Open Access Article
Julie M. Hernimana,
George P. Keeling
b,
Rhys P. King
*a,
Mark E. Lighta,
Navya Kandathil Sinthoa,
Kate Snowsilla and
Gillian Reid
*a
aSchool of Chemistry and Chemical Engineering, University of Southampton, Southampton SO17 1BJ, UK. E-mail: R.P.King@soton.ac.uk; G.Reid@soton.ac.uk
bGE HealthCare, Pollards Wood, Nightingales Lane, Chalfont St Giles, Bucks, HP8 4SP, UK
First published on 11th March 2026
Two new phosphine oxide appended aza-macrocyclic ligands, L1 and L3, have been prepared in good yield from the reaction of Bn-tacn and Bn-cyclen (tacn = 1,4,7-triazacyclononane; cyclen = 1,4,7,10-tetraazacyclododecane) with paraformaldehyde and diphenylphosphine oxide. They are characterised spectroscopically and via a crystal structure determination for L3·MeCN. The coordination chemistry of these ligands and the known NOTP-Ph (L2) with divalent late 3d metal ions, Co, Ni, Cu and Zn, has been investigated, showing that L1 and L2 bind in a pentadentate and hexadentate manner, respectively, in all cases. The potentially heptadentate L3 is found to coordinate to Co(II) and Zn(II) in a hexadentate manner (N4O2 donor set) giving distorted trigonal prismatic cations, and to Ni(II) through the same N4O2 donor set, but in a distorted octahedral geometry. These assignments follow from a combination of elemental analyses, mass spectrometry, IR, UV-visible, 1H and 31P{1H} NMR spectroscopic data, as appropriate, and X-ray crystal structures of several representative examples incorporating L1–L3. The properties of the new complexes are also compared to the literature data from the corresponding complexes of the cyclen macrocycle bearing four diphenylphosphine oxide pendant groups, DOTP-Ph, which are distinctly different. Overall, these studies across this series of ligands and metals demonstrate that the macrocyclic ring size, metal ion type and the number of pendant phosphine oxide arms all play an important role in determining the resulting coordination numbers and geometries.
A small number of phosphine oxide appended macrocycles have been reported.9,10 NOTP-Ph (L2), first described by Scherbakov and co-workers, was obtained by the reaction of tacn (1,4,7-triazacyclononane), paraformaldehyde, and diphenylphosphine oxide in benzene at 140 °C. NOTP-Ph (L2) (Scheme 1), with its N3O3-donor set, was reported to form stable complexes with group 12 and group 21 ions in organic solvents. Characterisation data was very limited, however, conductivity data on 1
:
1 complexes of L2 with alkali metal 2,4-dinitrophenolates were reported to follow the trend Li > Na > K > Cs, while the reactions of L2 with CaI2 and MgI2 yielded products of apparent composition (MgI2)3(L2)2·H2O and Ca(L2)I2·3H2O, respectively, although their structures remain unknown. The only reported transition metal complex of L2 was with cobalt thiocyanate, and suggested that compounds with various compositions can form depending on the metal
:
ligand ratio, including products that were tentatively formulated as [(Co(NCS))2(μ-L2)]2[Co(NCS)4]·NCS (blue) and [Co(NCS)2(L2)] (pink), on the basis of UV-vis data.11,12
More recently, some chemistry of the potentially octadentate cyclen derivative (cyclen = 1,4,7,10-tetraazacyclododecane), DOTP-Ph, has been reported with a range of hydrated divalent 3d metal perchlorates (M = Co, Ni, Cu, Zn), also showing that the coordination environment is metal dependent, with Cu(II) giving a five-coordinate complex with an N4O donor set and both cobalt and zinc giving unusual eight-coordinate complexes with octadentate coordination (N4O4 donor sets).13 In 2023, Troadec et al. reported two new chelators based on the cyclam core (cyclam = 1,4,8,11-tetraazacyclotetradecane) with either one or two –CH2P(O)Ph2 pendant arms and demonstrated for ligand te1poPh that judicious choice of ring-size and pendant arm allows for a copper(II)-specific chelator.14 However, there have been no systematic studies on the coordination chemistry of phosphine oxide functionalised aza-macrocycles varying both the chelator and metal ion.
We describe here the syntheses of three phosphine oxide appended aza-macrocycles derived from either the tacn or cyclen core and offering different donor sets and ring sizes. Their coordination chemistry is then explored with four divalent 3d transition metal ions (Co2+, Ni2+, Cu2+, Zn2+), with spectroscopic and X-ray crystallographic data showing that both the metal and the ligand type are important in determining the structural outcome. The new ligands and complexes have been characterised by IR, UV-visible and 1H NMR spectroscopy, as appropriate, mass spectrometry, and full X-ray crystal structure analyses are described for L3 and for 10 representative complexes incorporating L1–L3.
:
2 ratio, respectively. All three ligands show peaks at around 1175 cm−1 in their IR spectra, attributed to the P
O stretch from the phosphine oxide arms.
Crystals of an acetonitrile solvate of L3 (L3·MeCN) were grown from a saturated solution of the ligand in MeCN, with the ligand present in its free-base form (Fig. 1(a)). The P
O bond lengths are identical within error (∼1.49 Å) and are typical for uncoordinated phosphine oxides. There are close contacts between the P
O groups and CH's of the cyclen ring, which might direct the conformation of the ligand in the solid state, these are shown in Fig. 1(b). The benzyl group is found below the cyclen N4 ring, while two phosphine oxide arms (P1 and P2) lie approximately in the N4-plane and the P3 arm lies above the N4-plane.
Complexes of L1–L3 were synthesised by reacting the appropriate divalent 3d metal nitrate hydrate with the ligand in methanol, followed by the addition of an excess of Na[BPh4] (for all except copper) to provide a large, non-coordinating anion for charge balance and to encourage precipitation of the target complexes. The isolated [BPh4]− salts were recrystallised from MeCN. For copper(II) it was found that the complexes formed as [Cu(NO3)4]2− salts, hence instead, a 2
:
1 stoichiometric ratio Cu(NO3)2·3H2O:ligand was reacted with the ligands to isolate the complexes.
For L1, the Cu(II) complex was isolated as a blue-green solid, the Zn(II) complex as a colourless solid, while the Co(II) and Ni(II) complexes were isolated as light pink and green complexes, respectively. Their UV-vis data are consistent with six-coordination, and microanalysis also confirmed the formulation to be [M(L1)(MeCN)][BPh4]2 for all except M = Cu. The 1H and 31P{1H} NMR spectra of the Zn(II) complex are also consistent with the formulation [Zn(L1)(MeCN)][BPh4]2 with the latter showing a singlet at 35.9 ppm, significantly to high frequency from L1 (+27.7), indicating coordination of both pendant arms. The IR spectra of [M(L1)(MeCN)][BPh4]2 (M = Co, Ni, Zn) are essentially identical, with a peak at 1139 cm−1 assigned to the coordinated P
O and the absence of the original peak at 1179 cm−1 in L1 itself.
Crystals of [Cu(L1){Cu(NO3)4}] were grown by diffusion of diethyl ether into an acetonitrile solution of the complex. The crystal structure of the cation is shown in Fig. 2(a) below, with the Cu(II) of the cation in a six-coordinate environment with a distorted Jahn–Teller elongated octahedral geometry along the N1–Cu1–O3 axis. The [Cu(NO3)4]2− dianion interacts weakly with the copper in the cation, with a Cu1–O3 bond distance of 2.5602(11) Å, much longer than the Cu–O bonds involving the phosphine oxide functions (1.9745(9) and 1.9823(9) Å), but this is clearly still sufficient to out-compete coordination by the MeCN.
Diffusion of Et2O into MeCN solutions of the other metal complexes of L1 led to the crystals of the salts, [M(L1)(MeCN)][BPh4]2 (M = Co, Ni, Zn); the structure for M = Co is shown in Fig. 2(b), while views of the structures with the other metal ions are shown in the SI, Fig. S16(a) and (b). Key bond lengths for these L1 complexes are presented in Table 1. The three complexes are isostructural, with L1 coordinating in a pentadentate manner, and the sixth coordination site occupied by the acetonitrile ligand, in accord with the spectroscopic and analytical data. The cations have an approximate octahedral geometry with twist angles ranging from 54.17(4)–57.15(4)° (twist angle of an octahedron = 60°).
| Bond | M = Co/Å | M = Ni/Å | M = Cu/Å | M = Zn/Å |
|---|---|---|---|---|
| a Defined as the angle, α, between the triangular face defined by the tacn N atoms and the face defined by the coordinating oxygens of the arms and the coordinated MeCN or Cu anion. | ||||
| M–O1 | 2.0472(13) | 2.0567(12) | 1.9745(9) | 2.0441(12) |
| M–O2 | 2.1126(13) | 2.0981(12) | 1.9823(9) | 2.1187(13) |
| M–N1(tacn) | 2.1724(16) | 2.1002(14) | 2.2548(12) | 2.2053(15) |
| M–N2(tacn) | 2.1552(14) | 2.0567(12) | 2.0395(11) | 2.1749(15) |
| M–N3(tacn) | 2.1722(15) | 2.0997(14) | 2.0348(11) | 2.2074(15) |
| M–N4(MeCN) | 2.1118(18) | 2.0765(16) | – | 2.1441(18) |
| P1–O1 | 1.5169(14) | 1.5105(12) | 1.5194(10) | 1.5140(13) |
| P2–O2 | 1.5105(14) | 1.5128(13) | 1.5167(10) | 1.5089(13) |
Twist angle/° a |
55.59(4) | 57.15(4) | 54.87(3) | 54.17(4) |
Similarly, reaction of L2 with 2 mol. equiv. of Cu(NO3)2·3H2O in MeOH solution yielded [Cu(L2)][Cu(NO3)4], while the [M(L2)][BPh4]2 salts were readily isolated from a 1
:
1 M
:
L2 ratio, followed by precipitation of the [BPh4]− salts for M = Co, Ni, Zn. Spectroscopic analysis and microanalyses for these products are all consistent with hexadentate coordination of L2 via its N3O3 donor set.
Single crystals suitable for X-ray diffraction were also obtained for all four complexes as described in the Experimental section. In each case the structures confirm six-coordinate metal cations via the N3O3 macrocyclic donor set (Fig. 3(a) and (b), Table 2 and Fig. S17); the Co, Ni and Zn complexes are isostructural. The twist angles (Table 2) indicate a distorted octahedral geometry in each case. The average M–N distances follow the trend expected from the ionic radii of the divalent cations (Fig. 4), while the M–O distances all fall within a similar range, except with copper. For [Cu(L2)][Cu(NO3)4] the Jahn–Teller effect causes a compression of the Cu1–O1 and Cu1–N3 bonds, contrasting with the tetragonally elongated [Cu(L1){Cu(NO3)4}]. In all cases the metal sits closer to the plane defined by the three O atoms than that of the N donor atoms.
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| Fig. 3 Crystal structures of the cations in (a) [Ni(L2)][BPh4]2 and (b) [Cu(L2)][Cu(NO3)4] with H atoms and counter anions omitted for clarity. Ellipsoids are drawn at the 50% probability level. | ||
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| Fig. 4 Graph illustrating how the average M–X bond lengths (X = O, N) change with the metal in the L1 and L2 complexes. | ||
| Bond | M = Co/Å | M = Ni/Å | M = Cu/Å | M = Zn/Å |
|---|---|---|---|---|
| a Defined as the angle, α, between the triangular face defined by the tacn N atoms and the face defined by the coordinating oxygens of the arms. | ||||
| M–O1 | 2.0783(11) | 2.0551(13) | 1.9613(19) | 2.0554(11) |
| M–O2 | 2.0669(10) | 2.0885(15) | 2.127(2) | 2.0445(11) |
| M–O3 | 2.1034(11) | 2.0675(14) | 2.1333(19) | 2.0806(12) |
| M–N1 | 2.1584(12) | 2.0989(16) | 2.166(2) | 2.2018(14) |
| M–N2 | 2.1697(13) | 2.0990(17) | 2.212(2) | 2.2212(13) |
| M–N3 | 2.1582(13) | 2.0854(18) | 2.032(2) | 2.2032(14) |
| P1–O1 | 1.5100(11) | 1.5068(14) | 1.5196(19) | 1.5136(12) |
| P2–O2 | 1.5108(11) | 1.5079(15) | 1.509(2) | 1.5124(11) |
| P3–O3 | 1.5081(11) | 1.5058(15) | 1.5114(19) | 1.5100(12) |
Twist angle/° a |
50.24(3) | 52.29(4) | 52.41(6) | 49.63(3) |
Similarly to ligand L2, complexes of L3 with the late divalent transition metals were isolated (vide supra), either as [Cu(L3)][Cu(NO3)4], or, for the rest as their [BPh4]− salts, [M(L3)][BPh4]2, M = Co, Ni, Zn. Despite significant effort we were unable to obtain crystals of [M(L3)][BPh4]2 suitable for X-ray diffraction studies, however, for M = Zn, Co, and Ni crystals of the nitrate salts [M(L3)][NO3]2 were obtained from a small aliquot of the solutions prior to addition of Na[BPh4]. The crystal structures show (Fig. 6) that all four N-donor atoms from the cyclen ring are bound to the metal centre, as well as the two phosphine oxide pendant groups on the N atoms adjacent to the benzyl group, leaving the third phosphine oxide group uncoordinated. This gives rise to an N4O2 donor set at each metal ion, with the O-donor atoms mutually cis, the small ring-size of the cyclen prevents trans coordination of the pendant arms. For the cobalt and zinc complexes the geometries around the metal are approximately trigonal prismatic (twist angles of 11.35(10)° and 11.13(7)°, respectively), contrasting with the complexes with L1 and L2 discussed above and also contrasting with [M(DOTP-Ph)]2+ (M = Co, Zn) which have eight-coordinate twisted square antiprismatic geometries (Table 3).13
| L1 | L2 | L3 | DOTP-Ph 13 | |
|---|---|---|---|---|
| Co | 6 (oct.) | 6 (oct.) | 6 (trig. prism) | 8 (twisted sq. antiprism) |
| Ni | 6 (oct.) | 6 (oct.) | 6 (oct.) | 6 (oct.) |
| Cu | 6 (J–T elongated oct.) | 6 (J–T compressed oct.) | — | 5 (dist. tetragonal pyr.) |
| Zn | 6 (oct.) | 6 (oct.) | 6 (trig. prism) | 8 (twisted sq. antiprism) |
For [Ni(L3)][NO3]2, although the diffraction data quality was poor, it does indicate that the cation geometry is approximately octahedral (twist angle = 59.73(18)°), contrasting with the zinc and cobalt complexes, although as in the zinc and cobalt complexes, it is the phosphine oxide opposite the benzyl group that remains uncoordinated and the nitrates are not involved in the metal coordination sphere. The 31P{1H} and 1H NMR spectra of the zinc complex are in accord with the geometry observed in the solid state; the 31P{1H} NMR spectrum shows two resonances at 34.0 and 24.4 ppm in a 2
:
1 ratio consistent with the two phosphine oxides on the N atoms closest to the benzyl group coordinating to the metal centre in a symmetrical manner, with the other remaining uncoordinated. In the 1H NMR spectrum of [Zn(L3)][BPh4]2 (Fig. 5) there is a pair of resonances at 3.93 ppm corresponding to the pair of diastereotopic protons on the methylene bridge of the coordinated phosphine oxide arms, consistent with retention of the solid-state structure in solution. The protons were shown to be in the same spin system by cross peaks in the 1H–1H COSY NMR spectrum (SI, Fig. S15.3).
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| Fig. 5 1H NMR spectrum of [Zn(L3)][BPh4]2 in CD3CN. The expansion (top right) shows the resonance from the diastereotopic methylene protons from the coordinated phosphine oxide arms. | ||
For the tacn-based ligands L1 and L2 the overall geometries of the complexes are independent of the metal, except for copper(II) where Jahn–Teller distortions are seen in both cases. The manifestation of the Jahn–Teller effect is ligand dependent, with L1 giving a tetragonal elongation and L2 giving tetragonal compression. For the cyclen-based ligands L3 and DOTP-Ph the geometries depend both on the ligand and the metal. With L3 both cobalt and zinc form trigonal prismatic cations, while the nickel(II) ion appears to adopt a coordination environment closer to octahedral. This contrasts with the previously reported complexes with DOTP-Ph where the coordination environment depends strongly on the metal, with copper(II) forming a five-coordinate complex via the four cyclen nitrogens and one phosphine oxide arm, and both cobalt(II) and zinc(II) forming unusual eight-coordinate complexes with the DOTP-Ph octadentate.12
Infrared spectra were recorded using a Thermo Scientific Nicolet iS5 ATIR spectrometer (4000–400 cm−1). 1H, 13C{1H} and 31P{1H} NMR spectra were recorded using a Bruker AV400 or AVIIIHD400 spectrometer. Spectra were referenced to SiMe4 (TMS) via the residual solvent resonance (1H and 13C{1H}) and external 85% H3PO4 (31P{1H}). Low resolution ESI+ mass spectra for the metal complexes were acquired using a Waters (Manchester, UK) Acquity UPC2 TQD tandem quadrupole mass spectrometer. Samples were introduced using a 2 µL Partial Loop with Needle Overfill (PLNO) injection. High resolution ESI+ mass spectra were obtained using a Waters (Manchester, UK) Acquity TQD mass tandem quadrupole mass spectrometer. Samples were introduced to the mass spectrometer via an Acquity H-Class quaternary solvent manager (with TUV detector at 254 nm, sample and column manager). Ultrahigh performance liquid chromatography was undertaken using Waters BEH C18 column (50 mm × 2.1 mm 1.7 µm). Gradient elution from 20% acetonitrile (0.2% formic acid) to 100% acetonitrile (0.2% formic acid) was performed over five/ten minutes at a flow rate of 0.6 mL min−1. A Johnson Matthey magnetic balance was used to take magnetic measurements. Diamagnetic corrections were used for Co(II) and Ni(II) as −12 × 10−6 emu mol−1, whilst the approximation of Xdia = −(MW/2) × 10−6 emu mol−1 was used for the ligands and anions present. UV/vis data were obtained using a PerkinElmer Lambda 750 S Spectrometer using acetonitrile as the solvent across a range of 1300–300 nm. Duplicate microanalyses were carried out at Medac Ltd.
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50 split in each case). For [Co(L3)][NO3]2 there was electron density (320 electrons in cell) that could not be satisfactorily modelled, so a solvent mask was applied, which corresponds to 2 Et2O per asymmetric unit. In this structure one of the phenyl groups was also disordered over two sites with a ratio of 0.74
:
0.26 and modelled satisfactorily by split occupancies. For [Zn(L3)][NO3]2 there was also residual electron density (546 electrons in the cell) for which a solvent mask was applied, corresponding to 6 MeCN molecules per asymmetric unit. The crystallographic parameters are given in SI Table S16. The diffraction from [Ni(L3)][NO3]2 gave broad diffuse reflections observed at low angle only and data higher than 1.0 Å resolution had an I/σ < 3. Whilst it was possible to refine a chemically sensible structure and connectivity, it was not possible to obtain refinement statistics that meet the generally acceptable criteria for publication or inclusion in the Cambridge Crystallographic Database.
:
CH2Cl2, with the target compound eluted first. Fractions containing L1 were combined, dried over Na2SO4 and the solvent removed in vacuo to give an off-white powder. Yield: 0.969 g (44%). 1H NMR (298 K, CD3CN): δ (ppm) = 7.78–7.73 (m, [8H], ArH), 7.53–7.45 (m, [12H], ArH), 7.35–7.13 (m, [5H], Ar–H), 3.62 (br s, [2H], CH2Ph), 3.36 (d, 2JHP = 4.3 Hz, [4H], CH2P), 2.81 (br m, [4H], tacn-CH2), 2.60–2.32 (br m, [8H], tacn-CH2). 13C{1H} NMR (298 K, CD3CN): δ (ppm) = 133.5 (d, 1JPC = 93.9 Hz, ipso-C, PPh), 132.3 (s, p-CH, PPh), 131.5 (d, 3JPC = 8.8 Hz, m-CH, PPh), 130.2 (s, p-CH, Bn), 129.2 (d, 2JPC = 11.0 Hz, o-CH, PPh), 128.9 (s, o-CH, Bn), 61.9 (s, NCH2Bn), 58.1 (d, 1JPC = 84.4 Hz, NCH2P), 56.9 (br d, 2 × tacn-CH2), 54.2 (s, tacn-CH2NBn); ipso-C of Bn and m-CH, Bn not observed. 31P{1H} NMR (298 K, CD3CN): δ (ppm) = 27.8 (s). IR (ATIR, ν/cm−1): 1179 (P
O). HR ESI+ MS (MeOH); found: m/z = 648.2906 [C39H43N3O2P2 + H]+ (calculated for [C39H43N3O2P2 + H]+ = 648.2903).
:
CH2Cl2. Fractions containing L2 were combined and dried in vacuo, affording an off-white powder. Yield: 0.725 g (24%). 1H NMR (CD3CN, 298 K): δ (ppm) = 7.75–7.46 (br, [30H], ArH), 3.32 (d, 2JHP = 4.78 Hz, [6H], NCH2P), 2.57 (s, [12H], tacn-CH2). 13C{1H} NMR (298 K, CDCl3): δ (ppm) = 132.4 (d, 1JPC = 96.1 Hz, ipso-C, PPh), 131.8 (s, p-CH, PPh), 131.2 (d, 3JPC = 8.8 Hz, m-CH, PPh), 128.6 (d, 2JPC = 11.0 Hz, o-CH, PPh), 58.3 (d, 1JPC = 85.8 Hz, NCH2P), 56.7 (s, tacn-CH2). 31P{1H} NMR (CD3CN): δ (ppm) = 26.0 (s, P
O). IR (ν/cm−1): 1174 (P
O). HR ESI+ MS (MeOH); found: m/z = 772.2945 [C45H48N3O3P3 + H]+, 794.2763 [C45H48N3O3P3 + Na]+ (calculated for [C45H48N3O3P3 + H]+ = 772.2981, [C45H48N3O3P3 + Na]+ 794.2801).
O). HR ESI+ MS (MeOH); found: m/z = 905.3863 [C54H59N4O3P3 + H]+, 927.3691 [C54H59N4O3P3 + Na]+, 453.1974 [C54H59N4O3P3 + 2H]2+ (calculated for [C54H59N4O3P3 + H]+ = 905.3873, [C54H59N4O3P3 + Na]+ = 927.3692, [C54H59N4O3P3 + 2H]2+ = 453.1973).
O), 2269, 2296 (MeCN). ESI+ MS (MeCN): (calculated for [Co(L1)]2+: 353.11); found: m/z = 353.23 [Co(L1)]2+. Single crystals were grown via slow evaporation of MeCN from a solution of the complex.
O), 2271, 2300 (MeCN). ESI+ MS (MeCN): (calculated for [Ni(L1)]2+: 352.61); found: m/z = 352.79 [Ni(L1)]2+. Single crystals were grown via slow evaporation of MeCN from a solution of the complex.
O), 2269, 2297 (MeCN).
O). UV-vis (MeCN, 3 × 10−3 M: λmax/nm (ε/M−1 cm−1)): 757 (54).
O). UV-vis (MeCN), 3 × 10−3 M: λmax/nm (ε/M−1 cm−1): 511 (51), 541 (47), 1200 (16). Crystals suitable for single crystal X-ray analysis were grown by vapour diffusion of Et2O into an MeCN solution of the complex.
O). UV-vis (MeCN, 3 × 10−3 M: λmax/nm (ε/M−1 cm−1)): 376 (55), 604 (27), 1010 (30). Single crystals were grown via vapour diffusion of Et2O into an MeCN solution of the complex.
O). Crystals were grown via vapour diffusion of Et2O into an MeCN solution of the complex.
O). UV-vis (MeCN), 2.3 × 10−3 M: λmax/nm (ε/M−1 cm−1): 802 (120). Crystals were grown by vapour diffusion of Et2O into an MeCN solution of the complex.
O), 1134 s (coordinated P
O). UV-vis (MeCN), 3 × 10−3 M: λmax/nm (ε/M−1 cm−1): 490 (64), 529 (50), 563 (48). Magnetic moment µeff = 4.92 B.M.
O), 1139 s (coordinated P
O). UV-vis (MeCN), 1.7 × 10−3 M: λmax/nm (ε/M−1 cm−1): 427 (52), 620 (27), 1138 (34)).
O), 24.4 (s, [1P], uncoordinated P
O). ESI+ MS (MeCN): (calculated for [Zn(L3)]2+: m/z = 484.15); found: m/z = 484.33 [Zn(L3)]2+. IR (ν/cm−1): 1181 s (uncoordinated P
O), 1134 s (coordinated P
O).
O), 1140 s (coordinated P
O). UV-vis (MeCN, 2.3 × 10−3 M): λmax/nm (ε/M−1 cm−1): 649 (654).The potentially heptadentate cyclen-based ligand, L3 was found to coordinate in a hexadentate manner forming complexes of the type [M(L3)][BPh4]2 (M = Co, Ni, Zn), in which the four amine functions and the two phosphine oxide arms adjacent to the N-benzyl group coordinate to the metal ion, leaving the third phosphine oxide which is positioned across the ring from the N-Bn group, uncoordinated (N4O2 donor set). For the L3 complexes the geometries are dependent on the metal ion, with cobalt(II) and zinc(II) forming approximately trigonal prismatic dications and the smaller nickel(II) adopting a distorted octahedral geometry. This is consistent with what is seen for the potentially octadentate ligand, DOTP-Ph, where the coordination number and geometry is strongly dependent on the choice of metal, although the actual coordination environments observed for L3 in the present study are markedly different from those reported for DOTP-Ph, which binds in an unexpected octadentate manner to Zn(II) and Co(II).12
These studies pave the way for a more thorough investigation of the coordination of L1–L3 and related derivatives towards Group 1 and 2 metals ions to clarify the speciation of their complexes,1,2 as well as to probe their suitability for encapsulating larger p- and d-block ions.
CCDC 2516147–2516157 contain the supplementary crystallographic data for this paper.19a–k
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