Hans J.
Breunig
*a,
Lucia
Königsmann
a,
Enno
Lork
a,
Mihai
Nema
b,
Nicky
Philipp
a,
Cristian
Silvestru
*b,
Albert
Soran
b,
Richard A.
Varga
b and
Roxana
Wagner
a
aInstitut für Anorganische und Physikalische Chemie, Universität Bremen, D-28334, Bremen, Germany. E-mail: breunig@chemie.uni-bremen.de; Fax: +49 421 218 4042; Tel: +49 421 218 2266
bFacultatea de Chimie si Inginerie Chimica, Universitatea Babes-Bolyai, RO-400028, Cluj-Napoca, Romania. E-mail: cristi@chem.ubbcluj.ro; Fax: +40 264 590818; Tel: +40 264 593833
First published on 27th February 2008
R2BiOH (1) [R = 2-(Me2NCH2)C6H4] and (R2Bi)2O (2) are formed by hydrolysis of R2BiCl with KOH. Single crystals of 2 were obtained by air oxidation of (R2Bi)2. The reaction of R2BiCl and Na2CO3 leads to (R2Bi)2CO3 (3). 3 is also formed by the absorption of CO2 from the air in solutions of 1 or 2 in diethyl ether or toluene. (R2Bi)2S (4) is obtained from R2BiCl and Na2S or from (R2Bi)2 and S8. Exchange reactions between R2BiCl and KBr or NaI give R2BiX [X = Br (5), I (6)]. The reaction of RBiCl2 (7) with Na2S and [W(CO)5(THF)] gives cyclo-(RBiS)2[W(CO)5]2 (8). cyclo-(R′BiS)2 (9) [R′ = 2,6-(Me2NCH2)2C6H3] is formed by reaction of R′BiCl2 and Na2S. The structures of 1–9 were determined by single-crystal X-ray diffraction.
Organobismuth chalcogenides of the type R2BiEH, (R2Bi)2E, (RBiE)n (E = chalcogen, R = alkyl, aryl) are of interest as potential precursors for semiconducting bismuth chalcogenides, Bi2E3, and because they can display interesting molecular and supramolecular architectures. The first studies on compounds of this type were performed in the 19th century, when alkylbismuth(III) derivatives, i.e.Me2BiOH, (Me2Bi)2S, MeBiO, EtBiO, MeBiS, were reported.17–21 These early results are however questionable.21 Well defined compounds of the type (R2Bi)2E [R = Me, n-Pr, p-Tol, Mes, (Me3Si)2CH] and (RBiE)n [R = 2,4,6-{(Me3Si)2CH}3C6H2, n = 2, E = O; n = 3, E = S] have been synthesised since 1980,22–30 and crystal structures were determined for sterically protected bis(diorganobismuth)chalcogenides, (R2Bi)2E [R = Mes, E = O,24,25 S, Se;24 R = (Me3Si)2CH, E = S, Te26], and the organobismuth oxide, [2,4,6-{(Me3Si)2CH}3C6H2BiO]2.30
Organobismuth carbonates of the types (R2Bi)2CO3 have not yet been described in the literature. The closest related bismuth compounds are diorganobismuth carboxylates, e.g. PhBi(O2CMe)2 or Ph2Bi(O2CMe).31
We report here on the formation and structures of hypervalent organobismuth compounds R2BiOH (1), (R2Bi)2O (2), (R2Bi)2CO3 (3), (R2Bi)2S (4), R2BiBr (5), R2BiI (6), RBiCl2 (7), cyclo-(RBiS)2[W(CO)5]2 (8) [R = 2-(Me2NCH2)C6H4], and cyclo-(R′BiS)2 (9) [R′ = 2,6-(Me2NCH2)2C6H3]. The synthesis of 7 was published before.5 Compounds 8 and 9 were briefly reported in a previous conference report.32 Related antimony compounds e.g. cyclo-(RSbS)2 and cyclo-(RSbS)2[W(CO)5] [R = 2-(Me2NCH2)C6H4] were already described by us.33
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Scheme 1 |
Compounds 1, 2 and 3 are colourless crystalline compounds, soluble in organic solvents. 1 and 2 are hygroscopic. The sulfide 4 and the halides 5 and 6 are air-stable yellow solids soluble in organic solvents. MS and NMR data of 1–6 as well as elemental analytical data of 3–6 are consistent with the anticipated formulas. Elemental analyses of samples of 1 and 2 prepared by hydrolysis gave only approximate values, probably due to varying amounts of residual water. The room-temperature NMR spectra of 1–6 exhibit only one set of resonances for the two organic groups attached to a metal centre, thus suggesting their equivalence at the NMR time scale. A fluxional behaviour, similar to that observed previously for the related [2-(Me2NCH2)C6H4]2SbCl,34 is supported by the quite broad 1H resonances observed for the methyl protons and the AB spin systems for the CH2groups. Characteristic ions are present in the mass spectra of 1–6 which all contain [R2Bi+] as the base peak. In the case of 4 and 5 the molecular ion is observed.
Single crystals suitable for X-ray diffraction studies were obtained from diethyl ether (1·2H2O), petroleum ether (2), CH2Cl2–hexane (3) or benzene (3·C6H6), acetone (4) and ethanol (5 and 6). The molecular structures are shown in Fig. 1–4 and selected interatomic distances and angles are listed in Tables 1 and 2.
1·2H2O | 2 | 4 | 5 | 6 | |
---|---|---|---|---|---|
a E = O for 1 and 2, S for 4, Br for 5, and I for 6. | |||||
Bi(1)–C(1) | 2.279(8) | 2.268(14) | 2.287(6) | 2.254(6) | 2.267(4) |
Bi(1)–C(10) | 2.267(8) | 2.249(15) | 2.262(6) | 2.255(6) | 2.256(4) |
Bi(1)–E(1)a | 2.189(6) | 2.124(9) | 2.5558(17) | 2.8452(7) | 3.0723(6) |
Bi(1)–N(1) | 2.715(7) | 2.828(12) | 2.900(5) | 2.534(5) | 2.514(4) |
Bi(1)–N(2) | 3.099(9) | 3.183(10) | 3.043(6) | 3.151(5) | 3.148(3) |
O(1)–H(1) | 0.840(6) | ||||
E(1)–Bi(1)–C(1) | 90.8(3) | 88.6(5) | 91.02(17) | 92.89(16) | 94.25(12) |
E(1)–Bi(1)–C(10) | 85.5(3) | 95.7(4) | 94.60(16) | 88.57(16) | 87.77(12) |
C(1)–Bi(1)–C(10) | 94.4(3) | 93.9(5) | 95.5(2) | 95.5(2) | 94.90(16) |
N(1)–Bi(1)–E(1) | 159.6(2) | 157.2(3) | 156.8(1) | 166.19(12) | 168.11(9) |
N(1)–Bi(1)–C(1) | 70.0(3) | 69.1(4) | 68.8(2) | 73.3(2) | 73.86(15) |
N(1)–Bi(1)–C(10) | 88.9(3) | 81.5(4) | 76.8(2) | 93.5(2) | 93.02(15) |
N(1)–Bi(1)–N(2) | 89.6(2) | 113.5(3) | 105.6(1) | 77.63(15) | 78.47(10) |
N(2)–Bi(1)–E(1) | 105.9(2) | 85.0(2) | 90.1(1) | 115.53(10) | 112.56(7) |
N(2)–Bi(1)–C(1) | 152.5(3) | 156.7(4) | 162.4(2) | 144.5(2) | 145.7(1) |
N(2)–Bi(1)–C(10) | 66.1(3) | 64.5(4) | 66.8(2) | 66.1(2) | 66.6(1) |
Bi(1)–O(1)–H(1) | 109.4(5) | ||||
Bi(1)–E(1)–Bi(1a) | 109.3(7) | 98.17(8) |
3 | 3·C6H6 | 3 | 3·C6H6 | ||
---|---|---|---|---|---|
a O(X) = O(1) for 3, and O(2) for 3·C6H6. b O(Y) = O(3) for 3, and O(1) for 3·C6H6. c O(Z) = O(2) for 3, and O(3) for 3·C6H6. | |||||
Bi(1)–C(1) | 2.272(8) | 2.257(7) | Bi(2)–C(19) | 2.274(9) | 2.280(8) |
Bi(1)–C(10) | 2.269(9) | 2.260(8) | Bi(2)–C(28) | 2.247(8) | 2.270(8) |
Bi(1)–O(X)a | 2.280(5) | 2.256(5) | Bi(2)–O(Z)c | 2.245(6) | 2.260(5) |
Bi(1)–O(Y)b | 2.879(6) | 2.924(6) | Bi(2)–O(1) | 2.973(5) | 2.999(5) |
Bi(1)–N(1) | 2.635(7) | 2.658(7) | Bi(2)–N(3) | 2.722(8) | 2.632(7) |
Bi(1)–N(2) | 3.411(10) | 3.177(7) | Bi(2)–N(4) | 2.918(10) | 3.251(8) |
C(37)–O(1) | 1.317(10) | 1.243(10) | |||
C(37)–O(2) | 1.293(9) | 1.282(9) | |||
C(37)–O(3) | 1.243(10) | 1.299(9) | |||
O(X)–Bi(1)–C(1)a | 85.5(3) | 83.4(2) | O(Z)–Bi(2)–C(19)c | 88.1(3) | 83.7(2) |
O(X)–Bi(1)–C(10)a | 89.7(3) | 92.7(2) | O(Z)–Bi(2)–C(28)c | 86.9(3) | 89.1(2) |
C(1)–Bi(1)–C(10) | 92.3(3) | 94.2(3) | C(19)–Bi(2)–C(28) | 94.0(3) | 94.0(3) |
N(1)–Bi(1)–O(X)a | 157.0(2) | 153.7(2) | N(3)–Bi(2)–O(Z)c | 156.9(2) | 154.8(2) |
N(1)–Bi(1)–C(1) | 71.5(3) | 70.4(3) | N(3)–Bi(2)–C(19) | 70.4(3) | 71.2(3) |
N(1)–Bi(1)–C(10) | 91.1(3) | 90.5(2) | N(3)–Bi(2)–C(28) | 86.3(3) | 90.9(3) |
N(1)–Bi(1)–N(2) | 77.0(2) | 84.4(2) | N(3)–Bi(2)–N(4) | 115.3(3) | 79.2(2) |
N(2)–Bi(1)–O(X)a | 123.2(2) | 120.6(2) | N(4)–Bi(2)–O(Z)c | 82.2(2) | 123.1(2) |
N(2)–Bi(1)–C(1) | 139.3(3) | 147.9(2) | N(4)–Bi(2)–C(19) | 159.8(3) | 143.5(2) |
N(2)–Bi(1)–C(10) | 62.7(3) | 65.8(3) | N(4)–Bi(2)–C(28) | 68.0(3) | 65.2(3) |
O(1)–C(37)–O(2) | 115.9(8) | 121.9(7) | |||
O(1)–C(37)–O(3) | 122.3(7) | 121.8(7) | |||
O(2)–C(37)–O(3) | 121.8(9) | 116.3(7) | |||
Bi(1)–O(X)–C(37)a | 107.0(5) | 110.3(5) | Bi(2)–O(Z)–C(37)c | 115.9(6) | 111.9(5) |
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Fig. 1 ORTEP representation at 40% probability and atom numbering scheme for (RN1,RN2)-1 isomer. The water molecules are omitted. |
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Fig. 2 ORTEP representation at 30% probability and atom numbering scheme for (SN1,RN2)-2 isomer [symmetry equivalent atoms (−x, y, 0.5 −z) are given by “a”]. Hydrogen atoms are omitted. |
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Fig. 3 ORTEP representation at 30% probability and atom numbering scheme for (a) (SN1,RN2,SN3,SN4) and (b) (SN1,RN2,SN3,RN4) isomers in the crystals of 3 and 3·C6H6 (benzene molecule is not shown), respectively. Hydrogen atoms are omitted. |
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Fig. 4 ORTEP representation at 30% probability and atom numbering scheme for (RN1,SN2)-6 isomer. |
A common feature for all diorganobismuth(III) compounds 1–6 is that a metal centre is coordinated stronger by the nitrogen atom of one amine pendant arm, in trans to the chalcogen or halogen atom [see N(1)–Bi(1)–E(1) angles, E = O, S, Br, I for 1·2H2O, 2 and 4–6 (Table 1) and N(1)–Bi(1)–O(X) and N(3)–Bi(2)–O(Z) angles for 3 and 3·C6H6 (Table 2)], while the nitrogen atom of the other amine group exhibits a weak intramolecular interaction trans to a carbon atom [see N(2)–Bi(1)–C(1) angles for 1·2H2O, 2 and 4–6 (Table 1) and N(2)–Bi(1)–C(1) and N(4)–Bi(2)–C(19) angles for 3 and 3·C6H6 (Table 2)]. The strength of the Bi(1)–N(1) interaction in trans to the halogen atom in the bromide 5 [2.534(5) Å] and the iodide 6 [2.514(4) Å] is similar to that found for the related chloride [2.570(5) Å].5 By contrast, a remarkable difference was found for the Bi(1)–N(1) interaction in trans to the chalcogen atom, e.g. it is considerably stronger in 1·2H2O [Bi(1)–N(1) 2.715(7) Å] than in the oxide 2 [2.828(12) Å] and the sulfide 4 [2.900(5) Å]. In 3·C6H6 the strength of these interactions is even stronger [Bi(1)–N(1) 2.658(7), Bi(2)–N(3) 2.632(7) Å], while for the solvent-free carbonate 3 an asymmetry in the two strong intramolecular N→Bi interactions was observed [Bi(1)–N(1) 2.635(7), Bi(2)–N(3) 2.722(8) Å]. The weaker N→Bi intramolecular interaction is of the same magnitude in compounds 1·2H2O, 2, 4–6 [Bi(1)–N(2) range 3.043(6)–3.183(10) Å] and compares well with the value observed in the corresponding [2-(Me2NCH2)C6H4]2BiCl used as starting material [3.047(5) Å].5 A considerable difference should be noted between the two weaker N→Bi intramolecular interactions in the molecular unit of the carbonate, i.e. Bi(1)–N(2) and Bi(2)–N(4) 3.411(10) and 2.918(10) Å in 3, and 3.177(7) and 3.251(8) Å in 3·C6H6, respectively. If both these intramolecular N→Bi interactions per metal atom are considered [cf. sums of the corresponding covalent, ∑rcov(Bi,N) 2.22 Å, and van der Waals radii, ∑rvdW(Bi,N) 3.94 Å],35 the overall coordination becomes distorted square-pyramidal [(C,N)2BiX cores] and the compounds can be described as hypervalent 12-Bi-5 species.16,36
The bismuth–chalcogen distances in the hydroxide 1·2H2O [Bi(1)–O(1) 2.189(6) Å], the oxide 2 [Bi(1)–O(1) 2.124(9) Å] and the sulfide 4 [Bi(1)–S(1) 2.5558(17) Å] are similar to the values found in the few related compounds described so far, i.e.(Mes2Bi)2O·EtOH [2.10(2), 2.12(2) Å],24(Mes2Bi)2O [2.075(8), 2.064(7) Å],25 (Mes2Bi)2S [2.520(7), 2.545(6) Å],24 and [((Me3Si)2CH)2Bi]2S [2.572(1), 2.557(1) Å].26
The Bi(1)–O(1)–Bi(1a) angle in 2 [109.3(7)°] is more acute than in (Mes2Bi)2O·EtOH [117.1(8)°]24 or (Mes2Bi)2O [124.6(4)°],25 while the Bi(1)–S(1)–Bi(1a) angle in 4 [98.17(8)°] is similar to that found for the related (Mes2Bi)2S [98.7(2)°],24 but considerably larger than in [(Me3Si)2Bi]2S [92.48(4)°].26 The Bi⋯Bi distances are 3.465(1) and 3.863(1) Å in 2 and 4, respectively; these values are shorter than the sum of van der Waals-radii for two Bi atoms [∑rvdW(Bi,Bi) 4.80 Å],35 but considerably longer than the Bi–Bi single bond in [2-(Me2NCH2)C6H4]4Bi2 [3.0657(5) Å].12 Apparently in these µ-chalcogeno species the bridging chalcogen atoms behave as clips pressing together the two “soft” bismuth atoms. Due to the relative longer bonds in the Bi–S–Bi bridge this effect is less expressed in the molecule of 4 than in 2 although the central bond angle is more acute in the sulfur compound. Alternatively, the concept of a 3c–2e bond between the two bismuth atoms and the chalcogen atom might explain the short Bi⋯Bi distance in 2 and 4. The torsion angles ϕ (ϕ = Bi–E–Bi–lp; E = O, S, and lp assumed position of the lone pair of electrons at Bi) are 7.1° in 2 and 10.1° in 4, thus corresponding to a syn-syn-conformation.
In the bis(diorganobismuth) carbonates the covalent bismuth–oxygen bonds established by the planar CO3group [Bi(1)–O(1) 2.280(5), Bi(2)–O(2) 2.245(6) Å in 3, and Bi(1)–O(2) 2.256(5), Bi(2)–O(3) 2.260(5) Å in 3·C6H6] are considerably longer than in the hydroxide 1·2H2O and the oxide 2. Additional short intramolecular Bi⋯O interactions are also present [Bi(1)–O(3) 2.879(6), Bi(2)–O(1) 2.973(5) Å in 3, and Bi(1)–O(1) 2.924(6), Bi(2)–O(1) 2.999(5) Å in 3·C6H6]. Not only the CO3 unit but also the two bismuth atoms and two of the directly bonded carbon atoms lie in a plane [deviations from CO3 plane: Bi(1) 0.059, Bi(2) 0.213, C(1) −0.124 and C(28) 0.881 Å in 3; Bi(1) −0.196, Bi(2) 0.455, C(1) −0.108 and C(19) 0.459 Å in 3·C6H6]. The main difference in the quasiplanar (CBi)2CO3 system of 3 and 3·C6H6 is the orientation of the covalent Bi–O bonds and the trans [Scheme 2, (a)] and cis [Scheme 2, (b)] orientation of the Bi–C bonds, respectively, with respect to the Bi2CO3 fragment. The Bi–C bonds of the other aryl groups attached to each metal atom are in trans positions with respect to the (CBi)2CO3 system.
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Scheme 2 |
The structures of the halides 5 and 6 (Fig. 4) are very similar to that established for the corresponding chloride [2-(Me2NCH2)C6H4]2BiCl.5 The bismuth–halogen bond lengths, i.e. Bi(1)–Br(1) 2.8452(7) Å in 5 and Bi(1)–I(1) 3.0723(6) Å in 6, are longer than those observed in Mes2BiBr [Bi–Br 2.696(2) Å]37 or in [Ph2BiI(4-Mepy)] [Bi–I 3.0229(8) Å].38 This elongation is apparently a consequence of the coordination of the amino grouptrans to the halogen atom.
As a result of the intramolecular coordination of the nitrogen atoms to the bismuth two five-membered BiC3N rings are formed. These rings are folded along the Bi(1)⋯Cmethylene axis, with the nitrogen atom lying out of the best plane defined by the residual BiC3 system. This folding induces planar chirality (with the aromatic ring and the nitrogen atom as chiral plane and pilot atom, respectively)39 as described for other related compounds.8,33,34,40–44 Indeed all compounds crystallize as racemates, i.e. 1 : 1 mixtures of (SN1,SN2) and (RN1,RN2) for 1·2H2O, (SN1,RN2) and (RN1,SN2) isomers for 2 and 4–6, (SN1,RN2,SN3,SN4) and (RN1,SN2,RN3,RN4) for 3 and (SN1,RN2,SN3,RN4) and (RN1,SN2,RN3,SN4) for 3·C6H6 (with respect to the two chelate rings at a metal centre).
The crystal of the oxide 2, the carbonate 3 and the sulfide 4 is composed of discrete molecules with no unusual intermolecular contacts. A ribbon-like polymer of (RN1,RN2) and (SN1,SN2) isomers is formed along a axis in the crystal of the hydroxide 1·2H2O based on intermolecular oxygen-hydrogen contacts (see ESI‡). In contrast to the solvent-free carbonate 3, in the crystal of 3·C6H6 pairs of (SN1,RN2,SN3,RN4) and (RN1,SN2,RN3,SN4) isomers are associated into dimer units through weak intermolecular O(3)⋯H(25Ba) (2.43 Å) interactions. Additional relatively weak η6-arene⋯Bi(2) interactions [Bi(2)⋯Phcenter 3.615(1) Å; Bi(2)⋯C distances in the range 3.728–3.993 Å; cf. sums of the corresponding van der Waals radii, ∑rvdW(Bi,C) 4.25 Å35] support this dimer association (Fig. 5). The vector of this interaction is placed trans to a Bi–C bond [C(28)–Bi(2)⋯Phcenter 168.8°]. Similar arene⋯Bi interactions were observed in various organobismuth compounds.2 Dimer association were observed in the crystal of the bromide 5 [Br(1)⋯H(16Aa)methylene 3.10 Å; cf. ∑rvdW(Br,H) 3.15 Å35], but in this case an intermolecular η2-arene⋯Bi interaction is established [η2-Ph⋯Bi(1) 3.705(3) Å; Bi(1)⋯C(11) 3.785(6), Bi(1)⋯C(12) 3.751(7) Å; the rest of the Bi(1)⋯C distances are in the range 4.144–4.548 Å]. Similar dimer units can also be distinguish for the iodide [I(1)⋯H(7Aa)methylene 3.22(1) Å; cf. ∑rvdW(I,H) 3.35 Å;35η2-Ph⋯Bi(1) 3.718(1) Å; Bi(1)⋯C(5a) 3.770(5), Bi(1)⋯C(6a) 3.794(5) Å; the rest of the Bi(1)⋯C distances are in the range 4.127–4.513 Å.] However, in the crystal of 6 these dimers are further associated through iodine-hydrogen contacts [I(1)⋯H(3a′)aryl 3.318(1) Å] into ribbon-like polymers growing along the a axis (Fig. 6). Each polymer is connected to other four related polymers [I(1)⋯H(14b)aryl 3.261(6) Å] thus resulting in a 3D supramolecular architecture (for details, see ESI‡).
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Fig. 5 View of dimer association based on intermolecular O⋯H (only hydrogens involved in intermolecular interactions are shown) and η6-arene⋯Bi contacts in the crystal of 3·C6H6 [symmetry equivalent atoms (1 − x, 2 − y, 1 − z) are given by ‘‘a’’]. |
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Fig. 6 View of ribbon-like polymer based on intermolecular I⋯H (only hydrogens involved in intermolecular interactions are shown) and η2-arene⋯Bi contacts in the crystal of 6 [symmetry equivalent atoms (1 − x, 1 − y, 1 − z), ( − x, 1 − y, 1 − z) and (1 + x, y, z) are given by ‘‘a’’, “a prime” and “a double prime”, respectively]. |
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Scheme 3 |
The structures of 7 and 8·0.5C6H6 were established by X-ray diffraction on single crystals obtained at room temperature from water and benzene solutions, respectively. The structure of 7 and the (RN1,RN2)-8 isomer is depicted in Fig. 7 and 8. Relevant interatomic distances and angles are listed in Table 3.
7 a | 8·0.5C6H6 | ||||
---|---|---|---|---|---|
a Symmetry equivalent atoms (1 − x, −y, 1 − z) are given by ‘‘a’’. | |||||
Bi(1)–C(1) | 2.225(7) | Bi(1)–C(1) | 2.263(13) | Bi(2)–C(10) | 2.253(11) |
Bi(1)–Cl(1) | 2.5947(16) | Bi(1)–S(1) | 2.545(3) | Bi(2)–S(1) | 2.731(3) |
Bi(1)–Cl(2) | 2.8992(16) | Bi(1)–S(2) | 2.745(3) | Bi(2)–S(2) | 2.556(3) |
Bi(1)–Cl(2a) | 2.8255(16) | Bi(1)–N(1) | 2.568(10) | Bi(2)–N(2) | 2.556(9) |
Bi(1)–N(1) | 2.458(6) | ||||
S(1)–W(1) | 2.587(3) | S(2)–W(2) | 2.581(3) | ||
Cl(1)–Bi(1)–Cl(2) | 174.61(5) | ||||
N(1)–Bi(1)–Cl(2a) | 158.00(13) | N(1)–Bi(1)–S(2) | 162.8(3) | N(2)–Bi(2)–S(1) | 163.0(3) |
C(1)–Bi(1)–N(1) | 74.9(2) | C(1)–Bi(1)–S(1) | 95.6(3) | C(10)–Bi(2)–S(2) | 90.6(3) |
C(1)–Bi(1)–Cl(1) | 88.93(15) | N(1)–Bi(1)–C(1) | 73.4(4) | N(2)–Bi(2)–C(10) | 72.6(4) |
C(1)–Bi(1)–Cl(2) | 85.90(15) | N(1)–Bi(1)–S(1) | 87.9(3) | N(2)–Bi(2)–S(2) | 86.5(3) |
C(1)–Bi(1)–Cl(2a) | 86.90(16) | S(2)–Bi(1)–C(1) | 90.0(3) | S(1)–Bi(2)–C(10) | 91.1(3) |
S(2)–Bi(1)–S(1) | 89.12(9) | S(1)–Bi(2)–S(2) | 89.22(9) | ||
Cl(1)–Bi(1)–N(1) | 96.13(13) | ||||
N(1)–Bi(1)–Cl(2) | 84.00(12) | Bi(1)–S(1)–Bi(2) | 91.01(8) | Bi(1)–S(2)–Bi(2) | 90.45(9) |
Cl(2)–Bi(1)–Cl(2a) | 82.43(5) | ||||
Cl(2a)–Bi(1)–Cl(1) | 95.78(5) | Bi(1)–S(1)–W(1) | 113.74(11) | Bi(2)–S(1)–W(1) | 102.52(10) |
Bi(1)–S(2)–W(2) | 106.70(11) | Bi(2)–S(2)–W(2) | 122.17(12) |
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Fig. 7 ORTEP representation at 50% probability and atom numbering scheme for (R,S)-7 isomer [symmetry equivalent atoms (1 − x, −y, 1 − z) are given by ‘‘a’’]. |
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Fig. 8 ORTEP representation at 20% probability and atom numbering scheme for (RN1,RN2)-8 isomer. Hydrogen atoms and the benzene molecule are omitted. |
The crystal of the dichloride 7 consists of centrosymetric dimers involving Cl(2) atoms [Bi(1)–Cl(2) 2.8992(16) Å, Bi(1)–Cl(2a) 2.8255(16) Å] (Fig. 7). The nitrogen of the pendant arm is strong coordinated to the metal [N(1)–Bi(1) 2.458(6) Å] in trans to the bridging halogen atom [N(1)–Bi(1)–Cl(2a) 158.0(1)°]. As expected, the Bi–Cl bonds in the planar Bi2Cl2 fragment are considerably longer than the Bi(1)–Cl(1) bond [2.5947(16) Å]. The geometry at bismuth is described as distorted square-based pyramidal with the aryl group in the apical position and the three chlorides and the nitrogen atom of the amine arm in the basal plane. As described previously for the related diiodide,5 in the crystal of 7 the (R,S) dimers are further associated through weak Bi(1)⋯Cl(1a′) interactions [3.690(2) Å [cf.∑rvdW(Bi,Cl) 4.20 Å35] into a ribbon-like polymer along the a axis (see ESI‡). Similar formation of doubly bridged polymeric chains involving both halogen atoms of a molecular unit were also found for the related PhBiBr2,45 or MeBiCl2.46 If these interactions are considered, the overall Bi coordination geometry in 7 is octahedral.
In the crystal of 7 there are several chloride–hydrogen contacts shorter than the sum of the corresponding van der Waals radii [cf. ∑rvdW(Cl,H) 3.0 Å35]. Thus the ribbon-like polymers are associated into layers through Cl(1a)⋯H(8Cba)methyl contacts [2.840(2) Å] and the parallel layers are connected through further Cl(2)⋯H(4i)phenyl contacts [2.840(2) Å] into a 3D architecture (for details, see ESI‡).
The complex 8·0.5C6H6 crystallizes as a racemate, i.e. 1 : 1 mixture of (SN1,SN2) and (RN1,RN2) isomers (with respect to the two chelate rings corresponding to the two metal centres). The molecule of 8 contains an almost planar Bi2S2 ring [S(1)Bi(1)S(2)/S(1)Bi(2)S(2) dihedral angle of 4.6°; transannular non-bonding distances: Bi(1)⋯Bi(2) 3.766(1) Å; S(1)⋯S(2) 3.715(4) Å] with the aryl substituents on the bismuth atoms in cis configuration with respect to the ring and alternating short and long bismuth–sulfur bonds. Both pendant amino groups are coordinated to bismuth in trans to a Bi-S bond [N(1)–Bi(1)–S(2) 162.8(3)°; N(2)–Bi(2)–S(1) 163.0(3)°]. The strong coordinated nitrogen atoms [Bi(1)–N(1) 2.568(10) Å; Bi(2)–N(2) 2.556(9) Å] are responsible for the asymmetry observed in the length of the bismuth–sulfur bonds within the Bi2S2 ring. The short bismuth–sulfur bonds [Bi(1)–S(1) 2.545(3) Å; Bi(2)–S(2) 2.556(3) Å] are of same magnitude as observed in 3. As expected, the longer Bi–S bonds [Bi(1)–S(2) 2.745(3) Å; Bi(2)–S(1) 2.731(3) Å] are those trans to the nitrogen atoms strongly coordinated to metal centres. The endocyclic angles on the bismuth and sulfur atoms are both close to 90°. The coordination geometry at both bismuth atoms of a molecular unit is thus distorted ψ-trigonal-bipyramidal [(C,N)BiS2 core, hypervalent 10-Bi-4 species],16,36 with nitrogen and sulfur atoms in axial positions. The deviations of the bond angles at the metal centre from the ideal values are mainly due to the constraints imposed by the coordinated amine arm and the Bi2S2 ring (Table 3).
The [RBiS]2 heterocycle is coordinated through the sulfur atoms to W(CO)5 moieties which occupy trans positions relative to the organic ligands. The cis orientation of the metal carbonyl moieties with respect to the Bi2S2 ring is probably a consequence of the steric strain in the molecule, caused by the bulky substituents. The structure of 8 is closely related to the cyclo-[RSbS]2[W(CO)5] where the organic groups are also in cis positions relative to each other and the metal carbonyl unit is coordinated to a sulfur atom.33
The 1H NMR spectrum of 8 in C6D6 exhibits only one set of resonances for the 2-Me2NCH2C6H4groups, thus suggesting that the solid-state structure is preserved in solution too.
In the crystal of 8·0.5C6H6 alternating (SN1,SN2) and (RN1,RN2) isomers are associated into a ribbon-like chain through intermolecular Bi⋯Ocarbonyl interactions [Bi(1)⋯O(10b) 3.126(12) Å; Bi(2)⋯O(2a) 3.438(8) Å; cf. sums of the corresponding covalent, ∑cov(Bi,O) 2.18 Å, and van der Waals radii, ∑vdW(Bi,O) 3.80 Å35] (Fig. 9), which vectors lie approximately trans to a Bi–S bond [S(1)–Bi(1)⋯O(10b) 169.7(2)°; S(2)–Bi(2)⋯O(2a) 155.1(2)°]. If these intermolecular interactions are considered, the overall coordination can be described as distorted square-pyramidal [(C,N)BiS2O core], with the carbon atom in the apical position.
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Fig. 9 View of the chain polymeric association in the crystal of 8·0.5C6H6. For clarity, only the five-membered BiC3N rings are shown [symmetry equivalent atoms (1 − x, −y, 1 − z) and (2 − x, 1 − y, 2 − z) are given by “a” and “b”, respectively]. |
Since the 2-(Me2NCH2)C6H4 ligand was found to prevent the polymerization thus leading to soluble (RBiS)n species we decided to investigate the effect of the use of aryl ligands with two pendant arms able to provide internal coordination to bismuth. The reaction of [2,6-(Me2NCH2)2C6H3]BiCl27,8 with Na2S in CH3CN/water mixture affords the isolation of cyclo-[{2,6-(Me2NCH2)2C6H3}BiS]2 (9) as a yellow solid. Compound 9 is stable for indefinite time in open atmosphere in solid state, but slowly decomposes in solution of chloroform, methylene chloride, benzene or toluene, even under inert atmosphere, to form insoluble black bismuth sulfide and the corresponding triorganobismuth derivative. Decomposition is highly accelerated by heating. The 1H NMR spectrum at room temperature showed broad singlet signals for methyl and methylene protons which suggest a dynamic behaviour in solution. The low solubility and the decomposition of 9 in solution prevents further investigation at variable temperature. The highest ion in the EI-MS corresponds to the molecular fragment of cyclo-[R′BiS]2.
Yellow, single crystals of 9 were grown by diffusion using a chloroform-hexane system. The solid-state structure was established by single-crystal X-ray diffraction. The molecular structure of 9 is depicted in Fig. 10 and relevant interatomic distances and angles are listed in Table 4.
a Symmetry equivalent atoms (1 − x, 1 − y, −z) are given by “a”. | |||
---|---|---|---|
Bi(1)–C(1) | 2.260(5) | ||
Bi(1)–S(1) | 2.5770(16) | Bi(1)–S(1a) | 2.5784(17) |
Bi(1)–N(1) | 2.834(6) | Bi(1)–N(2) | 2.851(4) |
C(1)–Bi(1)–S(1) | 98.13(14) | C(1)–Bi(1)–S(1a) | 99.65(14) |
S(1)–Bi(1)–S(1a) | 85.01(5) | ||
N(1)–Bi(1)–C(1) | 67.3(2) | N(2)–Bi(1)–C(1) | 67.5(2) |
N(1)–Bi(1)–S(1) | 76.9(1) | N(2)–Bi(1)–S(1a) | 76.4(8) |
N(1)–Bi(1)–S(1a) | 155.5(1) | N(2)–Bi(1)–S(1) | 153.7(1) |
N(1)–Bi(1)–N(2) | 114.1(1) | ||
Bi(1)–S(1)–Bi(1a) | 94.99(5) |
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Fig. 10 ORTEP representation at 40% probability and atom numbering scheme for (RN1,SN2,SN1a,RN2a)-9. Hydrogen atoms are omitted [symmetry equivalent atoms (1 − x, 1 − y, −z) are given by “a”]. |
The crystals of 9 consist of dinuclear units of the trans-(RN1,SN2,SN1a,RN2a) isomer (with respect to the two chelate rings at a metal centre) which has a crystallographically imposed inversion symmetry. The aryl substituents occupy trans positions relative to the central, planar four-membered Bi2S2 ring. The transannular Bi(1)⋯Bi(1a) non-bonding distance [3.800(1) Å] in similar to that found in complex 8 [Bi(1)⋯Bi(2) 3.766(1) Å]. However, some remarkable differences should be noted. The size of the endocyclic angles on the bismuth and sulfur atoms is different, i.e. S(1)–Bi(1)–S(1a) 85.01(5)° and Bi(1)–S(1)–Bi(1a) 94.99(5)°. Moreover, the bismuth–sulfur bonds are equivalent [Bi(1)–S(1) 2.5770(16) Å; Bi(1)–S(1a) 2.5784(17) Å]. This is the result of the (N,C,N)-coordination pattern of the organic ligand, with both nitrogen atoms coordinated in a cis arrangement to the bismuth, each almost trans to a sulfur atom [N(1)–Bi(1)–S(1a) 155.5(1)°; N(2)–Bi(1)–S(1) 153.7(1)°]. The two bismuth–nitrogen interactions in 9 are of the same strengths [Bi(1)–N(1) 2.834(6) Å; Bi(1)–N(2) 2.851(4) Å], but weaker than in the related chloride species [2.561(3), 2.570(4) Å] where the nitrogen atoms of the organic ligand are coordinated to bismuth in an almost trans arrangement.8 The resulting geometry at the bismuth centre is distorted square pyramidal [(N,C,N)BiS2 core, hypervalent 12-Bi-5 species],16,36 with the carbon atom in the apical position.
In the crystal of 9 intermolecular Bi⋯Bi contacts [3.917(1) Å; cf. ∑vdW(Bi,Bi) 4.80 Å]34 are observed between dinuclear units, which leads to formation of a chain like polymer (see ESI‡).
1·2H2O | 2 | 3 | 3·C6H6 | 4 | 5 | 6 | |
---|---|---|---|---|---|---|---|
Empirical formula | C18H29BiN2O3 | C36H48Bi2N4O | C37H48Bi2N4O3 | C43H54Bi2N4O3 | C36H48Bi2N4S | C18H24N2BiBr | C18H24N2BiI |
M | 530.41 | 970.74 | 1014.75 | 1092.86 | 986.80 | 557.28 | 604.27 |
T/K | 173(2) | 173(2) | 297(2) | 198(2) | 173(2) | 297(2) | 173(2) |
Crystal system | Monoclinic | Monoclinic | Monoclinic | Triclinic | Monoclinic | Monoclinic | Monoclinic |
Space group | P21/c | C2/c | P21/c |
P![]() |
C2/c | P21/n | P21/n |
a/Å | 9.149(2) | 12.812(3) | 17.063(7) | 13.902(2) | 27.939(3) | 9.5102(9) | 9.548(2) |
b/Å | 26.827(5) | 14.393(9) | 9.502(4) | 14.011(2) | 7.366(1) | 16.2013(16) | 16.277(4) |
c/Å | 8.393(2) | 19.969(4) | 24.891(10) | 14.107(4) | 18.947(2) | 12.4073(12) | 12.616(2) |
α/° | 90.00 | 90.00 | 90.00 | 99.17(1) | 90.00 | 90.00 | 90.00 |
β/° | 108.61(1) | 98.02 | 106.916(7) | 92.64(2) | 112.43(1) | 90.972(2) | 91.555(16) |
γ/° | 90.00 | 90.00 | 90.00 | 109.55(1) | 90.00 | 90.00 | 90.00 |
V/Å3 | 1952.3(7) | 3646(3) | 3861(3) | 2541.6(9) | 3604.3(7) | 1911.4(3) | 1959.9(7) |
Z | 4 | 4 | 4 | 2 | 4 | 4 | 4 |
No. reflections collected | 5612 | 4022 | 27069 | 13112 | 9509 | 20240 | 10604 |
No. independent reflections | 4428 | 3185 | 6802 | 11503 | 4089 | 3894 | 4516 |
R int | 0.037 | 0.047 | 0.048 | 0.037 | 0.048 | 0.053 | 0.053 |
Absorption correction | DIFABS49 | DIFABS49 | Multiscan50 | DIFABS49 | DIFABS49 | Multiscan50 | DIFABS49 |
µ(Mo-Kα)/mm−1 | 9.048 | 9.671 | 9.140 | 6.949 | 9.839 | 11.313 | 10.570 |
R1 [I > 2σ(I)] | 0.0470 | 0.0596 | 0.0502 | 0.0495 | 0.0357 | 0.0387 | 0.0284 |
wR2 | 0.1216 | 0.1180 | 0.0970 | 0.1398 | 0.0727 | 0.0763 | 0.0603 |
GOF on F2 | 1.027 | 1.015 | 1.229 | 1.033 | 0.989 | 1.155 | 1.048 |
7 | 8·0.5C6H6 | 9 | |
---|---|---|---|
Empirical formula | C18H24N2Bi2Cl4 | C31H24Bi2N2O10S2W2 | C24H38Bi2N4S2 |
M | 828.16 | 1434.30 | 864.66 |
T/K | 173(2) | 297(2) | 297(2) |
Crystal system | Monoclinic | Triclinic | Monoclinic |
Space group | P21/c |
P![]() |
P21/n |
a/Å | 9.0380(18) | 11.8825(10) | 6.435(2) |
b/Å | 8.1540(16) | 12.0273(11) | 11.581(4) |
c/Å | 16.107(3) | 16.1174(14) | 19.000(6) |
α/° | 90.00 | 99.254(2) | 90.00 |
β/° | 100.95(3) | 96.479(2) | 99.094(5) |
γ/° | 90.00 | 115.567(2) | 90.00 |
V/Å3 | 1165.4(4) | 2007.4(3) | 1398.2(8) |
Z | 2 | 2 | 2 |
No. reflections collected | 13075 | 21482 | 10948 |
No. independent reflections | 2249 | 8136 | 2847 |
R int | 0.053 | 0.054 | 0.040 |
Absorption correction | DIFABS49 | Multiscan50 | Multiscan50 |
µ(Mo-Kα)/mm−1 | 15.543 | 14.606 | 12.737 |
R1 [I > 2σ(I)] | 0.0217 | 0.0515 | 0.0282 |
wR2 | 0.0670 | 0.1187 | 0.0612 |
GOF on F2 | 1.195 | 1.090 | 1.089 |
CCDC reference numbers 658669 (1·2H2O), 658670 (2), 653119 (3), 658671 (3·C6H6), 658672 (4), 652894 (5), 658673 (6), 658674 (7), 652893 (8·0.5C6H6) and 652892 (9).
For crystallographic data in CIF or other electronic format see DOI: 10.1039/b717127g
Footnotes |
† CCDC reference numbers 658669 (1·2H2O), 658670 (2), 653119 (3), 658671 (3·C6H6), 658672 (4), 652894 (5), 658673 (6), 658674 (7), 652893 (8·0.5C6H6) and 652892 (9). For crystallographic data in CIF or other electronic format see DOI: 10.1039/b717127g |
‡ Electronic supplementary information (ESI) available: X-Ray crystallographic data in CIF format for 1·2H2O, 2, 3, 3·C6H6 and 4–9; Figures representing the molecular structure of compounds 4 and 5; supramolecular architectures in the crystals of compounds 1·2H2O, 5, 6, 7 and 9. See DOI: 10.1039/b717127g |
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