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Original Articles

Reactivity of X3P Compounds with Elemental Sulfur, Carbon Disulfide or Both, to Yield X3PS, X3P.CS2 or X3P.Sn.CS2 Adducts

Pages 307-320 | Published online: 17 Mar 2008

References

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  • E.g. (a) The basicity of X3P towards BH3 in acetone [ Lines E. L. Centofanti L. F. Hafler D. A. , Phosphorus 5 , 5 ( 1974 )]; (b) The 1JPHNMR coupling constants of protonated X3P in H2SO4 [W. McFarlane and R. F. M. White, J. Chem. Soc., Chem. Commun. 744(1969)]; (c) The reaction rates of X3P with carbocations, either free, such as p-dimethylaminophenyltropylium hexafluophosphate in acetone [T.J. Alavosus and D. A. Schweigart, J. Am. Chem. Soc. 107,985 (1985)], or in the form of a metallic π-complexe, such as [Fe(CO)3(1–5-η-C7H9)]+ in acetone [S. G. Evans, K. Gilmore, and L. A. P. Kane-Maguire, J. Chem. Soc., Dalton Trans.2009 (1988)]; (d) The reaction rate with ethyl iodide in acetonitrile [G. Aksnes and D. Aksnes, Acta Chem. Scand. 18, 38 (1964)]. In the latter case however, the validity of comparing Ph3P with PhnP(OR)3-n(n = 0-2) was questionable, as only the latter undergo the Arbuzov rearrangement; this critic is dismissed by the quasi-straightness of line N/Fig.4, which suggests that, in each case (n = 0-3), the process is under the rate control of the initial attack at C .
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  • The Tolman's χ value is a measure of the electron withdrawal power of each phosphorus ligand in X3P2. It correlates fairly well with carbon-based inductive parameters, such as Taft's σ*,2b We chose it for its being well documented and specific of PIII species.
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  • In accord with present consensus, 14the production of the first molecule of X3PS is taken as rate-limiting for the whole process (la). Based on arguments presented in 24, the collapse of the transient adduct X3P.S8 is thought to be unimolecular rather than bimolecular (attack by a second molecule of X3P), as postulated in the past. 14The configuration of the ternary adduct X3P.S8.CS2 has been discussed in 9.
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  • The exemple in Table I, entry 6 suggests that the thermodynamic stabilities of X3PS and X3P.S8 are similarly affected by the donor/acceptor properties of P. Also, the P-S bond order in X3PS grows with X in the order: C6H11 (1.32/-) < Me(1.35/1.41) < Ph (1.38/-) < Me2N (-/1.49) < MeO (-/1.69) < Cl (1.71/1.79) [estd. from the P-S bond lengths 31 (first value) or force constants 32-33(second value)]. Hence, the PIV form Ph3P+-S− appears to be dominant in Ph3PS and the PV form X3P=S in (EtO)3PS.
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  • π-bonding (favouring the equatorial positions) is taken into account in this sequence. This effect is especially important for NR2 groups; it has also been recognised for SR and, to a lesser degree, for OR substituents.34,35
  • In terms of frontier orbitals, these irregularities should follow the changes of the energy gap E(LUMO)-E(HOMO), when going across a substitution series such as PhnP(OR)3-n – where the HOMO consists primarily of the lone pair on phosphorus [except for P(NR2)3 38] and the LUMO (for n < 3) is more or less based on the σ*(P-OR) antibonding orbital. Incidentally, the departures from additivity shown in Fig. 1 and 2 correspond to similar deviations of the 31P NMR chemical shift of X1X2X3P [ Van Wazer J. R. Letcher J. H. , in Topics in Phosphorus Chemistry , ed. Grayson M. Griffith E. J. ( John Wiley and Sons , 1967 ), Vol. 5 , p. 204 ].
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  • Ph3P(SPh)(SSPh) and Ph3P(OEt)2, at least in their early geometry, are alleged to resemble the transition state, i.e. have (SPh)(SSPh) or (OEt)2 pairs in apical-equatorial positions. In principle, subsequent fluxional processes might afford isomers with all Ph equatorial, but only for Ph3P(OEt)2 would the gain in stability be significant; in this case, our line of reasoning still applies to the TS (kinetic control). The poor stability of (PriO)3P(OEt)2 (3 apicophilic OR groups in equatorial position) is probably the explanation as to why EtOOEt reacts faster with Ph3P than with P(OPri)3 (line M/Fig.4).

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