å (3.185(3) Å, 1 c; 3.115(9) Å), 2 c); however, distortion of the isopropyl groups towards the metal is discernable from the metrics (Table 1), albeit less pronounced than on P2 (and moreover the phosphines of 1 b and 2 b). The adoption of two agostic interactions of different magnitude is also evident in the disordered cations, although the nature of the disorder in these complexes precludes any meaningful analysis of the metrics: the remainder of the discussion is consequently focused only on the well‐ordered cations.It is not immediately obvious why the agostic bonding pattern differs between complexes of PCy3 and PiPr3. Close inspection of the phosphine ligands reveals equivalent conformations only for the ligands that adopt the strongest agostic interactions (P2); the non‐interacting substitutes of the other ligand (P3), however, differ by rotation about the P−C bonds.27 We speculate that the origin of these differences is ligand sterics: 1 c and 2 c, bearing the bulkier phosphine ligand (%Vbur @ 2.28 Å=32.3 vs. 31.8),28 are ultimately too congested to enable close approaches of two substituents. In the context of electronically stabilising the metalcentre, this effect appears to be counterbalanced by shorter M1−C21 interactions in 1 c and 2 c (2.836(3) and 2.810(8) Å) compared to 1 b and 2 b (2.877(3) and 2.857(3) Å).In the case of the triisobutylphosphine derivatives 1 d and 2 d, meaningful analysis in the solid‐state was impeded by extensive disorder of the phosphine ligands (see the Supporting Information for full details), necessitating alternative analysis of samples bearing instead the [Al{OC(CF3)3}4]− counter anion; 1 d* and 2 d*. Although even in this case there are some subtle crystallographic differences between the rhodium and iridiumcongeners, these samples enable interrogation of nondisordered isostructural triisobutylphosphinecomplexes (1 d* shown in Figure 3, see the Supporting Information for full details). Contrasting the other trialkylphosphine variants, which feature γ‐agostic interactions, these complexes each show two δ‐agostic interactions, with M1−C21/C31 distances of 2.863(5)/2.979(4) and 2.781(7)/2.956(6) Å for the rhodium and iridiumcongeners, respectively. A difference easily reconciled when recognising the more flexible nature of the isobutyl substituent, which enables such interactions to be formed with significantly reduced distortion of the ligand. For instance, the triisobutylphosphine ligands in 1 d* and 2 d* are associated with distinctly more perpendicular C4‐M1‐P2/C15‐M1‐P3 and open M1‐P2‐C20/M1‐P3‐C30 angles than the other trialkylphosphine derivatives (Table 1).Analysis of the metrics associated with the agostic interactions within the 1 b–d and 2 b–d homologous series enables an important general feature to be elucidated: more pronounced agostic interactions are formed in the iridiumcomplexes, as evidenced through statistically shorter M1−C21/M1−C31 contacts of around 4 pm (Table 1). This assertion is reinforced through longer M1−C4/C15 distances (ca. 2 pm), associated with the trans disposed 2,2′‐biphenyl ligand (consistent with trans influence arguments), greater deviation of the C4‐M1‐P2/C15‐M1‐P3 angles from 90° (ca. 0.7°), and a less linear P2‐M1‐P3 bond angle (ca. 1.0°). Moreover, given that there are no statistically significant differences observed for the M1‐P2‐C20/M1‐P3‐C30 angles, it would appear that ligand yawing is a comparatively higher energy process than deviation from ideal metal‐phosphinecoordination geometry, for iridiumcompared to rhodium. Within the data no meaningful correlation can be found between the M1−C21/C31 and M1−C4/C15 bond lengths, nor between the differences Δ(M1−C21, M1−C31) and Δ(M1−C4, M1−C15) calculated for each complex. This is perhaps not surprising when considering that variation of the M1−C4/C15 distances relative to the associated error is very low amongst the separate rhodium (1.989(2)–2.003(4) Å) and iridium (2.010(2)–2.024(6) Å) data sets collected at 150 K.
Characterisation of 1 and 2 using NMR spectroscopy
The NMR spectra of 1 b–d and 2 b–d measured in CD2Cl2 solution at 298 K (500 MHz) are notable for the absence of low frequency1H resonances1 and time averaged C
2 symmetry, indicating that persistent agostic interactions are not adopted under ambient conditions. This is perhaps not surprising given the inherently weak nature of 3‐centre‐2‐electron M−‐H−C bonds, associated distortion of the phosphine ligand from ideal coordination geometry, and capacity for fast exchange between substituents on the NMR time scale. In attempt to probe the latter, low temperature 1H (500 MHz) and 31P (202 MHz) NMR data were acquired in CD2Cl2, down to 185 K: the practical working limit for the solvent. Whilst in each case the onset of signal decoalescence was observed in the 1H spectra on cooling, in no instance was the slow exchange regime reached (see the Supporting Information). Consequently, conclusive interpretation and quantitative comparison of the variable temperature data was not possible. Nevertheless some general trends can be elucidated from qualitative inspection of the NMR data. For instance, as gauged though relative changes in the line broadening of the 1H signals, the onset of decoalescence occurs at noticeably higher temperatures for the iridium trialkylphosphinecomplexes 2 b–d compared to the rhodium variants 1 b–d. For the triisobutylphosphine derivatives, for example, appreciable line broadening is apparent in the 1H NMR spectrum of 2 d on cooling from 298 to 225 K, whereas additional cooling to 200 K is required for similar changes in the spectrum of 1 d (Figure 5). Reinforcing interpretation of the solid‐state data, this observation is consistent with stronger agostic interactions in the heavier group 9 congeners. In a similar manner analysis of the 1H NMR spectra indicates that more persistent M−H−C bonding is adopted in 1 d and 2 d than the other trialkylphosphinecomplexes and moreover in the relative order PiBu3>PCy3>PiPr. Although such a trend is not borne out in the observed M1−C21/C31 distances, negative correlations can be drawn out through the extent of phosphine distortion associated with forming a significant agostic interaction, that is, the P2C4‐M1‐P2 angles (Table 1).
Figure 5
Variable temperature 1H NMR spectra of 1 d and 2 d (CD2Cl2, 500 MHz). Sample of 2 d analysed contains trace quantities of pentane and grease.
Variable temperature 1H NMR spectra of 1 d and 2 d (CD2Cl2, 500 MHz). Sample of 2 d analysed contains trace quantities of pentane and grease.As for the trialkylphosphinecomplexes, 1 a and 2 a display time averaged C
2 symmetry in CD2Cl2 solution at 298 K (500 MHz). For these complexes, however, partial decoalescence of the 1H signals of the phosphine substituents occurred on cooling to 185 K that we attribute to P−Ph restricted rotation of the phosphine ligands. The slow exchange regime is most advanced for 1 a compared to 2 a and at this temperature the phosphine31P and the four 2,2′‐biphenyl1H resonances remained sharp. The 1H NMR spectrum of 1 a recorded at 185 K shows a significantly upfield shifted ortho‐phenyl 3H signal at δ 6.02 (fwhm=74 Hz) that exhibits a strong NOE interaction with the 6,6′‐biphenyl resonances indicating that they are pointing downwards towards the metal. Based on this data we suggest that coordination of the solvent is not significant under the range of temperatures we have studied, and instead there is a very weak bonding interaction between the phenyl ring of one of the phosphine ligands and the metal (time averaged across all the substituents). Such an interaction would explain why P−Ph restricted rotation is observed at low temperature by 1H NMR spectroscopy (large Δδ
1H), but not by 31P NMR spectroscopy (small Δδ
31P).An alternative approach to gauge the degree of metal ligation in these homologous series could involve a chemical shift based‐scale employing the 13C resonances of the coordinated carbons of the 2,2′‐biphenyl ancillary ligand (δ
C, Table 3) that are trans to the “free” coordination sites. Similar approaches employing the 13C resonances of trans‐disposed NHC ligands29 or metal‐carbides30 as ligand electronic parameters have been used to excellent effect. For 1 and 2, absolute values of δ
Ccannot be used due to non‐negligible contributions from the different cis phosphine ligands.31 We have attempted to deconvolute such contributions by using the chemical shift difference between 1 and 2 and their respective precursors 3 and 4, however, it is not possible to draw a conclusive trend for all the phosphine ligands studied (Table 3). The smallest differences, however, are observed for the triisobutylphosphine derivatives, consistent with the adoption of the strongest agostic interactions.
Table 3
Selected NMR data for 1 and 2 (CD2Cl2, 298 K).
Compd.
Sym.
δP (1JRhP)
ΔδP (Δ1JRhC)[a]
δC (1JRhC)
ΔδC (Δ1JRhC)[a]
1 a
C2v
19.7 (118 Hz)
−9.0 (−1 Hz)
154.8 (39 Hz)
−8.9 (+6 Hz)
2 a
C2v
11.6
−10.1
127.0
−11.4
1 b
C2v
13.4 (109 Hz)
−0.4 (+1 Hz)
153.8 (44 Hz)
−8.6 (+7 Hz)
2 b
C2v
3.0
+8.4
125.8
−11.4
1 c
C2v
25.7 (112 Hz)
+2.7 (+3 Hz)
152.1 (44 Hz)
−8.6 (+9 Hz)
2 c
C2v
17.8
+12.0
123.4
−12.4
1 d
C2v
18.5 (110 Hz)
+5.6 (+1 Hz)
156.6 (43 Hz)
−6.7 (+7 Hz)
2 d
C2v
14.5
+13.9
130.3
−7.9
[a] Change in parameter relative to that measured in 3 (M=Rh) or 4 (M=Ir).
Selected NMR data for 1 and 2 (CD2Cl2, 298 K).[a] Change in parameter relative to that measured in 3 (M=Rh) or 4 (M=Ir).
Computational insights
Supplementing the experimental findings, the structures of low‐coordinate complexes 1 and 2 have been examined in silico using DFT‐based calculations at the pbe0/def2‐tzvp level of theory.32 In accord with the preceding analysis, structures of the associated cations were optimised starting from geometries of only the well‐ordered/major disorderedcomponents of cations observed in the solid‐state; 1′ and 2′. In the case of the triphenylphosphine adducts, structures of both low‐coordinate 1 a′ and 2 a′ (1 a′ depicted in Figure 6) and dichloromethanecomplexes 1 a′⋅CH and 2 a′⋅CH were interrogated. The binding of dichloromethane to low‐coordinate 1 a′ and 2 a′ is calculated to be weak (ΔH=−5.18/−5.96 kcal mol−1) and ultimately formation of 1 a′⋅CH and 2 a′⋅CH are predicted to be significantly endoergic at 298 K (ΔG
298K=+9.20/+9.34 kcal mol−1). These data therefore imply retention of the halocarbon would be entropically disfavoured in solution,33 reconciling the experimental evidence.
Figure 6
Optimised structure of 1 a′. Selected bond lengths (Å) and angles (°) for 1 a′: Rh1−P2, 2.3413; Rh1−P3, 2.3482; Rh1−C4, 1.977; Rh1−C15, 1.969; Rh1−C21, 3.183; Rh1−C31, 3.272; P2‐Rh1‐P3, 166.34; C4‐Rh1‐C15, 82.73; P2
Optimised structure of 1 a′. Selected bond lengths (Å) and angles (°) for 1 a′: Rh1−P2, 2.3413; Rh1−P3, 2.3482; Rh1−C4, 1.977; Rh1−C15, 1.969; Rh1−C21, 3.183; Rh1−C31, 3.272; P2‐Rh1‐P3, 166.34; C4‐Rh1‐C15, 82.73; P2C4‐Rh1‐P2, 97.00; Rh1‐P2‐C20, 94.85; P3C15‐Rh1‐P3, 94.58; Rh1‐P3‐C30, 101.30. Equivalent metrics for 2 a′: Ir1−P2, 2.3432; Ir1−P3, 2.3423; Ir1−C4, 1.993; Ir1−C15, 1.988; Ir1−C21, 3.243; Ir1−C31, 3.245; P2‐Ir1‐P3, 164.75; C4‐Ir1‐C15, 82.61; P2C4‐Ir1‐P2, 98.45; Ir1‐P2‐C20, 96.08; P3C15‐Ir1‐P3, 95.56; Ir1‐P3‐C30, 101.90.
The presence of agostic interactions in the trialkylphosphinecomplexes was fully corroborated by analysis of 1 b–d′ and 2 b–d′ using both the Natural Bond Orbital (NBO) and Quantum Theory of Atoms in Molecules (QTAIM) approaches (Figure 7, Table 4).34 Using the former, adoption of 3‐centre‐2‐electron M−H−C bonds is evidenced through significant perturbation energies associated with σCH→ML* and ML→σ*CH interactions (21.81–63.64 kcal mol−1), while examination of the electron density using the latter reveals characteristiccurved bond paths between the metalcentre and hydrogen atom and associated critical point properties (ρ
MH=0.017–0.051; ∇2
ρ
MH=+0.049–+0.167).35 Moreover, using the more intuitive bond delocalisation parameter, significant M−H and correspondingly reduced C−H “bond orders” are apparent from the QTAIM analysis.
Figure 7
Key NBO orbital overlaps associated with the major agostic interaction in 1 d′, QTAIM molecular graph of 1 d′ (showing bond paths, bond critical points and ring critical points), and calculated electron density topology associated with the major agostic interaction in 1 d′ (showing bond paths and electron density at bond critical points).
Table 4
Selected NBO and QTAIM data for 1′ and 2′.
NBO perturbation energy[a] [kcal mol−1]
Cmpd.
Major agostic[b]
Minor agostic[b]
Sum
σCH→ML*
ML→σ*CH
σCH→ML*
ML→σ*CH
1 a′
1.07
0.50
1.16
<0.05
2.73
2 a′
1.65
0.64
1.64
1.72
5.65
1 b′
8.10
3.61
6.12
3.98
21.81
2 b′
10.65
6.09
10.05
6.78
33.57
1 c′
8.94
2.93
1.95
1.90
15.72
2 c′
11.75
3.38
3.30
3.56
21.99
1 d′
14.91
7.18
11.57
9.47
43.13
2 d′
19.19
10.81
16.94
16.70
63.64
QTAIM bond critical point properties
Cmpd.
Major agostic[b]
Minor agostic[b]
ρMH
∇2ρMH
ρCH
∇2ρCH
ρMH
∇2ρMH
ρCH
∇2ρCH
1 a′
–[d]
–[d]
0.282
−0.994
–[d]
–[d]
0.282
−0.991
2 a′
–[d]
–[d]
0.283
−0.998
–[d]
–[d]
0.280
−0.978
1 b′
0.027
+0.102
0.261
−0.847
0.024
+0.081
0.263
−0.856
2 b′
0.034
+0.118
0.254
−0.802
0.033
+0.113
0.254
−0.800
1 c′
0.027
+0.107
0.261
−0.846
–[d]
–[d]
0.270
−0.898
2 c′
0.035
+0.130
0.255
−0.805
0.017
+0.049
0.267
−0.878
1 d′
0.039
+0.158
0.254
−0.795
0.032
+0.124
0.256
−0.807
2 d′
0.051
+0.167
0.246
−0.749
0.041
+0.139
0.249
−0.766
QTAIM delocalisation index
Cmpd.
Major agostic[b]
Minor agostic[b]
Ref.[c]
Sum
M−H
C−H
M−H
C−H
C−H
@M
1 a′
–
0.925
–
0.920
0.923(4)
3.664
2 a′
–
0.924
–
0.913
0.924(4)
3.997
1 b′
0.117
0.858
0.105
0.866
0.914(5)
3.838
2 b′
0.160
0.832
0.157
0.837
0.914(5)
4.236
1 c′
0.114
0.876
–
0.920
0.937(7)
3.767
2 c′
0.156
0.850
0.069
0.906
0.937(7)
4.186
1 d′
0.181
0.842
0.160
0.861
0.948(5)
3.957
2 d′
0.234
0.807
0.207
0.833
0.948(5)
4.349
[a] Resulting from interactions of σCH and σ*CH orbitals with the metal 2,2′‐biphenyl σMC and σ*MC orbitals. [b] Assignment based on M−C bond length, for example, Rh1−HC21 (major) and Rh1−HC31 (minor) in Figures 3 and 6. [c] Average values of equivalent non‐agostic C−H bonds (standard deviation). [d] Bond critical point not located.
Key NBO orbital overlaps associated with the major agostic interaction in 1 d′, QTAIM molecular graph of 1 d′ (showing bond paths, bond critical points and ring critical points), and calculated electron density topology associated with the major agostic interaction in 1 d′ (showing bond paths and electron density at bond critical points).Selected NBO and QTAIM data for 1′ and 2′.[a] Resulting from interactions of σCH and σ*CH orbitals with the metal 2,2′‐biphenyl σMC and σ*MC orbitals. [b] Assignment based on M−C bond length, for example, Rh1−HC21 (major) and Rh1−HC31 (minor) in Figures 3 and 6. [c] Average values of equivalent non‐agosticC−H bonds (standard deviation). [d] Bond critical point not located.The associated metrics help quantify previous trends elucidated from the experimental work: significantly stronger agostic interactions are adopted in the iridiumcongeners, with around 40 % larger NBO donor‐acceptor energies and QTAIM M−H delocalisation indices, and the degree of agostic bonding decreases in the order, PiBu3≫PCy3>PiPr3 (notably for 1 c′ only one agostic interaction is detected in the QTAIM analysis).Although the optimised structures of 1 a′ and 2 a′ show significant distortion of the phosphine substituents towards the metal, only very weak agostic interactions are inferred from the NBO analysis with the perturbation energies associated with σCH→ML* and ML→σ*CH interactions <6 kcal mol−1 (cf. >15 kcal mol−1 for the alkyl phosphinecomplexes). Moreover, inspection of the donor‐acceptor NBO interactions associated with the phosphine substituents proximate to the metalcentre show no significant π‐interactions. No bond paths between the metalcentre and associated hydrogen atoms were detected in the QTAIM analysis. The data are therefore consistent with very low‐coordinate complexes. Indeed, the metalcentres in these complexes have the lowest sum of delocalisation indices for each respective metal series (3.664, 1 a′; 3.997, 2 a′).
Conclusion
A homologous family of low‐coordinate complexes of the formulation trans‐[M(2,2′‐biphenyl)(PR3)2][BArF
4] (M=Rh, 1; Ir, 2; R=Ph, a; Cy, b; iPr, c; iBu, d) has been prepared and extensively structurally characterised. The formation of these sawhorse complexes is promoted through incorporation of the high trans influence 2,2′‐biphenyl ancillary ligand and stabilised through the adoption of weak agostic interactions, at the opposing open coordination sites, between the phosphine ligand substituents and the metalcentres.Enabled through a comprehensive set of solution phase (VT1H and 31P NMR spectroscopy) and solid‐state (single crystal X‐ray diffraction) experimental data, and analysis in silico (DFT‐based NBO and QTAIM analysis), the structural features of the constituent agostic interactions have been systematically interrogated. The combined data substantiates the adoption of stronger agostic interactions for the IrIII compared to RhIII complexes and, with respect to the phosphine ligands, in the order PiBu3>PCy3>PiPr3>PPh3.In contrast to the trialkylphosphinecomplexes which feature notable M−H−C bonds, the triphenylphosphine variants are instead only obtained in the solid‐state as adducts of the weakly coordinating solvent dichloromethane employed; 1 a⋅CH and 2 a⋅CH. The entropically unstable nature of these adducts was, however, evidenced in solution by 1H and 31P NMR spectroscopy and is supported by DFT calculations. Moreover, NBO and QTAIM analysis of optimised structures of 1 a and 2 a highlight the insubstantial nature of M−H−C bonds in these low‐coordinate complexes. The formation of the strongest agostic interactions observed in triisobutylphosphine derivatives is attributed to the flexible nature of the isobutyl substituents, and associated with Rh−C and Ir−C distances of 2.863(5)/2.979(4) and 2.781(7)/2.956(6) Å, respectively, in the solid‐state and reduced structural dynamics in solution. For these complexes, extensive σCH→ML* and ML→σ*CH interactions are apparent in the NBO perturbation analysis (1 d′, 43.13; 2 d′, 63.64 kcal mol−1) and significant QTAIM M−H bond delocalication indices are calculated (1 d′, 0.181/0.160; 2 d′, 0.234/0.207).In addition to the above structure–property relationships, the effect of crystal packing on agostic interactions was investigated in 1 b and 2 b. Compression of the associated cations, through inclusion of a more bulky solvent molecule (1,2‐difluorobenzene vs. CH2Cl2) in the lattice or collection of data at very low temperature (25 K vs. 150 K), lead to small but statistically significant shortening of the M−H−C distances.
Experimental Section
General synthetic methods
All manipulations were performed under an atmosphere of argon using Schlenk and glove box techniques. Glassware was oven‐dried at 150 °C overnight and flamed under vacuum prior to use. CH2Cl2, CD2Cl2 and 1,2‐difluorobenzene were dried over CaH2, vacuum distilled, and then stored over thoroughly vacuum‐dried 3 Å molecular sieves. Pentane was dried over Na/K alloy, vacuum distilled, and then stored over thoroughly vacuum‐dried 3 Å molecular sieves. [Rh(2,2′‐biphenyl)(dtbpm)Cl] 5,16 [Ir(2,2′‐biphenyl)(COD)Cl]2
6,17 and Na[BArF
4]36 were synthesised using literature protocols. trans‐[Rh(2,2′‐biphenyl)(PPh3)2Cl] 3 a
16 and trans‐[Ir(2,2′‐biphenyl)(PPh3)2Cl] 4 a
17 were prepared using slightly adapted literature procedures that are described below for completeness. All other solvents and reagents are commercial products and were used as received. NMR spectra were recorded on Bruker DPX, AV and HD spectrometers at 298 K unless otherwise stated. Variable temperature data was collected on a Bruker AV 500 MHz spectrometer. Low‐resolution electrospray ionisation mass spectra (LR ESI‐MS) were recorded on an Agilent 6130B single Quad spectrometer. High‐resolution electrospray ionisation mass spectra (HR ESI‐MS) were recorded on a Bruker MaXis II spectrometer. Microanalyses were performed by Stephen Boyer at London Metropolitan University.
Synthesis of trans‐[M(2,2′‐biphenyl)(PR3)2Cl] (M=Rh, 3; Ir, 4)
3 a: A solution of 5 (30.0 mg, 50.4 μmol) and PPh3 (28.4 mg, 108 μmol) in CH2Cl2 (5 mL) was stirred at RT for 3 hours. The product was precipitated by addition of excess Et2O (ca. 20 mL) and isolated by filtration. Yield: 25.1 mg (83 %, microcrystalline yellow solid). Spectroscopic data is fully consistent with previously reported values.16H NMR (500 MHz, CD2Cl2): δ=7.42 (d, 3
J
HH=7.8 Hz, 2 H, biph), 7.32 (t, 3
J
HH=7.4 Hz, 6 H, Ph), 7.27 (br, fwhm=30 Hz, 12 H, Ph), 7.17 (t, 3
J
HH=7.6 Hz, 12 H, Ph), 6.57 (t, 3
J
HH=7.3 Hz, 2 H, biph), 6.45 (td, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 6.34 (dd, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, 2 H, biph).
C{ (126 MHz, CD2Cl2): δ=163.7 (dt, 1
J
RhC=33 Hz, 2
J
PC=10 Hz), 153.9 (s, biph), 135.0 (t, J
PC=5 Hz, Ph), 133.1 (s, biph), 130.7 (t, J
PC=23 Hz, Ph), 130.4 (s, Ph), 128.2 (t, J
PC=5 Hz, Ph), 123.8 (s, biph), 122.9 (s, biph), 122.1 (s, biph).
P{ (162 MHz, CD2Cl2): δ=28.7 (d, 1
J
RhP=119 Hz). LR ESI‐MS (positive ion): 779.1 ([M−Cl]+, calcd 779.1) m/z.3 b: A solution of 5 (50.0 mg, 84.0 μmol) and PCy3 (47.4 mg, 169 μmol) in CH2Cl2 (5 mL) was stirred at RT for 16 hours. The resulting precipitate was filtered and washed with cold CH2Cl2 (3×5 mL). Yield: 59.3 mg (83 %, yellow solid).H NMR (500 MHz, CD2Cl2): δ=7.70 (d, 3
J
HH=8.0 Hz, 2 H, biph), 7.32 (dd, 3
J
HH=7.6 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 6.92 (t, 3
J
HH=7.3 Hz, 2 H, biph), 6.76 (dt, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 2.03 (app. t, J=12 Hz, 6 H, Cy), 1.53–1.66 (m, 30 H, Cy), 1.26 (app. q, J=12 Hz, 14 H, Cy), 0.99–1.18 (m, 16 H, Cy).
C{ (126 MHz, CD2Cl2): δ=162.4 (dt, 1
J
RhC=37 Hz, 2
J
PC=9 Hz, biph), 153.2 (s, biph), 137.2 (s, biph), 124.6 (s, biph), 122.6 (s, biph), 120.2 (s, biph), 35.3 (t, J
PC=9 Hz, Cy), 30.6 (Cy), 28.4 (t, J
PC=5 Hz, Cy), 26.9 (Cy).
P{ (121 MHz, CD2Cl2): δ=13.8 (d, 1
J
RhP=108 Hz). HR ESI‐MS (positive ion): 815.4309 ([M−Cl]+, calcd 815.4315) m/z. Despite repeated attempts we have been unable to obtain satisfactory microanalytical data for this compound.3 c: To a solution of 5 (17.8 mg, 30.0 μmol) in CH2Cl2 (5 mL) was added PiPr3 (0.84 m in pentane, 71.8 μL, 60.3 μmol) and the resulting solution stirred at RT for 3 hours. The volatiles were removed in vacuo and the residue extracted with CH2Cl2 (5 mL) through a short plug of neutral Al2O3. The solvent was then removed in vacuo to afford the pure product. Yield: 6.8 mg (37 %, yellow solid).H NMR (500 MHz, CD2Cl2): δ=7.77 (d, 3
J
HH=7.9 Hz, 2 H, biph), 7.30 (dd, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 6.94 (t, 3
J
HH=7.3 Hz, 2 H, biph), 6.76 (td, 3
J
HH=7.6 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 2.36–2.44 (m, 6 H, CH(CH3)2), 0.98 (app. q, J=7 Hz, 36 H, CH3).
C{ (126 MHz, CD2Cl2): δ=160.7 (dt, 1
J
RhC=35 Hz, 2
J
PC=9 Hz, biph), 154.4 (s, biph), 136.8 (s, biph), 124.7 (s, biph), 123.1 (s, biph), 120.3 (s, biph), 24.1 (t, J
PC=10 Hz, CH(CH3)2), 20.3 (s, CH3).
P{ (121 MHz, CD2Cl2): δ=23.0 (d, 1
J
RhP=109 Hz). HR ESI‐MS (positive ion): 575.2436 ([M−Cl]+, calcd 575.2437) m/z. Anal. Calcd for C30H50ClP2Rh (611.03 g mol−1): C, 58.97; H, 8.25; N, 0.00. Found: C, 58.82; H, 8.09; N, 0.00.3 d: To a solution of 5 (17.8 mg, 30.0 μmol) in CH2Cl2 (5 mL) was added PiBu3 (15.1 μL, 60.3 μmol) and the resulting solution stirred at RT for 3 hours. The volatiles were removed in vacuo and the residue extracted with CH2Cl2 (5 mL) through a short plug of neutral Al2O3. The solvent was then removed in vacuo to afford the pure product. Yield: 11.6 mg (56 %, yellow solid).H NMR (500 MHz, CD2Cl2): δ=7.53 (d, 3
J
HH=7.8 Hz, 2 H, biph), 7.34 (dd, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 6.96 (t, 3
J
HH=7.3 Hz, 2 H, biph), 6.79 (td, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 1.75–1.87 (m, 6 H, CH2CH), 1.43 (app. dt, J=6 Hz, J=3 Hz, 12 H, CH2), 0.78 (d, 3
J
HH=6.7 Hz, 36 H, CH
3).
C{ (126 MHz, CD2Cl2): δ=163.3 (dt, 1
J
RhC=36 Hz, 2
J
PC=10 Hz, biph), 152.6 (s, biph), 134.5 (s, biph), 125.4 (s, biph), 122.9 (s, biph), 120.7 (s, biph), 32.6 (t, J
PC=11 Hz, CH2), 26.1 (t, J
PC=3 Hz, CH2
CH), 25.1 (s, CH3).
P{ (162 MHz, CD2Cl2): δ=12.9 (d, 1
J
RhP=109 Hz). HR ESI‐MS (positive ion): 659.3378 ([M−Cl]+, calc. 659.3376) m/z. Anal. Calcd for C36H62ClP2Rh (695.20 g mol−1): C, 62.20; H, 8.99; N, 0.00. Found: C, 61.89; H, 8.84; N, 0.00.4 a: A solution of 6 (50.0 mg, 51.2 μmol) and PPh3 (54.0 mg, 206 μmol) in CH2Cl2 (5 mL) was stirred at RT for 18 hours. The product was precipitated by addition of excess Et2O (ca. 20 mL) and isolated by filtration. Yield: 64.1 mg (83 %, microcrystalline yellow solid). Spectroscopic data is fully consistent with previously reported values.17H NMR (500 MHz, CD2Cl2): δ=7.34 (d, 3
J
HH=8 Hz, 2 H, biph), 7.32 (t, 3
J
HH=7.5 Hz, 6 H, Ph), 7.25 (br, fwhm=40 Hz, 12 H, Ph), 7.18 (t, 3
J
HH=7.5 Hz, 12 H, Ph), 6.47 (t, 3
J
HH=7.3 Hz, 2 H, biph), 6.28 (td, 3
J
HH=7.6 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 6.26 (dd, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, 2 H, biph).
C{ (126 MHz, CD2Cl2): δ=155.6 (s, biph), 138.4 (t, 2
J
PC=7 Hz, biph), 135.1 (t, J
PC=5 Hz, Ph), 132.8 (t, 3
J
PC=2 Hz, biph), 130.4 (s, Ph), 130.1 (t, J
PC=27 Hz, Ph), 128.2 (t, J
PC=5 Hz, Ph), 123.8 (s, biph), 122.3 (s, biph), 121.4 (s, biph).
P{ (162 MHz, CD2Cl2): δ=21.7 (s). LR ESI‐MS (positive ion): 869.2 ([M−Cl]+, calcd 869.2) m/z.4 b: A solution of 6 (60.0 mg, 61.5 μmol) and PCy3 (69.3 mg, 247 μmol) in CH2Cl2 (5 mL) was stirred at RT for 16 hours. The resulting precipitate was filtered and washed with CH2Cl2 (3×5 mL). Yield: 93.0 mg (80 %, orange solid).H NMR (500 MHz, CD2Cl2): δ=7.53 (d, 3
J
HH=7.8 Hz, 2 H, biph), 7.25 (dd, 3
J
HH=7.6 Hz, 4
J
HH=1.5 Hz, 2 H, biph), 6.83 (t, 3
J
HH=7.3 Hz, 2 H, biph), 6.64 (td, 3
J
HH=7.3 Hz, 4
J
HH=1.5 Hz, 2 H, biph), 2.15 (app. t, J=12 Hz, 6 H, Cy), 1.56–1.69 (m, 18 H, Cy), 1.56–1.42 (m, 12 H, Cy), 1.27 (app. q, J=12 Hz, 12 H, Cy), 1.18–0.97 (m, 18 H, Cy).
C{ (126 MHz, CD2Cl2): δ=154.4 (s, biph), 137.2 (t, 2
J
PC=7 Hz, biph), 135.9 (s, biph), 124.8 (s, biph), 121.9 (s, biph), 119.8 (s, biph), 35.0 (t, J
PC=12 Hz, Cy), 30.6 (s, Cy), 28.4 (t, J
PC=5 Hz, Cy), 26.9 (s, Cy).
P{ (162 MHz, CD2Cl2): δ=−5.4 (s). HR ESI‐MS (positive ion): 905.4904 ([M−Cl]+, calcd 905.4893) m/z. Anal. Calcd for C48H74ClIrP2 (940.73 g mol−1): C, 61.28; H, 7.93; N, 0.00. Found: C, 61.17; H, 8.01; N, 0.00.4 c: To a solution of 6 (60.0 mg, 61.5 μmol) in CH2Cl2 (5 mL) was added PiPr3 (0.84 m in pentane, 293 μL, 247 μmol) and the resulting solution stirred at RT for 16 hours. The solution was concentrated to ca. 2 mL, diluted with pentane (5 mL), and then filtered. The filtrate was dried in vacuo and the residues washed with pentane (2 mL) at −78 °C to afford the pure product. Yield: 59.0 mg (69 %, orange solid).H NMR (500 MHz, CD2Cl2): δ=7.62 (dd, 3
J
HH=7.9 Hz, 2 H, biph), 7.23 (dd, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, 2 H, biph), 6.84 (t, 3
J
HH=7.3 Hz, 2 H, biph), 6.61 (td, 3
J
HH=7.5 Hz, 4
J
HH=1.6 Hz, biph), 2.48–2.56 (m, 6 H, CH(CH3)2), 0.98 (app. q, J=7 Hz, 36 H, CH3).
C{ (126 MHz, CD2Cl2): δ=155.8 (s, biph), 135.8 (t, 2
J
PC=7 Hz, biph), 135.7 (s, biph), 124.7 (s, biph), 122.5 (s, biph), 120.0 (s, biph), 23.7 (t, J
PC=13 Hz, CH(CH3)2), 20.3 (s, CH3).
P{ (121 MHz, CD2Cl2): δ=5.8 (s). HR ESI‐MS (positive ion): 665.3012 ([M−Cl]+, calcd 665.3013) m/z. Anal. Calcd for C30H50ClIrP2 (700.34 g mol−1): C, 51.45; H, 7.20; N, 0.00. Found: C, 51.45; H, 7.39; N, 0.00.4 d: To a solution of 6 (60.0 mg, 61.5 μmol) in CH2Cl2 (5 mL) was added PiBu3 (61.6 μL, 247 μmol) and the resulting solution stirred at RT for 16 hours. The solution was concentrated to ca. 2 mL, diluted with pentane (5 mL), and then filtered. The solvent was then removed in vacuo to afford the pure product. Yield=78.0 mg (81 %, orange solid).H NMR (500 MHz, CD2Cl2): δ=7.43 (d, 3
J
HH=7.7 Hz, 2 H, biph), 7.27 (dd, 3
J
HH=7.5 Hz, 4
J
HH=1.5 Hz, 2 H, biph), 6.88 (t, 3
J
HH=7.3 Hz, 2 H, biph), 6.66 (td, 3
J
HH=7.6 Hz, 4
J
HH=1.5 Hz, 2 H, biph), 1.75–1.85 (m, 6 H CH2CH), 1.52 (app. dt, J=6 Hz, J=3, 12 H, CH2), 0.76 (d, 3
J
HH=6.7 Hz, 36 H, CH3).
C{ (126 MHz, CD2Cl2): δ=154.1 (s, biph), 138.2 (t, 2
J
PC=7 Hz, biph), 134.1 (s, biph), 125.5 (s, biph), 122.3 (s, biph), 120.2 (s, biph), 32.1 (t, J
PC=14 Hz, CH2), 26.1 (t, J
PC=4 Hz, CH2
CH), 25.0 (s, CH3).
P{ (202 MHz, CD2Cl2): δ=0.6 (s). HR ESI‐MS (positive ion): 749.3954 ([M−Cl]+, calcd 749.3952) m/z. Anal. Calcd for C36H62ClIrP2 (784.51 g mol−1): C, 55.12; H, 7.97; N, 0.00. Found: C, 55.26; H, 8.05; N, 0.00.
Synthesis of trans‐[M(2,2′‐biphenyl)(PR3)2][BArF
4] (M=Rh, 1; Ir, 2)
https://summary.ccdc.cam.ac.uk/structure-summary?doi=10.1002/chem.201705990 1590085–1590103 contain the supplementary crystallographic data for this paper, including full details about the collection, solution and refinement. These data are provided free of charge by http://www.ccdc.cam.ac.uk/.
Variable temperature NMR spectroscopy
Variable temperature measurements were performed using 9.0 mm of complex in CD2Cl2 solution (0.5 mL). Data for 1 a and 2 a were collected in the presence of powdered 3 Å molecular sieves. Spectra were recorded on a Bruker AV‐500 spectrometer at 298, 273, 250, 225, 200 and 185 K; samples were held for ten minutes at the desired temperature before acquisition.
Computational methods
All molecular geometries were optimised using Gaussian 09,37 at the pbe0/def2‐tzvp level of theory.32 NBO analyses were carried out using NBO 6.0, and QTAIM analyses using AIMAll.34
Supporting information
1H, 13C{1H} and 31P{1H} NMR spectra, and HR ESI‐MS of 1, 2, 3 and 4. Additional discussion centred on crystallographic disorder observed in the solid‐state structures of 1 and 2. Optimised structures of 1′, 2′ and isomers 1 c′′ and 2 c′′ in .xyz format. Selected output from NBO and QTAIM analysis of 1′ and 2′. CCDC 1590085‐1590103.
Conflict of interest
The authors declare no conflict of interest.As a service to our authors and readers, this journal provides supporting information supplied by the authors. Such materials are peer reviewed and may be re‐organized for online delivery, but are not copy‐edited or typeset. Technical support issues arising from supporting information (other than missing files) should be addressed to the authors.SupplementaryClick here for additional data file.
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