Metal, bond energy, and ancillary ligand effects on actinide-carbon σ-bond hydrogenolysis. A kinetic and mechanistic study

Zerong Lin; Tobin J Marks

Metal, bond energy, and ancillary ligand effects on actinide-carbon σ-bond hydrogenolysis. A kinetic and mechanistic study

Zerong Lin, Tobin J Marks

Northwestern University

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102 Citations (Scopus)

Abstract

A kinetic/mechanistic study of actinide hydrocarbyl ligand hydrogenolysis (An-R + H₂ → An-H + RH) is reported. For the complex Cp′₂Th(CH₂-t-Bu)(O-t-Bu) (Cp′ = η⁵-Me₅C₅), the rate law is first-order in organoactinide and first-order in H₂, with k_H2/k_D2 = 2.5 (4) and k_THF/k_toluene = 2.9 (4). For a series of complexes, hydrogenolysis rates span a range of ca. 10⁵ with Cp′₂ThCH₂C(CH₃)₂CH₂ ≈ Cp′₂U(CH₂-t-Bu)(O-t-Bu) (too rapid to measure accurately) > Cp′₂Th(CH₂-t-Bu)[OCH(t-Bu)₂] = Cp′₂Th(CH₂-t-Bu)(O-t-Bu) > Cp′₂Th(CH₂-t-Bu)(Cl) > Me₂Si(Me₄C₅)₂Th(n-Bu)₂ > Cp′₂Th(n-Bu)₂ ≈ Cp′₂ThMe₂ > Cp′₂Th(Me)(O₃SCF₃) > Cp′₂Th(n-Bu)[OCH(t-Bu)₂] ≈ Cp′₂Th(Me)[OSiMe₂(t-Bu)] > Cp′₂ZrMe₂ = Cp′₂Th(p-C₆H₄NMe₂)(O-t-Bu) > Cp′₂Th(Ph)(O-t-Bu) > Cp′₂U(Me)[OCH(t-Bu)₂] > Cp′₂Th(Me)[OCH(t-Bu)₂]. In the majority of cases, the rate law is cleanly first-order in organoactinide over 3 or more half-lives. However, for Cp′₂ThMe₂ → (Cp′₂ThH₂)₂, an intermediate is observed by NMR that is probably [Cp′₂Th(Me)(μ-H)]₂. For Cp′₂Th(Me)(O₃SCF₃), a follow-up reaction, which consumes Cp′₂Th(H)(O₃SCF₃), is detected. Variable-temperature kinetic studies yield ΔH^≠ = 3.7 (2) kcal/mol and ΔS^≠ = -50.8 (7) eu for Cp′₂Th(CH₂-t-Bu)(O-t-Bu) and ΔH^≠ = 9 (2) kcal/mol and ΔS^≠ = -45 (5) eu for Cp′₂U(Me)[OCH(O-t-Bu)₂]. The present results are in accord with a polar "heterolytic" four-center transition state involving significant H-H bond cleavage. There is no chemical shift or spin-lattice relaxation time NMR spectroscopic evidence for an H₂ complex in preequilibrium. There are approximate correlations between the hydrogenolysis rate and An-R bond disruption enthalpy, ancillary ligand electron-donor capacity, and An-R migratory CO insertion rate. Possible parallels between the present results and the activities of supported organoactinide catalysts, as well as the mechanism of molecular weight control by hydrogen in Ziegler-Natta catalysis, can be drawn.

Original language	English
Pages (from-to)	7979-7985
Number of pages	7
Journal	Journal of the American Chemical Society
Volume	109
Issue number	26
Publication status	Published - 1987

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Chemistry(all)

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Lin, Z., & Marks, T. J. (1987). Metal, bond energy, and ancillary ligand effects on actinide-carbon σ-bond hydrogenolysis. A kinetic and mechanistic study. Journal of the American Chemical Society, 109(26), 7979-7985.

@article{6c0d7bcd34f0439a96c04b508ad2d465,

title = "Metal, bond energy, and ancillary ligand effects on actinide-carbon σ-bond hydrogenolysis. A kinetic and mechanistic study",

abstract = "A kinetic/mechanistic study of actinide hydrocarbyl ligand hydrogenolysis (An-R + H2 → An-H + RH) is reported. For the complex Cp′2Th(CH2-t-Bu)(O-t-Bu) (Cp′ = η5-Me5C5), the rate law is first-order in organoactinide and first-order in H2, with kH2/kD2 = 2.5 (4) and kTHF/ktoluene = 2.9 (4). For a series of complexes, hydrogenolysis rates span a range of ca. 105 with Cp′2ThCH2C(CH3)2CH2 ≈ Cp′2U(CH2-t-Bu)(O-t-Bu) (too rapid to measure accurately) > Cp′2Th(CH2-t-Bu)[OCH(t-Bu)2] = Cp′2Th(CH2-t-Bu)(O-t-Bu) > Cp′2Th(CH2-t-Bu)(Cl) > Me2Si(Me4C5)2Th(n-Bu)2 > Cp′2Th(n-Bu)2 ≈ Cp′2ThMe2 > Cp′2Th(Me)(O3SCF3) > Cp′2Th(n-Bu)[OCH(t-Bu)2] ≈ Cp′2Th(Me)[OSiMe2(t-Bu)] > Cp′2ZrMe2 = Cp′2Th(p-C6H4NMe2)(O-t-Bu) > Cp′2Th(Ph)(O-t-Bu) > Cp′2U(Me)[OCH(t-Bu)2] > Cp′2Th(Me)[OCH(t-Bu)2]. In the majority of cases, the rate law is cleanly first-order in organoactinide over 3 or more half-lives. However, for Cp′2ThMe2 → (Cp′2ThH2)2, an intermediate is observed by NMR that is probably [Cp′2Th(Me)(μ-H)]2. For Cp′2Th(Me)(O3SCF3), a follow-up reaction, which consumes Cp′2Th(H)(O3SCF3), is detected. Variable-temperature kinetic studies yield ΔH≠ = 3.7 (2) kcal/mol and ΔS≠ = -50.8 (7) eu for Cp′2Th(CH2-t-Bu)(O-t-Bu) and ΔH≠ = 9 (2) kcal/mol and ΔS≠ = -45 (5) eu for Cp′2U(Me)[OCH(O-t-Bu)2]. The present results are in accord with a polar {"}heterolytic{"} four-center transition state involving significant H-H bond cleavage. There is no chemical shift or spin-lattice relaxation time NMR spectroscopic evidence for an H2 complex in preequilibrium. There are approximate correlations between the hydrogenolysis rate and An-R bond disruption enthalpy, ancillary ligand electron-donor capacity, and An-R migratory CO insertion rate. Possible parallels between the present results and the activities of supported organoactinide catalysts, as well as the mechanism of molecular weight control by hydrogen in Ziegler-Natta catalysis, can be drawn.",

author = "Zerong Lin and Marks, {Tobin J}",

year = "1987",

language = "English",

volume = "109",

pages = "7979--7985",

journal = "Journal of the American Chemical Society",

issn = "0002-7863",

publisher = "American Chemical Society",

number = "26",

}

TY - JOUR

T1 - Metal, bond energy, and ancillary ligand effects on actinide-carbon σ-bond hydrogenolysis. A kinetic and mechanistic study

AU - Lin, Zerong

AU - Marks, Tobin J

PY - 1987

Y1 - 1987

N2 - A kinetic/mechanistic study of actinide hydrocarbyl ligand hydrogenolysis (An-R + H2 → An-H + RH) is reported. For the complex Cp′2Th(CH2-t-Bu)(O-t-Bu) (Cp′ = η5-Me5C5), the rate law is first-order in organoactinide and first-order in H2, with kH2/kD2 = 2.5 (4) and kTHF/ktoluene = 2.9 (4). For a series of complexes, hydrogenolysis rates span a range of ca. 105 with Cp′2ThCH2C(CH3)2CH2 ≈ Cp′2U(CH2-t-Bu)(O-t-Bu) (too rapid to measure accurately) > Cp′2Th(CH2-t-Bu)[OCH(t-Bu)2] = Cp′2Th(CH2-t-Bu)(O-t-Bu) > Cp′2Th(CH2-t-Bu)(Cl) > Me2Si(Me4C5)2Th(n-Bu)2 > Cp′2Th(n-Bu)2 ≈ Cp′2ThMe2 > Cp′2Th(Me)(O3SCF3) > Cp′2Th(n-Bu)[OCH(t-Bu)2] ≈ Cp′2Th(Me)[OSiMe2(t-Bu)] > Cp′2ZrMe2 = Cp′2Th(p-C6H4NMe2)(O-t-Bu) > Cp′2Th(Ph)(O-t-Bu) > Cp′2U(Me)[OCH(t-Bu)2] > Cp′2Th(Me)[OCH(t-Bu)2]. In the majority of cases, the rate law is cleanly first-order in organoactinide over 3 or more half-lives. However, for Cp′2ThMe2 → (Cp′2ThH2)2, an intermediate is observed by NMR that is probably [Cp′2Th(Me)(μ-H)]2. For Cp′2Th(Me)(O3SCF3), a follow-up reaction, which consumes Cp′2Th(H)(O3SCF3), is detected. Variable-temperature kinetic studies yield ΔH≠ = 3.7 (2) kcal/mol and ΔS≠ = -50.8 (7) eu for Cp′2Th(CH2-t-Bu)(O-t-Bu) and ΔH≠ = 9 (2) kcal/mol and ΔS≠ = -45 (5) eu for Cp′2U(Me)[OCH(O-t-Bu)2]. The present results are in accord with a polar "heterolytic" four-center transition state involving significant H-H bond cleavage. There is no chemical shift or spin-lattice relaxation time NMR spectroscopic evidence for an H2 complex in preequilibrium. There are approximate correlations between the hydrogenolysis rate and An-R bond disruption enthalpy, ancillary ligand electron-donor capacity, and An-R migratory CO insertion rate. Possible parallels between the present results and the activities of supported organoactinide catalysts, as well as the mechanism of molecular weight control by hydrogen in Ziegler-Natta catalysis, can be drawn.

AB - A kinetic/mechanistic study of actinide hydrocarbyl ligand hydrogenolysis (An-R + H2 → An-H + RH) is reported. For the complex Cp′2Th(CH2-t-Bu)(O-t-Bu) (Cp′ = η5-Me5C5), the rate law is first-order in organoactinide and first-order in H2, with kH2/kD2 = 2.5 (4) and kTHF/ktoluene = 2.9 (4). For a series of complexes, hydrogenolysis rates span a range of ca. 105 with Cp′2ThCH2C(CH3)2CH2 ≈ Cp′2U(CH2-t-Bu)(O-t-Bu) (too rapid to measure accurately) > Cp′2Th(CH2-t-Bu)[OCH(t-Bu)2] = Cp′2Th(CH2-t-Bu)(O-t-Bu) > Cp′2Th(CH2-t-Bu)(Cl) > Me2Si(Me4C5)2Th(n-Bu)2 > Cp′2Th(n-Bu)2 ≈ Cp′2ThMe2 > Cp′2Th(Me)(O3SCF3) > Cp′2Th(n-Bu)[OCH(t-Bu)2] ≈ Cp′2Th(Me)[OSiMe2(t-Bu)] > Cp′2ZrMe2 = Cp′2Th(p-C6H4NMe2)(O-t-Bu) > Cp′2Th(Ph)(O-t-Bu) > Cp′2U(Me)[OCH(t-Bu)2] > Cp′2Th(Me)[OCH(t-Bu)2]. In the majority of cases, the rate law is cleanly first-order in organoactinide over 3 or more half-lives. However, for Cp′2ThMe2 → (Cp′2ThH2)2, an intermediate is observed by NMR that is probably [Cp′2Th(Me)(μ-H)]2. For Cp′2Th(Me)(O3SCF3), a follow-up reaction, which consumes Cp′2Th(H)(O3SCF3), is detected. Variable-temperature kinetic studies yield ΔH≠ = 3.7 (2) kcal/mol and ΔS≠ = -50.8 (7) eu for Cp′2Th(CH2-t-Bu)(O-t-Bu) and ΔH≠ = 9 (2) kcal/mol and ΔS≠ = -45 (5) eu for Cp′2U(Me)[OCH(O-t-Bu)2]. The present results are in accord with a polar "heterolytic" four-center transition state involving significant H-H bond cleavage. There is no chemical shift or spin-lattice relaxation time NMR spectroscopic evidence for an H2 complex in preequilibrium. There are approximate correlations between the hydrogenolysis rate and An-R bond disruption enthalpy, ancillary ligand electron-donor capacity, and An-R migratory CO insertion rate. Possible parallels between the present results and the activities of supported organoactinide catalysts, as well as the mechanism of molecular weight control by hydrogen in Ziegler-Natta catalysis, can be drawn.

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