S. Friedrich et al., STABILIZING HETEROBIMETALLIC COMPLEXES CONTAINING UNSUPPORTED TI-M BONDS (M=FE, RU, CO) - THE NATURE OF TI-M DONOR-ACCEPTOR BONDS, Inorganic chemistry, 35(9), 1996, pp. 2433-2441
The stabilization of unsupported Ti-M (M = Fe, Ru, Co) heterodinuclear
complexes has been achieved by use of amidotitanium building blocks c
ontaining tripodal amido ligands. Salt metathesis of H3CC(CH(2)NSiMe(3
))(3)TiX (1) and C6H6C(CH(2)NSiMe(3))3TiX (2) as well as HC(SiMe(2)N(4
-CH3C6H4))(3)TiX (3) (X = Cl, a; Pr, b) with K[M(CO)(2)Cp] (M = Fe, Ru
) and Na[Co(CO)(3)(PR(3))] (R = Ph, Tol) gave the corresponding stable
heterobimetallic complexes of which H3CC(CH(2)NSiMe(3))3Ti-M(CO)(2)Cp
(M = Fe, 6; Ru, 7) and HC{SiMe(2)N(4-CH3C6H4)}Ti-3-M(CO)(2)Cp (M = Fe
, 12; Ru, 13) have been characterized by X-ray crystallography. 6: mon
oclinic, P2(1)/n, a = 15.496(3) Angstrom, b = 12.983(3) Angstrom, 29.2
19(3) Angstrom, beta = 104.52(2)degrees, Z = 8, V = 5690.71 Angstrom(3
), R = 0.070. 7: monoclinic, P2(1)/c, a = 12.977(3) Angstrom, b = 12.0
84(3) Angstrom, c = 18.217(3) Angstrom, beta = 91.33(2)degrees, Z = 4,
V = 2855.91 Angstrom(3), R = 0.048. 12: monoclinic, I2/c, a = 24.660(
4) Angstrom, b = 15.452(3) Angstrom, c = 20.631(4) Angstrom, beta = 10
3.64(3)degrees, Z = 8, V = 7639.65 Angstrom(3), R = 0.079. 13: monocli
nic, I2/c, a = 24.473(3) Angstrom, b = 15.417(3) Angstrom, c = 20.783(
4) Angstrom, beta = 104.20(2)degrees, Z = 8, V = 7601.84 Angstrom(3),
R = 0.066. H-1- and C-13-NMR studies in solution indicate free interna
l rotation of the molecular fragments around the Ti-M bonds. Fenske-Ha
ll calculations performed on the idealized system HC(CH2NH)(3)Ti-Fe(O-
C)(2)Cp (6x) have revealed a significant degree of pi-donor-acceptor i
nteraction between the two metal fragments reinforcing the Ti-Fe sigma
-bond. Due to the availability of energetically low-lying pi-acceptor
orbitals at the Ti center this partial multiple bonding is more pronou
nced that in the tin analogue HC(CH2NH)(3)Sn-Fe(CO)(2)Cp (15x) in whic
h an N-Sn sigma-orbital may act as pi-acceptor orbital.