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Ligand Substitution on Hru3(μ-Cx)(co)10(X = OMe or NMe2). Syntheses and Characterizations of Three Isomeric Forms Hru3(μ-Cx)(co)9L and Kinetics of Substitution. Implications for the Mechanism of Cluster Hydrogenation

  • Dennis M. Dalton
  • , Daniel J. Barnett
  • , Timothy P. Duggan
  • , Jerome B. Keister
  • , Pauline T. Malik
  • , Sandeep P. Modi
  • , Mark R. Shaffer
  • , Sally Ann Smesko
  • SUNY Buffalo

Research output: Contribution to journalArticlepeer-review

32 Scopus citations

Abstract

Ligand substitution by L = AsPh3 or PPh3 on Hru3(μ-Cx)(co)10, X = OMe or NMe2, sequentially forms HRu3(μ-CX)(CO)10nLn, n = 1, 2, and 3, in which only one L is coordinated to each Ru atom. The “lightly stabilized” complexes Hru3(μ-Cx)(co)9L', X = NMe2, NMe(CH2Ph), or N(CH2Ph)2 and L' = NCMe or py, can be prepared by the addition of a stoichiometric quantity of trimethylamine N-oxide to Hru3(μ-cx)(co)10in the presence of an excess of L'. The py ligand of HRu3(μ-CNMe2)(CO)9(py) is coordinated on a bridged Ru atom and in the axial position trans to the CNMe2 ligand (b-a isomer). Upon mixing L = SbPh3, AsPh3, PPh3, P(c-C6H11)3, or PBu3 with HRu3(μ-CX)(CO)L' immediate ligand exchange generates HRu3(μ-CX)(CO)9L in which the kinetic product contains an equatorially coordinated ligand on a nonbridged Ru atom (n-e isomer). This product then rearranges by an intramolecular process to give an equilibrium mixture, the same as that obtained by thermal substitution on Hru3(μ-cx)(co)10, containing a second isomer in which L is coordinated to a bridged Ru atom in an equatorial position (b-e isomer). The equilibrium constant depends upon the identity of both X and L. For HRu3(μ-CX)(CO)9(PPh3) the n-e/b-e ratio decreases in the order: X = N(CH2Ph)2 (1:0) > NMe2 (0.12:0.87) > OMe (0:1). For HRu3(μ-CNMe2)(CO)9L the n-e/b-e ratio decreases in the order: L = SbPh3 (2.7) > AsPh3 (0.4) > PPh3 (0.14) and PBu3(1.5) > PPh3P(c-C6H11)3(0.14). These products have been characterized by spectroscopic methods and in the cases of HRu3(CNMe2)(CO)9(py) and HRu3(CN(CH2Ph)2)(CO)9(PPh3) by X-ray crystallography. The kinetics of thermal substitution by AsPh3 on HRu3(μ-CNMe2)(CO)10and by AsPh3, PPh3, and P(OMe)3 on HRu3(μ-COMe)(CO)10were determined. The rate laws and activation parameters are consistent with a mechanism which is primarily CO dissociative. The rate of AsPh3 substitution on HRu3(μ-CNMe2)(CO)10is slower than for substitution on the OMe analogue (X = OMe, ΔH‡ = 26.6 kcal, ΔS‡ = 8 eu; X = NMe2, ΔH‡ = 26.9 kcal, ΔS‡ = 3 eu). Activation parameters for replacement of AsPh3 from Hru3(μ-CNMe2)(CO)9(AsPh3) by CO were also determined (ΔH‡ = 25.4 kcal, ΔS‡ = 2 eu). A mechanism is proposed for ligand substitution on Hru3(μ-cx)(co)10in which the CX ligand changes from a μ-η1three-electron donor ligand to a M3 V five-electron donor in the transition state. These data in conjunction with results of a previous study suggest that the rate-determining step for dihydrogen elimination from H3Ru3-(COMe)(CO)9to form HRu3(COMe)(CO)10under CO involves intramolecular rearrangement of the hydride ligands from bridging to terminal coordination sites.

Original languageEnglish
Pages (from-to)1854-1866
Number of pages13
JournalOrganometallics
Volume4
Issue number10
DOIs
StatePublished - Oct 1985

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