Nickel(II) complexes of quinquedentate macrocyclic ligands and the crystal and molecular structure of the ring-opened hydrolysis product [11-(6-acetyl-2-pyridyl)-3,7,10-triazadodec-10-enylamine-NN′N″N‴N″″]-aquanickel(II) diperchlorate
Abstract
In contrast to several other first-row transition-metal (and non-transition-metal) ions, NiII is ineffective as a template for the cyclic condensation of 2,6-diacetylpyridine with 4,7-diazadecane-1,10-diamine and related tetraamines to yield quinquedentate macrocyclic ligands. However, nickel(II) complexes of the 17-membered macrocycle L3 may be prepared by replacement of AgI from the complex [AgL3][ClO4]. On the basis of electronic spectra and other physical measurements, these complexes [NiL3(X)][ClO4](X = ClO4, NCS, or N3) are shown to have six-co-ordinate structures in which L3 adopts a new conformation, i.e. one in which it occupies five sites of a distorted octahedron. Replacement of AgI from the cavity of the less flexible 16-membered macrocycle L2 in dry ROH (R = Me or Et) yields distorted octahedral complexes of the new, more flexible, macrocycles L9 or L10 formed by addition of ROH across one azomethine bond of L2. The driving force for these reactions, which do not occur with (pentagonal) complexes of L2 with other metal ions, is believed to arise from a strong preference for the d8 ion for an orthogonal disposition of donor atoms. If the metal exchange is carried out in the presence of water, or if the L9 and L10 complexes are treated with water, a ready hydrolysis occurs to yield octahedral complexes of the ring-opened ligand L11. Crystals of the title complex [NiL11(OH2)][ClO4]2 are monoclinic, with a= 15.292(12), b= 19.807(15), c= 8.432(8)Å, β= 106.54(8)°, Z= 4, space group P21/a. 1 514 Reflections above background have been measured by diffractometer and refined by full-matrix least squares to R 0.076. The ligand occupies five sites of a distorted octahedron around the metal ion [Ni–N 2.099(12), 1.999(14), 2.312(13), 2.084(11), and 2.085(12)Å]. A water molecule at 2.126(8)Å completes the co-ordination sphere.