Open Access Article
Claire E. Schmit and
Gregory S. Girolami
*
School of Chemical Sciences, University of Illinois, 600 South Mathews Avenue, Urbana, IL 61801, USA. E-mail: ggirolam@illinois.edu
First published on 23rd June 2026
A series of volatile cobalt(II) and nickel(II) N,N′-dialkyl-bis(β-dialdiminato) complexes of stoichiometry M[RN(CH)3NR]2 (where R = methyl, ethyl, iso-propyl, or tert-butyl) have been prepared and characterized. NMR, IR, and UV-vis spectra are reported, along with their magnetic properties and crystal structures. IR and crystallographic data support the conclusion that all these complexes contain divalent metal ions and closed-shell monoanionic ligands. NMR studies indicate that some spin density is delocalized directly into the π-orbitals of the β-dialdiminate ligand, as seen in other N,N′-diaryl and β-diketiminato compounds of cobalt(II) and nickel(II), and magnetic measurements afford magnetic moments that are larger than the spin-only values owing to orbital contributions to the moments. In the UV-Vis spectra, the higher energy spin-allowed d–d transition can be observed in the visible (or near visible) region. Overall, these new cobalt(II) and nickel(II) compounds are similar to their N,N′-diaryl and β-diketiminato analogues, but have lower molecular masses and thus are more volatile, making them potentially useful precursors for the chemical vapor deposition (CVD) of cobalt- or nickel-containing films.
Most of the known metal complexes of β-dialdiminate ligands bear aryl substituents on the two nitrogen atoms; in contrast, metal complexes of N,N′-dialkyl-β-dialdiminates have been little studied. There are a few N,N′-dialkyl-β-dialdiminate compounds of divalent Co, Ni, Cu, Zn and Pd in which the central methine (3-position) is substituted with a nitro group.8,9 In addition, some transition metal complexes of tetradentate ligands incorporate N,N′-dialkyl-β-dialdiminate units.10–13 None of these complexes, however, contains unsubstituted N,N′-dialkyl-β-dialdiminate ligands with small aliphatic alkyl groups on nitrogen. Recently we reported the synthesis and characterization of a series of magnesium(II) and zinc(II) N,N′-dialkyl-β-dialdiminato compounds that are examples of coordination complexes in this class.14
Here, we focus on the synthesis and characterization of monomeric cobalt(II) and nickel(II) N,N′-dialkyl-β-dialdiminate complexes; NMR, IR, and UV-vis spectra are reported, along with their magnetic properties and crystal structures. Owing to their relatively high volatilities, these compounds may prove useful as precursors for CVD or atomic layer deposition (ALD) of cobalt- and nickel-containing films.15–18
All eight compounds were prepared in moderate-to-good yields, depending on the metal and the substituent on nitrogen, by one or both of two routes: (i) salt metathesis from a metal(II) halide (or metal(II) acetylacetonate) and isolated samples of lithium N,N′-dialkyl-1,3-propanedialdiminate (1a, 52%; 1b, 70%; 1c, 89%; 1d, 45%; 2d, 46%), or (ii) salt metathesis from a metal(II) halide and sodium N,N′-dialkyl-1,3-propanedialdiminate prepared in situ from the N,N′-dialkyl-1,3-propanedialdiminium chloride and sodium ethoxide (1a, 78%; 1b, 82%; 2a, 75%; 2b, 80%; 2c, 69%). All compounds can be isolated by sublimation, crystallization, or vacuum distillation. The ethyl and iso-propyl compounds are liquids or low-melting solids at room temperature, but the methyl and tert-butyl compounds are solids. All eight compounds can be handled for at least an hour in air without decomposition, but over longer periods (several hours to several days) the solids discolor and agglomerate, presumably due to hydration or hydrolysis.
The IR spectra exhibit two strong peaks due to N
C and C
C stretching modes, one between 1580 and 1595 cm−1 and the other between 1506 and 1516 cm−1. These frequencies are very similar to those of 1563–1605 cm−1 and 1501–1530 cm−1 reported for N,N′-diaryl-β-dialdiminato complexes of cobalt(II) and nickel(II).20–24 These complex lack higher-frequency N
C bands in the 1650 to 1770 cm−1 region that are seen when the ligands are reduced to their radical dianionic state.25
2m) and also with the zinc analogue.14
In all the compounds, the π-bonds in the planar NCCCN ligand backbone are delocalized so that the two N
C distances are equal, as are the two C
C distances. The N
C distances of ∼1.32 Å are consistent with the conclusion from the IR spectra that the ligands have a closed-shell monoanionic electronic configuration; for comparison, the N
C distances lengthen to ∼1.35 Å when the ligands are reduced to their radical dianionic form.25
For the cobalt compounds 1a–1d, the M–N bond distances are 1.963(1) for 1a vs. 1.987(1) Å for 1d, with intermediate values for 1b and 1c (Table 1). Although the M–N bond distances increase slightly with increasing steric bulk of the substituent on nitrogen, the differences are too small to establish this trend as chemically significant. The ligand bite angle (defined as the N–M–N angle formed by a single β-dialdiminate ligand) also increases as the N-substituent becomes larger: from 96.14(5)° for the N-methyl compound 1a to 99.62(7)° for the N-tert-butyl compound 1d, with the N-ethyl and N-iso-propyl compounds 1b and 1c again having intermediate values. Similar behaviour is also seen in the nickel N-methyl, N-ethyl, and N-tert-butyl compounds 2a, 2b, and 2d: the M–N bond distance increases very slightly from 1.942(1) Å in 2a to 1.979(1) Å in 2d, and the ligand bite angle becomes larger from 93.10(7)° for 2a to 96.38(8)° for 2d, with the values for 2b lying in between. For the same substituent on the nitrogen, the M–N bond distances are systematically about 0.01–0.03 Å longer in the cobalt compounds than in the nickel compounds, reflecting the slightly larger ionic radius of cobalt(II) compared to nickel(II) (0.72 Å and 0.69 Å, respectively).26 The metal–nitrogen distances are consistent with the metal centers all being high-spin, a conclusion that has been confirmed by magnetic measurements (see below).
| Compound | τ4 | Dihedral angle (°) | M–N (Å) | Bite angle (°) |
|---|---|---|---|---|
| 1a | 0.84 | 81.66(5) | 1.963(1) | 96.14(5) |
| 1b | 0.88, 0.89 | 88.22(5), 86.58(5) | 1.964(5) to 1.971(1) | 96.96(7) to 97.45(6) |
| 1c | 0.89 | 87.43(4) | 1.970(1) to 1.981(1) | 97.48(5), 97.54(5) |
| 1d | 0.93 | 90 | 1.987(1) | 99.62(7) |
| 2a | 0.76 | 76.04(5) | 1.942(1) | 93.10(7) |
| 2b | 0.73, 0.84 | 72.8(2), 89.4(3) | 1.937(9) to 1.965(6) | 92.8(4) to 94.0(4) |
| 2d | 0.90 | 90 | 1.979(1) | 96.38(8) |
For high-spin ions in tetrahedral coordination environments, Jahn–Teller distortions are not expected for d7 cobalt(II) but should occur for d8 nickel(II). Despite this difference, the complexes described here have very similar geometries irrespective of the metal ion. All exhibit one or both of two kinds of small distortions away from perfect tetrahedral geometry: (1) the N–M–N angles are not all the same (although this distortion is simply due to the chelating nature of the β-dialdiminato ligands), and (2) except for the N-tert-butyl compounds 1d and 2d the two ligand planes are not perfectly orthogonal. The dihedral angle between two mean ligand planes – defined by the six-membered rings of the ligands – should be 90° for perfect tetrahedral geometry (and equals this value in the tert-butyl substituted complexes 1d and 2d), but when the N-alkyl group is methyl the dihedral angle is 81.66(5)° in the cobalt compound 1a, and 76.04(5)° in the nickel compound 2a. Similar deviations away from the orthogonal geometry are also seen for the nacnac analogues of 1a and 2a in which the nitrogen atoms bear small methyl groups: the interligand dihedral angle is 76.98(4) and 72.30(5)° for the cobalt(II)27 and nickel(II)28 analogues, respectively.
Similar conclusions are reached from comparisons of the τ4 values (a parameter that ranges from 1 for perfect tetrahedral geometry to 0 for perfect square-planar geometry):29 the distortion away from tetrahedral symmetry is largest for the N-methyl compounds 1a and 2a, which have τ4 = 0.84 and 0.76, respectively. As the substituents on nitrogen become larger, the geometry more closely approaches tetrahedral symmetry, so that the N-tert-butyl compounds 1d and 2d have τ4 values of 0.93 and 0.90, respectively (Table 1).
Because the cobalt(II) compounds should not distort owing to Jahn–teller effects, the <90° dihedral angles seen for 1a–1c in the solid state may be due to packing effects. There are, however, some differences in the UV-Vis spectra between 1a–1c and 1d (see below), which suggest that the interligand dihedral angles seen in the crystal structures may persist in solution.
The broadest and most shifted 1H NMR resonances seen for 1a–1d and 2a–2d are due to the aldimine N
CH protons, which are deshielded and appear near δ 490 for the Co compounds and near δ 370 for the Ni analogues; the full widths at half maximum (FWHM) for this resonance vary from 1200 to 6800 Hz. The central backbone β-CH protons are shielded instead of deshielded: they appear near δ −84 ppm for the cobalt compounds 1a–1d and near δ −140 for the nickel compounds 2a–2d. In the 13C NMR spectra, the broadest and most shifted resonance is not due to the imine N
CH carbon but rather due to the central backbone β-CH carbon: this resonance appears near δ 1250 for 1a–1d and between δ 626 and 741 for 2a–2d. The imine N
CH carbon appears between δ 560 and 690 for 1a–1d, and between δ −327 and −484 for 2a–2d. Thus, for both the cobalt and nickel compounds, the chemical shifts (ranging from most deshielded to most shielded) vary in the order NCH, α-alkyl, β-alkyl, central CH.
The 1H NMR spectra of isostructural cobalt(II) and nickel(II) compounds have long been of interest because they can be analyzed to distinguish between the contact (i.e., through-bond) and pseudo-contact (also called dipolar; i.e., through-space) contributions to the observed paramagnetic shifts.32,33 This analysis is possible whenever one of the two ions is magnetically anisotropic but the other is not: the pseudo-contact contribution is zero when the ion is magnetically isotropic. For perfectly tetrahedral complexes cobalt(II) and nickel(II), only nickel has a pseudo-contact contribution to the 1H NMR shifts, but the situation is different if the symmetry is lowered.
The ground state of cobalt(II) in a tetrahedral (i.e., isotropic) ligand field is an orbitally non-degenerate 4A2(F) state. But in a lower-symmetry axial ligand field, the higher energy triply-degenerate terms are split and then can interact with the orbitally non-degenerate ground state term. This mixing (via spin–orbit coupling) introduces magnetic anisotropy into the ground state, which increases as the axial distortion becomes larger.33 As a result, in axial ligand fields the g values for cobalt(II) complexes can be anisotropic and often lie in the range of 2.2 to 2.4, usually with a large zero-field spitting of the spin-quartet.34 For comparison, nickel(II) in a tetrahedral ligand field has an orbitally degenerate 3T1 ground state and shows anisotropic g-values in the EPR spectra (usually in the range of 2.0–2.3); small distortions will lift this degeneracy, however, which can lead to g values that are isotropic (gx = gy = gz) or nearly so.34
Thus, in axially distorted tetrahedral cobalt(II) and nickel(II) compounds, the pseudo-contact shift is often large for cobalt but is small or zero for nickel.35 This behavior has been seen for a series of N,N′-diaryl-β-dialdiminate compounds of cobalt(II) and nickel(II): both the contact and pseudo-contact terms affect the 1H NMR chemical shifts of the cobalt compounds, whereas only the contact term contributes significantly to the observed 1H NMR chemical shifts of the nickel compounds.32,33 As we will show in the next paragraph, the 1H NMR spectra of compounds 1a–1d and 2a–2d are consistent with this same conclusion: the observed paramagnetic 1H NMR shifts of the Co β-dialdiminate complexes 1a–1d have both contact and pseudo-contact contributions, whereas the 1H NMR shifts of the Ni β-dialdiminate complexes 2a–2d are mostly caused by the contact interaction alone.
For the contact shift, delocalization of spin density from the metal can occur through σ-orbitals or through π-orbitals (or both), and it is well understood that these two mechanisms have different effects on the NMR chemical shifts as a function of the number of bonds between the paramagnetic metal center and the 1H nucleus.35,36 For compounds 1a–1d and 2a–2d, the paramagnetic shifts of the protons in the backbone of the β-dialdiminate ligands are as follows: deshielded (N
CH), shielded (β-CH), and deshielded (N
CH). This alternation in the sign of the paramagnetic shift along the CH–CH–CH ligand backbone indicates that spin density is delocalized directly into the π-orbitals of the β-dialdiminate ligands, and that in these compounds the contact interaction is the dominant factor in determining the 1H NMR chemical shifts in the ligand backbone.35,36
The 1H NMR chemical shifts of the cobalt(II) and nickel(II) complexes with the same N-substituents show the following trends: the N
CH resonances in the cobalt(II) compounds 1a–1d are deshielded by ca. 120 ppm relative to the nickel(II) compounds 2a–2d, and the β-CH resonances are deshielded by ca. 55 ppm. This deshielding effect is due in large part to the pseudo-contact interaction, which as stated above should be operative only in the cobalt complexes.
The 13C NMR shifts of the N
CH and β-CH resonances do not show the shielded/deshielded alternation seen in the 1H NMR shifts of their attached protons. This observation suggests that the carbon atoms are more strongly affected by the contact interaction mediated by σ-orbitals, which is reasonable because the N
CH and β-CH carbon atoms in the ligand backbones are connected to the metal atoms by two or three bonds, respectively, vs. three or four for the hydrogen atoms.
000–33
000 M−1 cm−1) absorption bands at ∼330–350 nm due to ligand-based π → π* (and other) transitions (Fig. 6 and Fig. S5.1), as has been seen for similar cobalt(II) bis(β-diketiminate) compounds.37 Compounds 1a–1d also show three relatively weaker bands at 440–510 nm (ε = 750–1300 M−1 cm−1) in the visible region, with the three separate bands being most clearly resolved in the spectrum of the tert-butyl complex 1d.
Three d–d transitions are expected for ideal tetrahedral high-spin cobalt(II) complexes: the lowest energy transition 4A2 → 4T2 is expected in the IR (near 3000–4000 cm−1 or 2500–3300 nm), the transition 4A2 → 4T1(F) is expected in the near-IR (around 5000–8000 cm−1 or 1250–2000 nm), and the highest-energy transition 4A2 → 4T1(P) is expected in the visible region (around 13
000–18
000 cm−1 or 500–800 nm).38,39 Previous studies of high-spin cobalt(II) compounds also show that the absorptivities of the d-d bands in the near-IR spectra are generally on the order of 102 M−1 cm−1 whereas the bands in the visible region are more intense, with absorptivities ranging up to 103 M−1 cm−1. Based on these expectations, we can assign the bands at 440–510 nm for 1a–1d to the 4A2 → 4T1(P) transition, split into several components owing to spin–orbit coupling and the lowering of the molecular symmetry from Td to D2d.
As seen for 1a–1d, the 4A2 → 4T1(P) transition in other tetrahedral or near-tetrahedral cobalt(II) compounds is also split into multiple components by spin–orbit or Jahn–Teller effects. For example, the 4A2 → 4T1(P) transition appears as several bands between 726 and 776 nm in stibine and phosphine coordination complexes,40 as several bands between 678 and 769 nm for cobalt(II) halide salts,41 and as several bands between 404 to 513 nm for a bis(benzoxazole-2-yl)methanide cobalt complex.42 For cobalt(II) compounds with N4 ligand sets like those in 1a–1d, the highest-energy 4A2 → 4T1(P) absorption bands generally appear between about 17
500 to 25
000 cm−1 or about 400 to 570 nm,43–46 which fully encompasses the range seen for 1a–1d.
The UV-Vis spectra of similar cobalt(II) compounds (see SI) often are not sufficiently well resolved to exhibit the three distinct d–d absorptions seen for 1d and a few other compounds, as discussed above. Instead, what is often seen is one broad band occasionally accompanied by broad shoulders, as we see for 1a–1c. The poor resolution of the d–d bands in cobalt(II) complexes is sometimes due to the overlapping of these bands with charge transfer and other kinds of absorptions, and sometimes due to stereochemical flexibility in solution, so that the spectrum consists of overlapping contributions from a manifold of different conformers. We believe the latter phenomenon is most likely responsible for the better resolution of the UV-Vis peaks of 1d vs. those in 1a–1c: owing to the large steric size of the tert-butyl substituents on nitrogen, which disfavor twisting of the two ligands with respect to one another along the molecular 2-fold symmetry axis, 1d is more conformationally locked in solution than its analogues with smaller N-alkyl groups. Thus, the splitting of the three bands seen for 1d is probably due to spin–orbit coupling effects, rather than to Jahn–Teller distortions.
The nickel compounds 2a–2d are all dark brown in the solid state, but dissolve to afford yellow solutions in pentane. The intensities and absorption energies of tetrahedral(II) nickel complexes are generally similar to their those of their cobalt(II) analogs. For 2a–2d, intense ligand-based π → π* transitions (∼330–370 nm, ε = 13
000–22
000 M−1 cm−1) appear at about the same energy as seen for the cobalt compounds, and there also are bands in the mid-visible region between 430 and 490 nm (Fig. 7 and Fig. S5.2). The spectra of 2a–2d also contain weaker features at ∼600 nm.
Ideal tetrahedral high-spin nickel(II) complexes have three spin-allowed d-d transitions: the lowest energy transition 3T1(F) → 3T2(F) is expected in the IR (near 3000–4000 cm−1 or 2500–3300 nm), the 3T1(F) → 3A2(F) transition is expected in the near-IR (near 5000–10
000 cm−1 or 1000–2000 nm), and the highest-energy 3T1(F) → 3T1(P) transition is expected in the visible region (near 11
000–18
000 cm−1 or 500–900 nm).39 Based on these expectations, we can assign the bands at 430–490 nm for 2a–2d to the 3T1(F) → 3T1(P) transition, split into several components owing to the lowering of the molecular symmetry from Td to D2d. This 3T1(F) → 3T1(P) transition appears at about the same energy for the methyl, ethyl, iso-propyl substituted complexes 2a–2c, but is about 30 nm lower in energy (and somewhat more intense) for the tert-butyl compound 2d, probably because the two ligand planes in the latter are more exactly orthogonal. The weaker features at ∼600 nm may be due to transitions to spin singlet states (1D), which are often observable in the regions between the spin allowed bands.39
In certain nickel(II) salts the 3T1(F) → 3T1(P) transition appears at 11
000 to 17
000 cm−1 (600 to 900 nm), and the 3T1(F) → 3A2(F) transition appears at 7000 to 9000 cm−1 (1000 to 1400 nm).47 Some other tetrahedral nickel(II) phosphine halide complexes also absorb in the 500–900 nm range,48 exhibiting bands with fine-structure giving line shapes that are similar to those seen for 2a–2d.
For 1a, the χT value remains relatively constant from 300 down to 100 K, then decreases gradually upon lowering the temperature further to 40 K and then more steeply to a value of 0.92 cm−3 mol−1 K at 2 K. Similarly, χT for compound 1b decreases gradually from 300 K to about 30 K and then decreases sharply to a value of 1.51 cm−3 mol−1 K at 2 K, whereas the χT value for compound 1d is relatively unchanged from 300 K to 20 K, with an abrupt drop to 1.81 cm−3 mol−1 K at 2 K. This behavior is likely caused by the presence of zero-field splitting (ZFS), which strongly affects the magnetic properties of high-spin cobalt(II) centers,51,52 and/or orbital angular momentum contributions to the observed magnetic moment.40,42,53–55 The temperatures at which the steep decrease in χT occurs are in the order 1d (∼20 K) < 1b (∼30 K) < 1a (∼40 K), indicating that the ZFS in 1d is smaller than for complexes 1a and 1b. The sloping of the high-temperature portion of the curve for 1b may be due to presence of a small amount of a ferromagnetic impurity; it is unlikely that the intrinsic magnetic properties of 1b should differ significantly from those of 1a and 1d. All of these data are consistent with 1a, 1b, and 1d having high-spin, axially distorted pseudo-tetrahedral cobalt(II) metal centers.56
The nickel complexes 2a and 2d have room temperature (300 K) χT values of 1.27 and 1.29 cm−3 mol−1 K, respectively (corresponding to magnetic moments of 3.19, and 3.21μB). These values are larger than the spin-only χT value of 1.00 cm−3 mol−1 K (= 2.83μB) for a single molecular spin center with S = 1 and an isotropic g value of 2.00 but closely match those for an S = 1 center with g = 2.26. Similar values are seen for other pseudo-tetrahedral nickel(II) compounds.28,42,57 Rigorously tetrahedral nickel(II) compounds have an orbitally degenerate ground state (3T1) and can have magnetic moments up to 4.2μB,48 but relatively modest distortions from Td symmetry can remove the orbital degeneracy and lower the magnetic moment (the lower limit for the high-spin state being the spin-only value of 2.8μB).
All SQUID χT data reported here were fit to various models using the following Hamiltonian, which includes both Zeeman and ZFS terms:
The fits of the magnetic data for the cobalt(II) compounds give the following results: all three compounds 1a, 1b, and 1d are best considered to have an axial set of g-values in which the g-anisotropy is largest for the N-methyl compound 1a (gx = gy = 2.46; gz = 1.59) and smallest for the N-tert-butyl compound 1d (gx = gy = 2.25; gz = 2.19). Evidently, the anisotropy becomes smaller as the compound becomes more nearly perfectly tetrahedral. The zero-field splitting parameter D is largest and negative for the N-methyl compound 1a (−11 cm−1) and smallest and positive for the N-tert-butyl compound 1d (+5 cm−1).
The fits of the magnetic data for the nickel(II) compounds are best interpreted in terms of an isotropic or an axial but nearly-isotropic set of g-values, with g between 2.25 and 2.29 and D between +51 and +59 cm−1. The N-tert-butyl compound 2d shows has the largest g-values and the largest zero-field splitting parameter.
Frozen toluene solutions of 1a gave very weak X-band EPR signals near geff = 2.05 and geff = 6.5; the nickel(II) compound 2a under similar conditions gave a weak signal near geff = 2.05. It is possible that some of these signals may have been due to impurities. For the cobalt compound, the absence of a well-defined EPR spectrum is most likely due to rapid spin relaxation caused by strong spin–orbit coupling; nickel(II) compounds are commonly EPR silent at X-band frequencies at 77 K.
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| Fig. 9 TGA ramp experiments for the cobalt(II) compounds 1a–1d under 1 atm of N2; the heating rate was 10 °C per minute. | ||
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| Fig. 10 TGA ramp experiments for the nickel(II) compounds 2a–2d under 1 atm of N2; the heating rate was 10 °C per minute. | ||
The enthalpies of vaporization, which were measured for all eight compounds from a series of isothermal experiments58 (see Tables S3.2 and S3.3), indicate that the most volatile compounds are the N-methyl substituted compounds 1a and 2a, which have ΔHvap = 66 and 69 kJ mol−1, respectively. The N-ethyl and N-iso-propyl compounds 1b–1c and 2b–2c have similarly small enthalpies of vaporization of between 68 and 74 kJ mol−1 whereas the N-tert-butyl substituted compounds 1d and 2d are significantly less volatile, with ΔHvap = 103 and 105 kJ mol−1, respectively. As expected, the temperature required to achieve 1 Torr of vapor pressure (a useful metric for CVD experiments) increases with increasing molecular mass: 100, 114, 145, and 184 °C for the cobalt methyl, ethyl, iso-propyl, and tert-butyl compounds, respectively, and 85, 120, 152, and 183 °C for the nickel methyl, ethyl, iso-propyl, and tert-butyl compounds, respectively. As expected, the N-methyl substituted compounds 1a and 2a are the most volatile of these eight new compounds. The volatilization onset temperatures under 1 atm of N2 also follow this same trend (see Table S3.1).
Commercially available cobalt(II) and nickel(II) amidinate precursors sublime at 35–70 °C at 0.05–0.07 Torr.59 No onset temperatures or enthalpies of vaporization were reported, but these sublimation conditions are similar to those employed during the purification of 1a–1c and 2a–2c. Nickel(II) and cobalt(II) complexes of N,N′-dialkyl β-ketoiminates have also been investigated as CVD precursors. The N-iso-propyl substituted nickel complex has an enthalpy of vaporization of 76.73 kJ mol−1, and a temperature of 156 °C required to achieve 1 Torr of vapor pressure; the analogous cobalt complex is similarly volatile.16,17 From these values, we conclude that 1a–1c and 2a–2c are more volatile than these β-ketoiminato complexes, whereas compounds 1d and 2d are somewhat less volatile. Overall, the volatility and thermal stability of the N,N′-di-alkyl-bis(β-dialdiminato) complexes 1a–1d and 2a–2d make them potentially useful CVD precursors, because their volatilities are similar to, or exceed, those of commercially available cobalt and nickel CVD precursors.
Elemental analyses were performed by the School of Chemical Sciences Microanalytical Laboratory at the University of Illinois at Urbana-Champaign. FTIR spectra were acquired on a Thermo Nicolet IR200 spectrometer as Nujol mulls between KBr plates and processed using the Omnic software package. NMR spectra were recorded on a Varian Unity Inova 500NB spectrometer at 11.75 T, a Varian VXR 500 spectrometer with Unity Inova 500 console at 11.75 T, or a B600 Bruker NEO spectrometer at 14.1 T equipped with a Bruker Avance Neo console and 600 MHz, 5 mm, BBO-BB Prodigy CryoProbe. Chemical shifts are reported in δ units, more positive shifts to higher frequency relative to TMS, referenced to residual solvent peaks. Due to the fast relaxation of the 1H nuclei (particularly the N
CH protons, which were unobservable with a standard 90° pulse of 8 μs), 1H NMR spectra were collected with a short pulse (2 or 5 μs). Melting points and decomposition temperatures were determined in closed capillaries under argon on a Thomas–Hoover Unimelt apparatus.
UV-visible spectra were recorded on a Varian Cary 50 Bio spectrophotometer or an Agilent Technologies 8454 spectrophotometer. Thermogravimetric analyses were performed on a TA Instruments Q50 TGA. Solid state magnetic data were collected on a Quantum Design third-generation Magnetic Property Measurement System (MPMS3), which uses a Superconducting Quantum Interference Device (SQUID), and were modeled using the MagProp program in Dave 2.5.60
CH), 216 (br, FWHM = 400 Hz, 12H, CH3), −87 (br, FWHM = 220 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, C6D6, 20 °C): δ 1240 (br, FWHM = 460 Hz, β-CH), 691 (br, FWHM = 290 Hz, N
CH), 358 (br, FWHM = 250 Hz, CH3). IR (KBr, cm−1): 1590 (s), 1508 (s), 1394 (m), 1362 (m), 1326 (s), 1193 (w), 1125 (m), 1095 (m), 723 (m). UV-Vis (pentane, λ/nm, ε/M−1 cm−1): 246 (7200), 291 (11
000), 329 (25
000), 342 (27
000), 380 (4700) sh, 456 (990) sh, 472 (1200), 502 (750) sh.
CH), 217 (br, FWHM = 520 Hz, 8H, CH2), −23 (br, FWHM = 300 Hz, 12H, CH3), −86 (br, FWHM = 270 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, C6D6, 20 °C): δ 1226 (br, FWHM = 610 Hz, β-CH), 610 (br, FWHM = 260 Hz, N
CH), 430 (br, FWHM = 160 Hz, CH3), 325 (br, FWHM = 260 Hz, CH2). IR (KBr, cm−1): 1584 (s), 1508 (s), 1336 (m), 1262 (m), 1135 (m), 1041 (w), 725 (m). UV-Vis (pentane, λ/nm, ε/M−1 cm−1): 249 (6300), 289 (9700), 329 (25
000), 344 (28
000), 382 (4900) sh, 447 (990) sh, 471 (1300), 501 (800) sh.
CH), 212 (br, FWHM = 940 Hz, 4H, N–CH), −6.5 (br, FWHM = 400 Hz, 24H, CH3), −85 (br, FWHM = 420 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, C6D6, 20 °C): δ 1247 (br, FWHM = 1400 Hz, 2C, β-CH), 598 (br, FWHM = 300 Hz, 4C, N
CH), 452 (br, FWHM = 180 Hz, 8C, CH3), 231 (br, FWHM = 360 Hz, 4C, N–CH). IR (KBr, cm−1): 1580 (s), 1509 (s), 1336 (s), 1312 (s), 1288 (s), 1199 (m), 1141 (m), 1116 (m), 1017 (w), 958 (w), 730 (m). UV-Vis (pentane, λ/nm, ε/M−1 cm−1): 247 (6000), 289 (9300), 331 (25
000), 347 (30
000), 380 (6500), 443 (880) sh, 473 (1300), 508 (810). Crystals of 1c suitable for X-ray crystallography were grown from saturated pentane solutions at –20 °C.
CH), 9.06 (br, FWHM = 730 Hz, 36H, CH3), −80 (br, FWHM = 670 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, C6D6, 20 °C): δ 561 (br, FHMW = 550 Hz, 4C, N
CH), 481 (br, FWHM = 350 Hz, 12C, CH3), 87 (br, FWHM = 550 Hz, 4C, N–C). 1H NMR (600 MHz, CDCl3, 20 °C): δ 492 (br, FWHM = 6800 Hz, 4H, N
CH), 8.95 (br, FWHM = 990 Hz, 36H, CH3), −79 (br, FWHM = 830 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, CDCl3, 20 °C): δ 1260 (br, FWHM = 1800 Hz, 2C, β-CH), 553 (br, FWHM = 530 Hz, 4C, N
CH), 474 (br, FWHM = 360 Hz, 12C, CH3), 95 (br, FWHM = 630 Hz, 4C, N–C). IR (KBr, cm−1): 1582 (m), 1513 (s), 1327 (s), 1241 (m), 1190 (m), 1171 (m), 928 (m), 736 (m). UV-Vis (pentane, λ/nm, ε/M−1 cm−1): 290 (8900), 340 (33
000), 351 (31
000), 383 (6100), 445 (950), 471 (1300), 505 (1000).
CH), 258 (br, FWHM = 200 Hz, 12H, CH3), −143 (br, FWHM = 100 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, C6D6, 20 °C): δ 741 (br, FWHM = 340 Hz, 2C, β-CH), 603 (br, FWHM = 310, 4C, CH3), −327 (br, FWHM = 100 Hz, 4C, N
CH). IR (KBr, cm−1): 1595 (s), 1506 (s), 1409 (m), 1394 (m), 1362 (m), 1322 (s), 1186 (w), 1123 (w), 1100 (w), 725 (m). UV-Vis (pentane, λ/nm, ε/M−1 cm−1): 318 (16
000), 348 (17
000), 425 (2800), 471 (2900), ∼610 (230).
CH), 252 (br, FWHM = 300 Hz, 8H, CH2), 5.7 (br, FWHM = 100 Hz, 12H, CH3), −141 (br, FWHM = 100 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, C6D6, 20 °C): δ 721 (br, FWHM = 360 Hz, 2C, β-CH), 569 (br, FWHM = 260 Hz, 4C, CH2), 400 (br, FWHM = 70 Hz, 4C, CH3), −364 (br, FWHM = 120 Hz, 4C, N
CH). IR (KBr, cm−1): 1591 (s), 1507 (s), 1484 (m), 1335 (m), 1261 (m), 1134 (m), 1038 (w), 726 (m). UV-Vis (pentane, λ/nm, ε/M−1 cm−1): 317 (18
000), 339 (18
000), 354 (18
000), 428 (2600), 477 (2800), 600 (140). Crystals of 2b suitable for X-ray crystallography were grown from saturated pentane solutions at –20 °C.
CH), 237 (br, FWHM = 500 Hz, 4H, N-CH), 12.2 (br, FWHM = 100 Hz, 24H, CH3), −136 (br, FWHM = 100 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, C6D6, 20 °C): δ 692 (br, FWHM = 390 Hz, 2C, β-CH), 583 (br, FWHM = 230 Hz, 4C, N–CH), 429 (br, FWHM = 110 Hz, 8C, CH3), −395 (br, FWHM = 140 Hz, 4C, N
CH). IR (KBr, cm−1): 1588 (s), 1508 (s), 1479 (s), 1364 (m), 1344 (m), 1309 (m), 1284 (s), 1273 (s), 1195 (m), 1145 (m), 1110 (m), 1090 (w), 1043 (w), 1018 (w), 956 (w), 730 (m). UV-Vis (pentane, λ/nm, ε/M−1 cm−1): 232 (14
000), 318 (15
000), 336 (16
000), 357 (16
000), 442 (3000), 487 (2400) sh, 586 (150).
CH), 19.6 (br, FWHM = 200 Hz, 36H, CH3), −135 (br, FWHM = 200 Hz, 2H, β-CH). 13C{1H} NMR (600 MHz, C6D6, 20 °C): δ 634 (br, FWHM = 200 Hz, 4C, N–C), 626 (br, FWHM = 460 Hz, 2C, β-CH), 425 (br, FWHM = 130 Hz, 12C, CH3), −484 (br, FWHM = 140 Hz, 4C, N
CH). IR (KBr, cm−1): 1588 (m), 1516 (m), 1320 (m), 1186 (m), 1167 (m), 917 (w), 737 (m). UV-Vis (pentane, λ/nm, ε/M−1 cm−1): 233 (15
000), 257 (8300) sh, 318 (19
000) sh, 337 (22
000), 367 (13
000), 464 (3600) sh, 494 (3600), 585 (150).
CCDC 2348010–2348015 and 2348314 (for 1a–1d, 2a, 2b, and 2d) contain the supplementary crystallographic data for this paper.61a–g
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