Hector W. L.
Fraser
a,
Gary S.
Nichol
a,
Amgalanbaatar
Baldansuren
b,
Eric J. L.
McInnes
b and
Euan K.
Brechin
*a
aEaStCHEM School of Chemistry, The University of Edinburgh, David Brewster Road, Edinburgh, EH9 3FJ Scotland, UK. E-mail: E.Brechin@ed.ac.uk; Tel: +44 (0)131-650-7545
bSchool of Chemistry and Photon Science Institute, The University of Manchester, Oxford Road, Manchester, M13 9PL, UK
First published on 15th October 2018
A family of heterometallic Anderson-type ‘wheels’ of general formula [MIII2MII5(hmp)12]4+ (MIII = Cr or Al and MII = Ni or Zn, Hhmp = 2-pyridinemethanol) has been extended to include MIII = Cr or Al and MII = Co, Fe, Mn or Cu, affording five new species of formulae [Cr2Co5(hmp)12](ClO4)4 (1), [Cr2Fe5(hmp)12](ClO4)4 (2), [Cr2Mn5(hmp)12](ClO4)4 (3), [Cr2Cu5(hmp)12](ClO4)2(NO3)2 (4) and [Al2Co5(hmp)12](ClO4)4 (5). As per previous family members, the metallic skeleton common to the cations of 1–5 describes a centred hexagon with the two MIII sites disordered around the outer wheel, with the exception of compound 4 where the CuII sites are localised. A structurally related, but enlarged planar disc possessing a [MIII6MII] hexagon capped on each edge by a CuII ion can be formed, but only when MIII = Al and MII = Cu. In [AlIII6CuII7(OH)12(hmp)12](ClO4)6(NO3)2 (6) the Anderson moiety contains a central, symmetry-imposed octahedral CuII ion surrounded by a wheel of AlIII ions. Solid-state dc susceptibility and magnetisation measurements reveal the presence of competing exchange interactions in 1–5, and very weak antiferromagnetic exchange between the CuII ions in 6 which may be intra- and/or intermolecular in nature.
In 3d transition metal chemistry the molecular triangle is most commonly found in one of two structure types: (a) the oxo-centred planar triangle [M3O]n+, as personified by the basic metal carboxylates,7 where all four atoms lie on (or nearly on) the same plane, or (b) the [M3O4]n+ partial cubane where the metal ions and O-atoms lie on different planes, i.e. a cube missing one metal vertex. The latter moiety also often acts as the building block for the creation of large and (occasionally) very large molecules whose structures conform to molecular ‘sheets’, i.e. the metallic skeleton of the complex grows in 2D. From a structural/synthetic perspective this is simple to understand as a series of O-bridged, edge- and vertex-sharing metal triangles (Fig. 1). For example, two edge-sharing triangles form tetranuclear [M4O2]n+ or [M4O6]n+ butterflies or partial cubanes (Fig. 1a and b), with detailed magneto-structural correlations developed for Fe8 and Mn.9 Such triangles and butterflies/partial cubanes are by far the most common building blocks seen in large cages containing multiple 3d MII/IIIn ions (n > 4).
Continued edge-sharing growth in just one dimension/direction from triangle to butterfly/partial cubane to larger species results in the formation of molecular rods (Fig. 1c), a pertinent example being the use of tripodal alcohol ligands to direct the formation of Mn6, Mn7, Mn8, Mn12 complexes.10 Growth in two dimensions/directions leads to planar disc-like complexes (Fig. 1d–i), the most common of which is the Anderson-type wheel. This structure describes a centred hexagon, with homometalic,11 heterometallic,12 homovalent13 and heterovalent14 examples known. Larger complexes are somewhat unusual, but are all characterised by beautiful structural aesthetics, the presence of the Anderson moiety at the core of their metallic skeletons, and interesting physical properties. For example, [Ni10] (Fig. 1e) is a rare example of a large nuclearity Ni single-molecule magnet (SMM),15 mixed-valent [Co13/14] cages (Fig. 1f and g) display ferromagnetic exchange interactions between the CoII ions,16 [Fe17/19] is an example of a trapped/molecular mineral phase with S ≥ 33/2,17 two [Mn19] cages possess a similar brucite-like core (Fig. 1h), one displaying intramolecular ferrimagnetic exchange and long range magnetic order,18a and the other being a very rare example of a Mn-alkoxide, while [Co24] was the first polynuclear CoII species to exhibit slow relaxation of the magnetization (Fig. 1i).19 It is also interesting to note a common thread in the synthesis of each of these species: the use of alkoxide-based bridging ligands.
We recently reported a small family of Anderson-type complexes of general formula [MIII2MII5(hmp)12]4+ (MIII = Cr or Al and MII = Ni or Zn, Hhmp = 2-pyridinemethanol) in which the two MIII sites were disordered around the outer wheel.20 The relative ease of synthesis of these species and their stability in both the solid and solution state suggested that more family members could be made simply by changing the identity of both the MIII and MII ions. Herein we report expansion of this family to include MII = Cu, Co, Mn and Fe, and MIII = Al and Cr, alongside the serendipitous self-assembly of the related, but larger complex [AlIII6CuII7(OH)12(hmp)12](ClO4)6(NO3)2.
M–M [Å] | r [Å] | ϕ [°] | |
---|---|---|---|
1 | 3.148 | 2.059–2.151 | 95.40–98.23 |
2 | 3.182 | 2.126–2.162 | 95.80–98.70 |
3 | 3.236 | 2.108–2.170 | 96.60–98.48 |
4 | 3.156–3.188 | 2.067–2.213 | 88.59–102.89 |
5 | 3.133 | 2.036–2.133 | 95.49–98.47 |
M–M [Å] | r [Å] | ϕ [°] | |
---|---|---|---|
1 | 3.156 | 1.987–2.151 | 97.09–104.73 |
2 | 3.191 | 1.981–2.162 | 97.92–107.47 |
3 | 3.245 | 1.974–2.177 | 98.67–102.73 |
4 | 3.163–3.216 | 1.571–2.402 | 91.70–144.85 |
5 | 3.141 | 1.956–2.133 | 97.77–105.81 |
M–M [Å] | r [Å] | ϕ [°] | |
---|---|---|---|
Cucentral–Alring | 2.984 | 1.943–2.043 | 96.76, 96.91 |
Alring–Alring | 2.985 | 1.870–1.948 | 100.18, 105.73 |
Alring–Cuouter | 3.447, 3.451 | 1.866–1.945 | 129.77, 129.89 |
We begin with a generic description of complexes 1–5. Complexes 1–3 and 5 are isostructural, crystallising in the trigonal space group R with the asymmetric unit (ASU) containing only the central metal ion, one outer metal ion, two hmp− ligands and two ClO4− anions. The structure (Fig. 2 and 3) is that of a centred metal hexagon in which the two MIII ions are disordered around the outer [M6] wheel. There are therefore two distinct metal sites in the [MIII2MII5] cluster, the central metal ion is always an MII ion (Co (1, 5), Fe (2), Mn (3)), which is bridged to the outer metal ions by six symmetry equivalent μ3-OR groups from six hmp− ligands. The central ion thus has a symmetry imposed, octahedral (D3d) [MIIO6] coordination sphere. The outer metal ions are all also symmetry equivalent, crystallographic disorder resulting in the MIII ions being equally distributed around all six positions, each with a 2/3 MII, 1/3 MIII occupancy, with an average charge of +2.33. This was modelled as a 5
:
2 substitutional disorder ratio of metal centres by splitting the unique site into two separate parts with identical, constrained co-ordinates and anisotropic displacement parameters, and by fixing the occupancies such that they sum to give a 5
:
2 ratio of MII to MIII. The disorder gives three distinct structural isomers with the MIII ions occupying outer ring positions 1,2 1,3 or 1,4 in a ratio of 2
:
2
:
1 (Fig. 3).
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Fig. 3 Schematic representation showing the three isomers for compound 3: 1,2 (left), 1,3 (centre) and 1,4 (right). |
Around the ring, the metal ions are connected by one μ-OR (hmp−) group on the ‘outside’ of the wheel and one μ3-OR (hmp−) group on the ‘inside’ of the wheel. Two terminally bonded N-atoms from the hmp− ligands complete the octahedral coordination spheres on each metal ion. A total of twelve hmp− ligands therefore ‘frame’ the metal–oxygen core, six sitting above and six sitting below the metal ion plane. Charge balance is maintained through the presence of four ClO4− anions. Two sit one above/one below the plane of the metal core with their O-atoms closely associated to the three methylene groups of the hmp− ligands, with Cl–O⋯H(CH2) distances of approximately 2.6 Å. These interactions occur between cations lying above and below the ClO4− ion creating offset cation–anion columns down the c-axis of the unit cell. The remaining two ClO4− anions sit parallel to the plane of the cage, with analogous inter-molecular cation–anion interactions creating H-bonded sheets in the ab plane. The overall result is an aesthetically pleasing topology reminiscent of a hexagonal close packed (hcp) array of cages viewed down the c-axis (Fig. S1†).
Compound 4 (Fig. 5) crystallises in the monoclinic space group I2/a, with half the molecular formula in the ASU. The structure is analogous to that seen for 1–3 and 5 but with the important exception that the two CrIII sites in the outer wheel are now not disordered, instead being localised in the 1,4 positions, i.e. trans to each other. The reason for this, and the lowering of crystallographic symmetry, is not clear but may be associated with the presence of Jahn–Teller (JT) distortions at the four peripheral CuII sites (Cu2–N3 = 2.032 Å; Cu2–O6 = 2.402 Å; Cu3–N6 = 2.080 Å; Cu3–O2 = 2.345 Å), and at the central CuII site (Cu1–O3/O3′ = 2.213 Å). Charge balance is maintained through the presence of two ClO4− and two NO3− anions. The cation–anion interactions are largely similar to that seen above, with the molecules forming layers in the ab plane, with the NO3− anions lying between the planes and the ClO4− anions lying within the planes. However in this case the cations are not off-set, instead they sit directly above/below nearest neighbours along the c-axis of the unit cell (Fig. S2 and S3†).
Complex 6 crystallises in the trigonal space group R, with the ASU containing the central CuII ion (Cu2), one AlIII ion, one outer CuII ion (Cu1), two OH− ions (O3, O4), two hmp− ligands, one ClO4− anion and 1/3 of an NO3− anion (Fig. 4b). The central core contains an Anderson-like [CuIIAlIII6] wheel with an octahedral CuII ion (Cu2–O3 = 2.043 Å) in the central position bridged to a ring of six AlIII ions through six μ3-OH− ions. D3d symmetry is imposed on Cu2 as it sits on a special position with a 3-fold axis and an inversion centre. The AlIII ions are further bridged to each other via six μ-OH− ions (O4), and to edge-capping CuII ions (Cu1) through the μ-hmp− ligands. The AlIII ions are thus in octahedral geometries with [AlO6] coordination spheres, while the peripheral CuII ions are square-based pyramidal with [CuN2O3] coordination spheres, the fifth site being occupied by a ClO4− ion (Cu1–O5 = 2.637 Å). When viewed parallel to the central Anderson motif, it is clear that the metallic skeleton is not fully planar, with the six peripheral CuII ions (Cu1) sitting alternately above and below the plane (Fig. 6). As these are chelated by the hmp− ligands the latter also sit (six) above and (six) below the [CuAl6] moiety. The packing of the molecules of 6 in the crystal (Fig. S4 and S5†) is akin to that seen for complexes 1–3 and 5, with offset columns of cations along the c-axis, the charge balancing NO3− counter ions lying between the sheets of cations present in the ab plane. Nearest inter-cluster contacts exist between aromatic rings on neighbouring molecules with C(Ar)–C(Ar) separations of ∼3.4 Å, C(Ar)–H(CAr) of ∼2.8 Å and C(Ar)–O(ClO4−) of ∼3 Å. Note that the closest intermolecular Cu⋯Cu distance is ∼8.5 Å (see magnetism and EPR sections below).
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Fig. 4 Molecular structure of the cation of compound 4. Colour code: Cr = green, Cu = dark blue, O = red, N = light blue, C = black. H-atoms, counter anions and solvent molecules omitted for clarity. |
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Fig. 5 Molecular structure of the cation of complex 6. Colour code: Al = silver, Cu = dark blue, O = red, N = light blue, C = black, Cl = yellow. H atoms and counter ions omitted for clarity. |
For complexes 1–5 the experimental room temperature values of χMT are close to the Curie constants expected for five and two non-interacting MII and MIII ions, respectively; 1: 19.6 cm3 K mol−1 (expected 16.2 cm3 K mol−1, gCr = 2.00, gCo = 2.30); 2: 17.7 cm3 K mol−1 (expected 18.2 cm3 K mol−1, gCr = 2.00, gFe = 2.20); 3: 25.4 cm3 K mol−1 (expected 25.6 cm3 K mol−1, gCr = gMn = 2.00); 4: 6.1 cm3 K mol−1 (expected 6.0 cm3 K mol−1, gCr = 2.00, gCu = 2.20); 5: 13.7 (expected 12.4 cm3 K mol−1, gCr = 2.00, gCo = 2.30). The temperature dependence of χMT for all five complexes down to approximately T ≈ 25 K is rather similar, all decreasing slowly with decreasing temperature. For complex 1 the value of χMT then plateaus at a value of 17.0 cm3 K mol−1, before decreasing to a value of 14.2 cm3 K mol−1 at 2 K. For complexes 3 and 5 the value of χMT increases to maximum values of 19.7 and 14.4 cm3 K mol−1, respectively. For complexes 2 and 4 the value of χMT continues to decrease, reaching T = 2 K values of 7.8 and 0.5 cm3 K mol−1, respectively. The behaviour in each case is therefore consistent with the presence of competing exchange interactions, as observed and quantified for the structurally analogous [Cr2Ni5(hmp)12]4+ family of complexes.20 The positional disorder of the CrIII ions and resulting different isomers, the large number of different exchange interactions and, in the case of complexes, 1, 2, 5, the zero-field splitting effects of the MII ions precludes any detailed/quantitative analysis of the susceptibility data. Magnetisation (M) versus field data, collected for 1–5 in the T = 2–7 K and B = 0.5–7 T temperature and field ranges (Fig. S6–S10†) are consistent with this picture, in each case M rising rapidly with increasing B without reaching saturation.
The dc susceptibility and magnetisation data for complex 6 is shown in Fig. 8. The high temperature χMT value of 3.06 cm3 K mol−1 is close to that expected for seven non-interacting (s = ½) CuII ions with g = 2.20 (3.2 cm3 K mol−1). This value remains constant in the T = 400–25 K temperature regime, before falling to a value of 1.7 cm3 K mol−1 at T = 2 K. This is consistent with the presence of very weak antiferromagnetic exchange interactions between the CuII ions, as would be expected from the presence of a 3-atom (Cu–O–M–O–Cu) bridge between neighbouring paramagnetic sites.24 The data is invariant in measurements performed at different field strengths (Fig. S11†). The χMT and magnetisation data were fitted simultaneously using isotropic spin-Hamiltonian (1) and the exchange interaction scheme depicted in Fig. 9, where the indices i and j refer to the interacting CuII ions, μB is the Bohr magneton, B is the applied magnetic field, g is the g-factor of the CuII ions (fixed from the EPR with g∥ = 2.21 and g⊥ = 2.06), Ŝ is a spin operator and J is the isotropic exchange interaction. Using this model, the best fit parameter was found to be J = −0.47 cm−1. This value is similar to that previously observed for Cu(II) ions bridged via diamagnetic metal ion (–O–M–O–) moieties.24
Given the very small value of J, fitting was also attempted using a model in which intermolecular interactions (see the EPR section below) were also included via a mean-field approach, but all solutions remained inferior to that given above.
The modular assembly of large heterometallic cages is extremely rare, interestingly the only other example known is a family of Cr-based wheels which also show positional disorder at the metal sites.25 Building larger molecular cages based on the Anderson core in ‘2D’ such that they resemble larger and larger fragments of the kagomé lattice is of fundamental interest to chemists and physicists studying the unusual physical phenomena resulting from spin frustration.26 The [M13] structure type reported here is commonly observed in Al and Ga chemistry,27–29 but previous examples in 3d chemistry are limited to just Ni and Co.16,30
Footnote |
† Electronic supplementary information (ESI) available: Additional details of X-ray crystallography and structure, and magnetic measurements. CCDC 1855222–1855227. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/c8dt03793k |
This journal is © The Royal Society of Chemistry 2018 |