2440
D.K. Dey et al. / Journal of Organometallic Chemistry 694 (2009) 2434–2441
(s
= 0) and trigonal–bipyramidal (
s
= 1), defined by Addison and
larges in the solid state to accommodate a phenoxy oxygen atom,
Reedijk [35] is 0.66 for 1a but 0.25 for 1b (when omitting the inter-
molecular Snꢀ ꢀ ꢀO contact). Distorted trigonal–bipyramidal geome-
try is found in 1a, where the source of the distortion is the
chelating ligand [O(1)–Sn(1)–O(8), 159.31(17)°]. The trigonal an-
gles involving the Ph groups do not differ significantly from 120°
(see Table 5). However, square-pyramidal geometry is dominant
over trigonal–bipyramidal geometry in 1b which is to be expected
with the extension of the tin coordination sphere to include a sixth
atom, O(1A). This gives distorted octahedral coordination geome-
try containing a square plane defined by N(1), O(1), O(2) and
O(1A) from which Sn(1) lies only 0.0609 (10) Å out of this plane to-
wards N(1).
Owing to the geometric restraints of the ligand the coordination
geometry around tin is not regular. The angles subtended at tin(IV)
in 1a by two oxygen atoms are significantly compressed to O(1)–
Sn(1)–O(8), 159.31(17)° yet in dimeric 1b it is compressed slightly
more [O(1)–Sn(1)–O(2), 156.98(8)°]. The bite angles in 1a N(4)–
Sn(1)–O(1), 76.85(18)°, O(8)–Sn(1)–N(4), 82.59(18)° are distorted
from 90° and are comparable with those found in 1b (Table 5)
and similar compounds [1–5,10–14,26,36–39]. These distortions
arise from the rigidity of chelate rings, compounded by the large
tin(IV) covalent radius.
thereby increasing the tin coordination number from five to six.
5. Conclusions
The ligand, 3-(2-hydroxyphenylimino)-1-phenylbutan-1-one,
has reacted with diorganotin(IV) dichlorides to form two stable
compounds 1a and 1b. The discrepancy in the C–Sn–C angle of
1a between the X-ray data and estimation in solution by NMR of
1a may be due to the relieving of some steric strain of the molecule
in solution. The large discrepancy between C–Sn–C angle from X-
ray data and estimation in solution of 1b was due to dissociation
of the dimeric structure to form a monomeric metal complex.
However, 119Sn chemical shift values clearly indicate that the
five-coordinate structure is retained in solution for both
compounds.
6. Supplementary material
CCDC 686749, 634860 and 634861 contain the supplementary
crystallographic data for 1, 1a and 1b. These data can be obtained
free of charge from The Cambridge Crystallographic Data Centre
The five-membered chelate rings in 1a and 1b are nearly planar
but the six-membered chelate ring in 1a possesses a half chair con-
formation, folded along the Oꢀ ꢀ ꢀN vector by 35.5(3)° and the largest
deviation from the plane defined by the six atoms is ꢁ0.305(5) Å
by O(8) and Sn(1) deviates from the plane by the same magnitude.
In 1b, the six-membered chelate ring is very similar where the fold
is 31.72(12)° and maximum deviation from this plane is 0.272(1) Å
for Sn(1)].
The Sn–O bond lengths [2.110(4), 2.115(5) Å] in 1a and
[2.110(2), 2.201(2) Å] 1b compare well with the reported values
for diorganotin(IV) complexes derived from ONO donor tridentate
Schiff bases [1–5,10,11,14,26] but are shorter than diorganotin(IV)
complexes derived from ONNO donor tetradentate Schiff bases
2.163–2.228 Å [38].
The Sn–N bond lengths of compound 1a [2.140(5) Å] and com-
pound 1b [2.176(2) Å] are very close to Ph2Sn(2-OC10H6CH@NCH2-
COO) [2] and shorter than in Ph2Sn(2-OC6H4CH@NC6H4O) [4],
Me2Sn(2-OC6H4CH@NC6H4O) [5], Me2Sn(2-OC6H4CH@NC6H4COO)
[10], R2Sn[2-OC6H4CH@N-N@C(O)C6H5] (R = Ph, Me) [26] and
much shorter than those found in regular six-coordinate diorgano-
tin(IV) complexes [36–39] e.g. 2.266(2)–2.280(2) Å [36].
The Sn–C bond lengths [2.130(6), 2.134(6) Å] of 1a are within
the range of six-coordinate diorganotin(IV) complexes derived
from ONNO donor tetradentate Schiff bases e.g. 2.126(8)–
2.154(9)Å [37], five-coordinate [1,3,5] and six-coordinated [38]
diorganotin(IV) complexes derived from ONO and ONNO donor
Schiff bases, respectively. The Sn–C(methyl) bond lengths
[2.100(3), 2.116(3) Å] in 1b are comparable with other reported
diorganotin(IV) complexes, [1–5,10–12,26,36–39].
The C–Sn–C and O–Sn–O angles [120.1(2) and 159.31(17)°] for
the diphenyl complex 1a are comparable with the diphenyltin(IV)
complex derived from 4-phenyl-2,4-butanedionebenzoylhydraz-
one(2-) [14]. Although the O–Sn–O angle [156.98(8)°] in 1b is
comparable with dimethyltin(V) complex derived from 4-phenyl-
2,4-butanedionebenzoylhydrazone(2-) [159.5(2); 158.7(2)°] [14]
the C–Sn–C angle in 1b is much higher [141.72(14)° cf. 125.8(3)
and 126.9(3)°]. The C–Sn–C angle is much greater than that ob-
served in 1a as well as the value calculated on the basis of
1J(119Sn,13C) and 2J(119Sn,1H) coupling constant values (vide supra).
A comparison of different angles around tin(IV) of compounds 1a
and 1b with those other similar compounds having ONO donor
atoms have been made in Table 6. It is clear that all angles are
comparable except the C–Sn–C angle [141.72(14)°] in 1b which en-
Acknowledgements
D.K.D. thanks his appreciation to the University Grant Commis-
sion, New Delhi, India [Grant No. F. PSW-004/03-04 (ERO) dated
12.03.2004] for financial assistance. A.L. thanks the Grant Agency
of the Czech Republic for financial support (Grant No. 203/03/
1118). We wish to acknowledge the use of the EPSRC Chemical
Database Service at Daresbury, UK [31,40].
References
[1] F.E. Smith, R.C. Hynes, T.T. Ang, L.E. Khoo, G. Eng, Can. J. Chem. 70 (1992) 1114.
[2] L.E. Khoo, Y. Xu, N.K. Goh, L.S. Chia, L.L. Koh, Polyhedron 16 (1997) 573. and
references therein.
[3] D. Dakternieks, T.S. Basu Baul, S. Dutta, E.R.T. Tiekink, Organometallics 17
(1998) 3058.
[4] H. Preut, F. Huber, R. Barbieri, N. Bertazzi, Z. Anorg. Allg. Chem. 423 (1976) 75.
[5] H. Preut, F. Huber, H.J. Haupt, R. Cefalu, R. Barbieri, Z. Anorg. Allg. Chem. 410
(1974) 88.
[6] M.F. Iskander, L. Labib, M.M.Z. Nour El-Din, M. Tawfik, Polyhedron 8 (1989)
2755.
[7] T.E. Khalil, L. Labib, M.F. Iskander, L.S. Refaat, Polyhedron 13 (1994) 2569.
[8] A.J. Crowe, M. Gielen (Eds.), Metal Based Antitumour Drugs, vol. 1, Freund,
London, 1989, p. 103;
L. Pellerito, L. Nagy, Coord. Chem. Rev. 224 (2002) 111.
[9] K. Gajda-Schrantz, A. Jancsó, C. Pettinari, T. Gajda, Dalton Trans. (2003) 2912.
[10] D.K. Dey, M.K. Saha, M. Gielen, M. Kemmer, M. Biesemans, R. Willem, V.
Gramlich, S. Mitra, J. Organomet. Chem. 590 (1999) 88.
[11] G.M. Rosair, D.K. Dey, B. Samanta, S. Mitra, Acta Crystallogr. C 58 (2002) m266.
[12] H.D. Yin, Q-B Wang, S-C Xue, J. Organomet. Chem. 690 (2005) 435.
[13] J.M. Rivera, H. Reyes, A. Cortés, R. Santillan, P.G. Lacroix, C. Lepetit, K. Nakatani,
N. Farfán, Chem. Mater. 18 (2006) 1174.
[14] D.K. Dey, A. Lycka, S. Mitra, G.M. Rosair, J. Organomet. Chem. 689 (2004) 88.
[15] XWINNMR, Version 3.5, Bruker-Biospin, Rheinstetten, Germany, 2004.
[16] Bruker AXS APEX2 Version 2.1, Madison Wisconsin, USA 2006.
[17] XSCANS Siemens, Madison Wisconsin, USA, 1995.
[18] G.M. Sheldrick, SHELTXL Program for the Refinement of Crystal Structures from
Diffraction Data, Göttingen, Germany, 1997.
[19] K. Nakamoto, Infrared Spectra of Inorganic and Co-ordination Compounds, 3rd
ed., Wiley, New York, 1978.
[20] L.J. Bellamy, Advances of Infrared Group Frequencies, Methuen and Co. Ltd.,
London, 1972.
[21] W. Hull, in: W.R. Croasmun, R.M.K. Carlson (Eds.), Two-Dimensional NMR
Spectroscopy. Application for Chemists and Biochemists, 2nd ed., VCH
Publishers, New York, 1994 (Chapter 2).
[22] S. Braun, H.-O. Kalinowski, S. Berger, 150 and More Basic NMR Experiments,
2nd ed., Wiley-VCH, Weinheim, 1998.
ˇ
ˇ
[23] J. Holecek, K. Handlír, M. Nádvorník, A. Lycka, Z. Chem. 30 (1990) 265.
ˇ
ˇ
[24] J. Holecek, A. Lycka, Inorg. Chim. Acta 118 (1986) L15.
ˇ
ˇ
[25] J. Holecek, M. Nádvorník, K. Handlír, A. Lycka, J. Organomet. Chem. 241 (1983)
177.