614
A.V. Piskunov et al. / Inorganic Chemistry Communications 9 (2006) 612–615
The X-ray analysis2 of 2 has shown that in the crystal it
t-Bu
t-Bu
Ar
N
THF
Sn
has a dimeric structure and tin atoms have a distorted tri-
gonal pyramidal environment (Fig. 2). The O(1), N(1),
O(2) and O(2), N(2), O(1) atoms form the bases of trigonal
pyramids, respectively for Sn(1) and Sn(2). The skeletons
of amidophenolate ligands are plane and these ligands
are the practically parallel to each other. Dihedral angle
between ones is 3.87(9)ꢁ. Dihedral angles between the
planar central Sn(1)O(1)Sn(2)O(2) fragment and the
five-membered metallocycles are 101.7(1)ꢁ and 98.9(1)ꢁ,
respectively for Sn(1)O(1)N(1)C(1)C(2) and Sn(2)O(2)-
N(2)C(27)C(28) fragments. The bending angles along
O. . .N lines in metallocycles have an opposite direction
and are 23.13(8)ꢁ and 21.72(8)ꢁ. Probably, it is caused by
the nonbonding repulsion between the tin atoms, which
O
O
N
t-Bu
THF
+
2
(3)
t-Bu
N
t-Bu
O
Ar
Ar
t-Bu
1
Supplementary material
Crystallographic data for the structural analysis has
been deposited with the Cambridge Crystallographic Data
Centre, CCDC No. 297394 for compound 1 and CCDC
No. 297395 for compound 2. Copies of this information
may be obtained free of charge from The Director, CCDC,
12, Union Road, Cambridge CB2 1EZ, UK [fax: +44 1223
˚
are separated from each other by 3.350(4) A.
˚
The
Sn(1)–O(1)
(2.170(2) A)
and
Sn(2)–O(2)
˚
(2.162(2) A) distances are significantly shorter then bonds
˚
˚
Sn(2)–O(1) and Sn(1)–O(2) (2.235(2) A and 2.240(2) A)
which have donor–acceptor nature. Also these distances
are shorter then in tin(II) catecholate (2.201(4)–
Acknowledgements
˚
2.334(4) A [13]), but are comparable with Sn–O bonds
We are grateful to the Russian Foundation for Basic Re-
search (Grant 04-03-32413), Russian President Grant sup-
porting scientific schools (Grant 4947.2006.3) and Russian
Science Support Foundation for financial support of this
work.
lengths observed for dimeric tin(II) phenolates and alcoho-
˚
lates (2.169–2.173 A [14]). Values of Sn–N distances
˚
(2.010(2) and 2.105(2) A) lie in the range typical for diva-
˚
lent tin diamide derivatives (2.084–2.102 A [15]), and it is
in clear agreement with the sum of covalent radii of nitro-
˚
gen and tin (2.10 A [8]). It should be noted that existence of
dimer divalent tin derivatives having such Sn–O bonding is
rather usual [16].
References
˚
In contrast to 1, distances C–O (1.399(3) A and
[1] (a) C.G. Pierpont, Coord. Chem. Rev. 216–217 (2001) 99;
(b) C.G. Pierpont, Coord. Chem. Rev. 219–221 (2001) 415.
[2] V.K. Cherkasov, G.A. Abakumov, Organomet. Chem. USSR 3
(1990) 426.
[3] G.A. Abakumov, A.I. Poddel’sky, E.V. Grunova, V.K. Cherkasov,
G.K. Fukin, Yu.A. Kurskii, L.G. Abakumova, Angew. Chem. Int.
Ed. 44 (2005) 2767.
˚
˚
˚
1.400(3) A) and C–N (1.404(3) A and 1.398(3) A) in 2 are
equalized and have no noticeable difference, so their values
lie between those observed for antimony amidophenolate
˚
derivative (1.351 and 1.408 A correspondingly [3]), but clo-
ser to N–C distance.
[4] (a) G.A. Abakumov, A.I. Poddel’sky, M.P. Bubnov, G.K. Fukin,
L.G. Abakumova, V.N. Ikorskii, V.K. Cherkasov, Inorg. Chim. Acta
358 (2005) 3829, and references therein;
Complexes 1 and 2 are both stable in solid state under
excluding air and moisture conditions.
Complex 1 can be easily obtained from derivative 2.
Interaction of equimolar quantities of 2 and imQ in THF
results in tin(IV) amidophenolate 1 formation. The equiva-
lence of the products obtained by two different ways (reac-
tions (1) and (3)) was shown using melting point
determination and NMR data.
(b) E. Bill, E. Bothe, P. Chaudhuri, K. Chlopek, D. Herebian, S.
Kokatam, K. Ray, T. Weyhermuller, F. Neese, K. Wieghardt, Chem.
Eur. J. 11 (2005) 204, and references therein.
[5] (a) V.M. Jımenez-Perez, C. Camacho-Camacho, M. Guizado-
¨
Rodrıguez, H. No¨th, R. Contreras, J. Organomet. Chem. 614–615
(2000) 283;
(b) S. Bruni, A. Caneschi, F. Cariati, C. Delfs, A. Dei, D. Gatteschi, J.
Am. Chem. Soc. 116 (1994) 1388;
(c) A.Y. Girgis, A.L. Balch, Inorg. Chem. 14 (1975) 2724.
[6] A.V. Piskunov, S.V. Maslennikov, I.V. Spirina, V.P. Maslennikov,
Russ. J. Coord. Chem. 28 (2002) 808.
[7] The imQ (1.52 g, 4 mmol) dispersion in THF (30 ml) was added to tin
(4.75 g, 40 mmol) amalgam and reaction mixture was shacked for
about 3 h. During the reaction color of solution turned from red to
transparent brown. After reaction had been finished (the color of
reaction mixture did not change any more), THF was evaporated
under vacuum conditions and after that hexane was added. After
cooling of hexane solution, light brown crystals of 1 were obtained.
Additional quantities of 1 were produced by the same way from
mother liquor in three steps. The total yield is 2.37 g (83.4%) of the
analytically pure compound. M.p. 206 ꢁC (dec.). Point of crystal
hexane loss is 119 ꢁC. Anal. Calc. for C62H96N2O3Sn C, 73.00; H,
2
X-ray data for 2: C52H74N2O2Sn2, crystal size 1.50 · 0.60 · 0.40 mm,
˚
˚
M = 996.51, monoclinic, a = 26.2216(19) A, b = 8.8081(6) A, c =
3
˚
˚
23.0711(17) A, a = 90ꢁ b = 109.9830(10)ꢁ, c = 90ꢁ, V = 5007.7(6) A , space
group Cc, Z = 4, T = 100(2) K, F(000) = 2064, dcalc. = 1.322 g cmÀ3
,
l = 1.036 mmÀ1, h = 2.53–25.00ꢁ, reflection collected 17974, independent
reflection 8677 (Rint = 0.0154), GOF (F2) = 1.046, R1 = 0.0237 [I > 2r(I)],
wR2 = 0.0648 (all data). The structure was solved by direct method and
refined anisotropically on F2 by full matrix least squares using SHELXTL
[17]. The H atoms were located from Fourier synthesis and refined
isotropically.